Example of jelly roll

This example demonstrates how to set up, run and visualize a 3D cylindrical battery model

Load the packages

using BattMo, GLMakie, Jutul

Load the cell parameters

cell_parameters     = load_cell_parameters(; from_default_set = "Chen2020")
cycling_protocol    = load_cycling_protocol(; from_default_set = "CCDischarge")
model_settings      = load_model_settings(; from_default_set = "P4D_cylindrical")
simulation_settings = load_simulation_settings(; from_default_set = "P4D_cylindrical")

Set up the model

model_setup = LithiumIonBattery(; model_settings)

✔️ Validation of ModelSettings passed: No issues found.
──────────────────────────────────────────────────

Review and modify the cell parameters

We go through some of the geometrical and discretization parameters. We modify some of them to obtain a cell where the different components are easier to visualize

The cell geometry is determined by the inner and outer radius and the height. We reduce the outer radius

cell_parameters["Cell"]["OuterRadius"] = 0.010

We modify the current collector thicknesses, for visualization purpose

cell_parameters["NegativeElectrode"]["CurrentCollector"]["Thickness"]    = 50e-6
cell_parameters["PositiveElectrode"]["CurrentCollector"]["Thickness"]    = 50e-6

The tabs are part of the current collectors that connect the electrodes to the external circuit. The location of the tabs is given as a fraction length, where the length is measured along the current collector in the horizontal direction, meaning that we follow the rolling spiral. Indeed, this is the relevant length to use if we want to dispatch the current collector in a equilibrated way, where each of them will a priori collect the same amount of current. In the following, we include three tabs with one in the middle and the other at a distance such that each tab will collect one third of the current

cell_parameters["NegativeElectrode"]["CurrentCollector"]["TabFractions"] = [0.5/3, 0.5, 0.5 + 0.5/3]
cell_parameters["PositiveElectrode"]["CurrentCollector"]["TabFractions"] = [0.5/3, 0.5, 0.5 + 0.5/3]

We set the tab width to 2 mm

cell_parameters["NegativeElectrode"]["CurrentCollector"]["TabWidth"] = 0.002
cell_parameters["PositiveElectrode"]["CurrentCollector"]["TabWidth"] = 0.002

The angular discretization of the cell is determined by the number of angular grid points.

simulation_settings["GridResolution"]["Angular"] = 30

Create the simulation object

sim = Simulation(model_setup, cell_parameters, cycling_protocol; simulation_settings);

✔️ Validation of CellParameters passed: No issues found.
──────────────────────────────────────────────────
✔️ Validation of CyclingProtocol passed: No issues found.
──────────────────────────────────────────────────
✔️ Validation of SimulationSettings passed: No issues found.
──────────────────────────────────────────────────

We preprocess the simulation object to retrieve the grids and coupling structure, which we want to visualize prior running the simulation

output = get_simulation_input(sim)
grids     = output[:grids]
couplings = output[:couplings]

Visualize the grids and couplings

Define a list of the component to iterate over in the ploting routin below

components = ["NegativeElectrode", "PositiveElectrode", "NegativeCurrentCollector", "PositiveCurrentCollector" ]
colors = [:gray, :green, :blue, :black]

We plot the components

for (i, component) in enumerate(components)
    if i == 1
        global fig, ax = plot_mesh(grids[component],
                            color = colors[i])
    else
        plot_mesh!(ax,
                   grids[component],
                   color = colors[i])
    end
end

Plot the current collectors tabs

We plot the tabs, which couple the current collectors with the external circuits. The tabs will typically protude from the cell in the vertical directions but we can neglect this 3d feature in the simulation model. The tabs are then represented by horizontal faces at the top or bottom of the current collectors. In the figure below, they are plotted in red.

components = [
    "NegativeCurrentCollector",
    "PositiveCurrentCollector"
]

for component in components
    plot_mesh!(ax, grids[component];
               boundaryfaces = couplings[component]["External"]["boundaryfaces"],
               color = :red)
end


ax.azimuth[] = 4.0
ax.elevation[] = 1.56

Simulation

We reload the original parameters

cell_parameters     = load_cell_parameters(; from_default_set = "Chen2020")
cycling_protocol    = load_cycling_protocol(; from_default_set = "CCDischarge")
model_settings      = load_model_settings(; from_default_set = "P4D_cylindrical")
simulation_settings = load_simulation_settings(; from_default_set = "P4D_cylindrical")

{
    "Grid" => Any[]
    "GridResolution" =>     {
        "NegativeElectrodeActiveMaterial" => 5
        "NegativeElectrodeCoating" => 3
        "Height" => 2
        "Angular" => 8
        "NegativeElectrodeCurrentCollector" => 3
        "PositiveElectrodeActiveMaterial" => 5
        "PositiveElectrodeCoating" => 3
        "PositiveElectrodeCurrentCollector" => 3
        "Separator" => 3
    }
    "TimeStepDuration" => 50
    "RampUpTime" => 10
    "RampUpSteps" => 5
}

We adjust the parameters so that the simulation in this example is not too long (around a couple of minutes)

cell_parameters["Cell"]["OuterRadius"] = 0.004
cell_parameters["NegativeElectrode"]["CurrentCollector"]["TabFractions"] = [0.5]
cell_parameters["PositiveElectrode"]["CurrentCollector"]["TabFractions"] = [0.5]
cell_parameters["NegativeElectrode"]["CurrentCollector"]["TabWidth"]     = 0.002
cell_parameters["PositiveElectrode"]["CurrentCollector"]["TabWidth"]     = 0.002
simulation_settings["GridResolution"]["Angular"] = 8

8

We setup the simulation and run it

sim = Simulation(model_setup, cell_parameters, cycling_protocol; simulation_settings);
output = solve(sim; info_level = 2)

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17440.93800057509 17440.938009702506 … 49243.4410138171 49576.34158281779; … ; 17440.938637032054 17440.938649336706 … 52049.17112223532 52391.800072988946; 17440.93924828984 17440.939263651766 … 54303.590644321215 54651.430616720616], :Cs => [17440.93970298487, 17440.939720611343, 17440.939755921274, 56553.132615929186, 56469.40519214449, 56841.205531080916, 52688.04106859322, 52406.862445808634, 52471.990942111, 56314.01249847433  …  53890.53863970958, 55897.64123512849, 55815.78294285965, 56168.78503228763, 54553.00450378539, 54216.5557480175, 54279.14174115468, 55805.644445984064, 55724.10159402112, 56074.60592592503], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], :Ocp => [4.254457231549019, 4.2544572307763655, 4.254457229228562, 3.571283140385642, 3.572356550628646, 3.5675899661462296, 3.6208366443142115, 3.6244418997081347, 3.6236068185058663, 3.5743487328233847  …  3.6054190319585597, 3.579686755772503, 3.5807362101944378, 3.57621059629658, 3.596925683302919, 3.6012392066057544, 3.6004368044226087, 3.5808661896518856, 3.581911601213827, 3.5774180046128468], :Temperature => [298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15  …  298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15]), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [2.845246681832583, 2.8452466818346505, 2.845246681838785, 2.8452482452843366, 2.845248245283616, 2.8452482452862857, 2.845250700465108, 2.8452507004640366, 2.845250700466475, 2.845252208589228  …  2.8453068710410863, 2.84530960637441, 2.8453096063732697, 2.8453096063756327, 2.8453113719781817, 2.8453113719769823, 2.845311371979284, 2.8453121157841434, 2.8453121157826993, 2.845312115784852], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [2.8451939269511395], :Current => [0.2920173995165871], :Controller => BattMo.CCController{Int64, Float64}(0, 0.2920173995165871, 5948.4375, false, "discharging")), :substates => OrderedCollections.OrderedDict{Symbol, Any}[]), OrderedCollections.OrderedDict(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [-0.005193022400104102, -0.005193022395764305, -0.005193022397806017, -0.005184199000161782, -0.005184198996153196, -0.005184198998712693, -0.00515955384821162, -0.005159553844291495, -0.005159553846926094, -0.005139123799836451  …  -0.0050241268105308086, -0.004891729262131044, -0.004891729258328663, -0.004891729261065341, -0.005037046475482575, -0.005037046471808046, -0.005037046474761344, -0.00508153150183529, -0.005081531494995866, -0.005081531491583591], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [-0.0052013267162168, -0.005199526095044781, -0.005195846706081849, -0.005195192676268554, -0.005198033590428708, -0.005199407119489519, -0.00519238268498601, -0.005190608009029713, -0.005186980799725301, -0.005186555682443748  …  -0.005039754638406288, -0.005039522383100353, -0.005042779419956371, -0.005044368082639067, -0.005089463458802746, -0.005087743003255367, -0.005084224742759767, -0.005081531417696857, -0.005081531320300613, -0.005081531272388981], :Cp => [2608.2527130678527 2693.444718960718 … 29576.670276440138 29576.67028333211; 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2062.2377335131614 2116.9189109389054 … 29576.67029328831 29576.670300320548; … ; 1727.8500731751146 1765.6277701969004 … 29576.670303547573 29576.67031066528; 1459.4620261230898 1484.9071343544692 … 29576.670311747068 29576.670318933113], :Cs => [1291.3843012522475, 1309.9599561528485, 1320.8450676282007, 1158.439496364033, 1147.527231868852, 1129.8448999075908, 1280.7465855006697, 1298.6982724994782, 1309.1690704086402, 1198.8702841873928  …  1289.3836291613773, 1239.8648867378495, 1232.6120841578959, 1219.0224587016812, 1258.9502990073547, 1275.6824604544697, 1285.3631270263313, 29576.670331740286, 29576.670316862772, 29576.670324091476], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], :Ocp => [0.8299271753682854, 0.8205709796694479, 0.8151825067410092, 0.903206566092972, 0.9097468739899354, 0.9205252677375674, 0.8353779029363414, 0.8262188730223728, 0.8209651846344921, 0.8796948016295797  …  0.8309471143683752, 0.8569719303154044, 0.8609126162595331, 0.8683875345759939, 0.8467615322318615, 0.8379967952363686, 0.8330040279644608, 0.09202000234238562, 0.09202000234238568, 0.09202000234238565], :Temperature => [298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15  …  298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15]), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [-1.6849578810495116, -1.6849578810621784, -1.684957881076662, -0.9671367150636193, -0.9635867634482375, -0.9566648991374882, -0.9499214541495808, -0.9466781339798842, -0.9434394260430089, -0.9328516324136458  …  -0.9579895909076873, -0.9479769287005412, -0.9357154041861133, -0.9287430793334174, -0.09710119121589934, -0.09710119117699997, -0.0971011911010583, -0.09710119103246367, -0.0971011910181037, -0.09710119101093283], :C => [999.9942097780756, 999.9942098009735, 999.9942097910432, 646.4225914094117, 683.6654599952942, 762.7007063169233, 846.2900838583288, 891.095448361796, 938.3460524039664, 1126.4259355772663  …  947.3978790105168, 1125.3552142246358, 1379.675878273259, 1552.889531974453, 999.9984774228451, 999.9984780159004, 999.9984791521459, 999.9984801616996, 999.9984803732173, 999.9984804789275], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], :Mass => [3.9492336123908967e-7, 3.9981153075300723e-7, 4.0469970025386444e-7, 2.6681225097226624e-7, 2.8552621340151e-7, 3.222627453289853e-7, 8.01778469473054e-8, 8.457672070589357e-8, 8.922358880127973e-8, 4.07478633359188e-7  …  1.6463299670949775e-7, 7.4151560579442e-7, 9.154850540526069e-7, 1.0376170234089418e-6, 6.747265830502204e-7, 6.793604592668097e-7, 6.839943358604701e-7, 1.81813900710662e-7, 1.8198671738384318e-7, 1.8215953403777176e-7], :Conductivity => [0.1839068966024916, 0.18390689660228354, 0.18390689660237375, 0.171066415712018, 0.17417712904669197, 0.17925355202161214, 0.3034586626837771, 0.3050996995286111, 0.3059196051344219, 0.11681378398041176  …  0.30597514955825444, 0.11683690234181826, 0.10824395145485188, 0.09975974315571856, 0.1185875089259486, 0.11858750892247194, 0.11858750891581094, 0.30568612037908527, 0.3056861203758887, 0.3056861203742915], :Diffusivity => [3.4300319011890434e-11, 3.4300319010908034e-11, 3.430031901133408e-11, 5.1600872984770934e-11, 4.9577714382968904e-11, 4.544091826911608e-11, 6.864382025852618e-11, 6.511521203186e-11, 6.151728265275039e-11, 1.8795625304928485e-11  …  6.084246613821324e-11, 1.88222833710688e-11, 1.3198377172244495e-11, 1.0182073626903725e-11, 2.2117542122122477e-11, 2.2117542105715582e-11, 2.211754207428131e-11, 5.701296605874329e-11, 5.7012966043659354e-11, 5.701296603612085e-11]), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [2.5694993280803446, 2.5694993271843702, 2.5694993254003258, 2.5733130431730284, 2.5784289542152425, 2.5809736137018358, 2.577506745425717, 2.5757241949291294, 2.5721751389605956, 2.573229646332293  …  2.57255398310059, 2.5731485526695517, 2.5779455564676206, 2.58033645712579, 2.5793066234706883, 2.577133171435521, 2.572810761726786, 2.573119628549254, 2.5778753520006616, 2.5802463475259727], :Cp => [17440.938089798252 17440.93809937141 … 49609.671969115836 49943.690205638064; 17440.938216786 17440.938226992053 … 50170.79228515672 50506.8240460808; … ; 17440.93893743247 17440.93895123417 … 52984.274843200605 53328.30147937094; 17440.939628517044 17440.939645760885 … 55243.7141817413 55591.83295311788], :Cs => [17440.94014188066, 17440.940161671086, 17440.940201319914, 57555.870822653356, 57476.514398853, 57847.06474472665, 53404.72653242863, 53123.21831486827, 53190.5050501815, 57292.28086829049  …  54678.87919162426, 56835.524069929794, 56756.61280064809, 57108.09300973485, 55444.6665973983, 55101.27980100333, 55161.46650885261, 56735.41041843641, 56656.64615029327, 57005.598287372835], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], :Ocp => [4.254457212310124, 4.254457211442615, 4.254457209704617, 3.5584277895663625, 3.559445155782635, 3.5546946246715088, 3.6116476686761665, 3.61525697560338, 3.6143942657382873, 3.561807070326349  …  3.595311886243948, 3.5676628039698883, 3.5686744674629125, 3.5641684016784936, 3.5854940770784545, 3.589896463846314, 3.589124838889383, 3.5689462877489504, 3.5699560673889916, 3.5654824090555834], :Temperature => [298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15  …  298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15]), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [2.569499324051507, 2.569499324053561, 2.569499324057668, 2.569500906461707, 2.5695009064609, 2.5695009064635066, 2.5695033797685687, 2.5695033797674527, 2.5695033797698494, 2.5695048952920216  …  2.5695595443926367, 2.5695622965692326, 2.5695622965680522, 2.569562296570377, 2.569564074966177, 2.569564074964941, 2.569564074967207, 2.569564838937676, 2.56956483893615, 2.569564838938245], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [2.5694466079631706], :Current => [0.2920173995165871], :Controller => BattMo.CCController{Int64, Float64}(0, 0.2920173995165871, 6098.4375, false, "discharging")), :substates => OrderedCollections.OrderedDict{Symbol, Any}[]), OrderedCollections.OrderedDict(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [-0.005193345252961949, -0.0051933452488995575, -0.0051933452512788305, -0.005184464623367318, -0.005184464619554567, -0.005184464622319066, -0.005159695515425903, -0.005159695511677952, -0.005159695514494097, -0.005139049241742174  …  -0.005024296780095752, -0.0048916979069185875, -0.004891697903270729, -0.0048916979061733945, -0.005036690004478873, -0.005036690000933754, -0.005036690004016408, -0.005080912836002335, -0.005080912829240901, -0.005080912825867568], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [-0.005201547048556946, -0.005199747946008329, -0.005196112528303392, -0.0051956181927066865, -0.005198621426724087, -0.005200091157249875, -0.005192567634811486, -0.005190790273499595, -0.00518719741501915, -0.005186876695007713  …  -0.005039364238021484, -0.005039199436902656, -0.005042522247057175, -0.005044157702228568, -0.005088814339803079, -0.005087081449518128, -0.005083575389931673, -0.00508091275283962, -0.00508091265658219, -0.005080912609234151], :Cp => [1887.933453299954 1934.8668088588183 … 29576.670298616787 29576.67030569344; 1821.0575449076664 1864.8528931872168 … 29576.67030066493 29576.67030775865; … ; 1486.2979535671884 1515.461126189179 … 29576.67031089408 29576.670318073062; 1218.2760041734955 1237.095451991666 … 29576.670319059238 29576.67032630631], :Cs => [1050.8578898334115, 1064.1242953341011, 1071.8156226190013, 950.0956768757302, 941.7993576577402, 928.258200013154, 1042.9283251982426, 1055.805308613488, 1063.2382982195236, 981.1106339239828  …  1048.6579027225775, 1014.0095151356011, 1008.6651255836141, 998.5506414019807, 1026.6315067921012, 1038.7455769813707, 1045.686062529154, 29576.670339149103, 29576.67032414755, 29576.670331437068], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], :Ocp => [0.9715175580859496, 0.9626172054065638, 0.9575206747425986, 1.0438745757558452, 1.0502253811141067, 1.0607259914440235, 0.9769044718943903, 0.9681820378421014, 0.9632072773093636, 1.020677368022726  …  0.9730070523513468, 0.9969838173124712, 1.0007703687693381, 1.0080024156039498, 0.9881354377703968, 0.9797664089845576, 0.9750252867413329, 0.09202000234238561, 0.09202000234238565, 0.09202000234238562], :Temperature => [298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15  …  298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15]), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [-1.8351337949550057, -1.8351337949681044, -1.8351337949829944, -1.1131196414755387, -1.1096044587087859, -1.102746498667991, -1.0960664657360457, -1.092852121324326, -1.089641700241781, -1.0791459314595468  …  -1.104201946307683, -1.0942337550401806, -1.0820664562990394, -1.075170714155412, -0.09710091165770225, -0.09710091161900555, -0.09710091154346112, -0.09710091147522959, -0.09710091146094559, -0.09710091145381264], :C => [999.9939797879865, 999.9939798139108, 999.9939798064447, 649.3318059849265, 686.4115465977605, 765.0901816742211, 848.229897175465, 892.7807244614542, 939.7555881796234, 1126.4575797736038  …  948.2156640711263, 1125.507427480933, 1377.8051428690167, 1548.8226646798894, 999.9984644687255, 999.9984650588757, 999.9984661894431, 999.9984671937663, 999.9984674041899, 999.9984675093539], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], :Mass => [3.949232704101047e-7, 3.9981143880099523e-7, 4.046996071786274e-7, 2.680130352576082e-7, 2.866730896957727e-7, 3.2327236664198667e-7, 8.03616256045462e-8, 8.473667565376717e-8, 8.935761594417196e-8, 4.07490080480095e-7  …  1.6477510638503662e-7, 7.41615901686354e-7, 9.142437260496745e-7, 1.0348996049127151e-6, 6.747265743097183e-7, 6.79360450464306e-7, 6.839943269940412e-7, 1.8181389835290785e-7, 1.8198671502364887e-7, 1.8215953167523667e-7], :Conductivity => [0.18390689869318616, 0.18390689869295046, 0.1839068986930182, 0.17132687528628862, 0.17438762258914056, 0.17937648735182787, 0.3035478908494546, 0.3051446568909762, 0.30593034883385556, 0.11681309878113427  …  0.30597860504160274, 0.11683362369441991, 0.10832631163489126, 0.09997520321809639, 0.11858750900188936, 0.11858750899842974, 0.11858750899180209, 0.3056861205750485, 0.30568612057186884, 0.3056861205702795], :Diffusivity => [3.4300328879246755e-11, 3.430032887813453e-11, 3.4300328878454846e-11, 5.144113185677518e-11, 4.943040968641336e-11, 4.531916712985425e-11, 6.848869577420814e-11, 6.49847096377354e-11, 6.141189608427326e-11, 1.8794837833471303e-11  …  6.078172870860243e-11, 1.881849213576403e-11, 1.3234554182844883e-11, 1.0245331424181045e-11, 2.2117542480498626e-11, 2.2117542464172103e-11, 2.2117542432894918e-11, 5.7012966983523964e-11, 5.7012966968518054e-11, 5.70129669610185e-11]), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [2.419323407105947, 2.419323406174686, 2.4193234043203624, 2.423097001931239, 2.4281583720969317, 2.43067397682208, 2.427500394107106, 2.42567888867801, 2.422055377739082, 2.423020711289769  …  2.4224061669734946, 2.422951783093113, 2.427720370810305, 2.4300960664105054, 2.4292612422124527, 2.427057337959528, 2.4226773091818834, 2.42292531933595, 2.427655945223771, 2.4300134951081116], :Cp => [17440.93816266506 17440.938172601494 … 49918.816299740414 50253.87088791611; 17440.938295031996 17440.938305628333 … 50480.395524979795 50817.33270811512; … ; 17440.939045961088 17440.939060301782 … 53295.23324308187 53639.50087284357; 17440.939765733434 17440.93978365384 … 55552.25471201956 55899.774288271685], :Cs => [17440.940300159986, 17440.94032072531, 17440.940361953733, 57867.51820384829, 57789.82797314742, 58157.11880402209, 53673.89517918376, 53389.95069213841, 53458.776276159195, 57600.23921431886  …  54957.18796882997, 57137.371652354785, 57059.58022561414, 57409.17455542182, 55761.72230506556, 55413.95620737091, 55473.04672362069, 57036.00291855792, 56958.290092612006, 57305.5223535888], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0], :Ocp => [4.25445720537199, 4.2544572044705085, 4.254457202663275, 3.5544324073624693, 3.5554284112854475, 3.5507196736644815, 3.6081966192197434, 3.6118371131092726, 3.610954685717914, 3.557858977520258  …  3.5917437998374773, 3.563793042477622, 3.564790347318219, 3.5603084671898095, 3.5814292887059924, 3.5858877982818598, 3.585130231086115, 3.5650926141703057, 3.5660889119524164, 3.561637311485944], :Temperature => [298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15  …  298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15, 298.15]), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [2.4193234029183945, 2.4193234029204267, 2.4193234029244906, 2.419325011441954, 2.41932501144107, 2.4193250114436116, 2.4193275211124017, 2.4193275211112364, 2.419327521113586, 2.419329062358754  …  2.419383668893798, 2.419386467369565, 2.4193864673683403, 2.4193864673706234, 2.419388279871853, 2.419388279870576, 2.419388279872805, 2.419389063494773, 2.4193890634931923, 2.419389063495245], :Charge => [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0  …  0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => [2.419270760073701], :Current => [0.2920173995165871], :Controller => BattMo.CCController{Int64, Float64}(0, 0.2920173995165871, 6148.4375, false, "discharging")), :substates => OrderedCollections.OrderedDict{Symbol, Any}[])], cellSpecifications = {
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})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
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}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
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})]), :update => {
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        :C => (sum = 1.7962053854257884e-5, max = 2.2613404828106756e-8)
    }
    :NeAm =>     {
        :Cp => (sum = 9.228181902781497e-6, max = 2.1482498782537966e-8)
        :Cs => (sum = 0.0001069180715120292, max = 2.607712547135031e-7)
        :Phi => (sum = 3.4905285232989443e-9, max = 7.415994499577739e-12)
    }
    :PeCc =>     {
        :Phi => (sum = 6.837737112995934e-8, max = 2.8495304090024866e-10)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 2.850272388982069e-10, max = 2.850272388982069e-10)
    }
    :NeCc =>     {
        :Phi => (sum = 1.7435707839635693e-9, max = 7.404448501578531e-12)
    }
    :PeAm =>     {
        :Cp => (sum = 1.1585865906380292e-5, max = 2.802930046320484e-8)
        :Cs => (sum = 0.0008307593766057468, max = 2.0247287294400427e-6)
        :Phi => (sum = 1.3244672627549223e-7, max = 2.8495304064527794e-10)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 23
 solved: true
 inconsistent: false
 residuals: [ 4.2e-10  2.7e-11  2.5e-11 ...  4.1e-16  2.4e-16  1.0e-16 ]
 Aresiduals: []
 κ₂(A): []
 timer: 1.09s
 status: solution good enough given atol and rtol
, prepare = 2.4876664649999998, precond = 1.0883484979999998, precond_count = 23), :linear_iterations => 23…), OrderedCollections.OrderedDict(:secondary_time => 0.10810648, :equations_time => 0.119280285, :linear_system_time => 0.000788564, :convergence_time => 1.356495506, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.3000609392431068e-17], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3659405979027607e-18], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7681193635542706e-30, 3.387388651918773e-29, 1.616422351864271e-28, 3.1737738860961305e-28, 5.73650835207261e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [8.374107670592493e-29], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.529555921291753e-16], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.062979235793585e-21], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.241074423609722e-15], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [0.0, 0.0, 9.793724519365892e-29, 2.0877627342853615e-28, 3.4741038821581607e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.7207080013469076e-27], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.400111560176898e-12], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.01724052266216473], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.01724052266159995], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 9.675930588444508, max = 0.011802617818414168)
        :C => (sum = 743.9797297110614, max = 0.936636732677169)
    }
    :NeAm =>     {
        :Cp => (sum = 382.22693300193947, max = 0.8897953550014539)
        :Cs => (sum = 4428.495990550497, max = 10.801027083057189)
        :Phi => (sum = 0.14457604507559602, max = 0.00030716699558408354)
    }
    :PeCc =>     {
        :Phi => (sum = 2.8321578419381312, max = 0.011802617980753017)
    }
    :Control =>     {
        :Current => (sum = 0.01724052266159163, max = 0.01724052266159163)
        :Phi => (sum = 0.011805691188853332, max = 0.011805691188853332)
    }
    :NeCc =>     {
        :Phi => (sum = 0.07221787948944335, max = 0.0003066887656519101)
    }
    :PeAm =>     {
        :Cp => (sum = 479.8808813115567, max = 1.1609594327546222)
        :Cs => (sum = 34409.64577220594, max = 83.863238766917)
        :Phi => (sum = 5.485879721474053, max = 0.011802617970446962)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 24
 solved: true
 inconsistent: false
 residuals: [ 2.4e-02  1.1e-03  1.0e-03 ...  1.0e-08  4.2e-09  1.4e-09 ]
 Aresiduals: []
 κ₂(A): []
 timer: 225.24ms
 status: solution good enough given atol and rtol
, prepare = 0.143045254, precond = 0.22133397, precond_count = 24), :linear_iterations => 24…), OrderedCollections.OrderedDict(:secondary_time => 0.000795607, :equations_time => 0.118966088, :linear_system_time => 0.000676194, :convergence_time => 0.034629185, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.2274072727045385e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.2631622192803146e-7], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [9.356930530402045e-30, 6.240431232492802e-29, 1.661348818263477e-28, 3.201149790324245e-28, 5.739949161614387e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.0791974718367351e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.283230340487609e-6], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.28784610890682e-11], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.284235690558963e-6], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.720604219838435e-30, 3.934607634579773e-29, 1.060910614636336e-28, 2.0643561591400684e-28, 3.497612038523661e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.778242072247737e-17], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.35301912929671e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0212074241788827e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [8.319733790784767e-15], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.036724453126706545, max = 6.389790631283996e-5)
        :C => (sum = 0.2035256943994535, max = 0.0003589061545135674)
    }
    :NeAm =>     {
        :Cp => (sum = 0.07427035182721828, max = 0.000307769318947966)
        :Cs => (sum = 0.8604991599672079, max = 0.003735943035724851)
        :Phi => (sum = 1.7025867468676408e-6, max = 3.7280876933639636e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.015334644436535106, max = 6.389441467177012e-5)
    }
    :Control =>     {
        :Current => (sum = 8.319733915142573e-15, max = 8.319733915142573e-15)
        :Phi => (sum = 6.389432816986362e-5, max = 6.389432816986362e-5)
    }
    :NeCc =>     {
        :Phi => (sum = 8.559118937591853e-7, max = 3.7094037144411023e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 0.1807123566656205, max = 0.0007060286911105375)
        :Cs => (sum = 12.95789938583873, max = 0.051000793723131335)
        :Phi => (sum = 0.030641861728170402, max = 6.390209787254461e-5)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 25
 solved: true
 inconsistent: false
 residuals: [ 9.3e-05  1.2e-05  5.8e-06 ...  4.5e-11  2.5e-11  8.7e-12 ]
 Aresiduals: []
 κ₂(A): []
 timer: 21.38ms
 status: solution good enough given atol and rtol
, prepare = 0.040225545, precond = 0.017283347, precond_count = 25), :linear_iterations => 25…), OrderedCollections.OrderedDict(:secondary_time => 0.000790848, :equations_time => 0.120889532, :linear_system_time => 0.000662648, :convergence_time => 0.000472222, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.886768605935396e-11], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.854142450276549e-12], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [9.568693369164543e-30, 6.157943577743059e-29, 1.68048654337961e-28, 3.249744854681024e-28, 5.764334878894084e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.5891495548385735e-23], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6037116289623326e-11], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.2516783012297436e-16], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6378345836683128e-11], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.708569202420556e-30, 3.946514359975689e-29, 1.0712692890275334e-28, 2.0617099313964804e-28, 3.466304121347702e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.921557713967316e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.048086091611522e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.2027774609624231e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 0.147873333, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.07221702532112034, max = 0.0003066850636526442), x = (sum = 0.07221702532112034, max = 0.0003066850636526442), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.14457434597937763, max = 0.0003071632925626942), x = (sum = 0.14457434597937763, max = 0.0003071632925626942), n = 480), :Cp => (dx = (sum = 382.22226238846633, max = 0.889941698693292), x = (sum = 7.098362444573927e7, max = 29576.669445027917), n = 2400), :Cs => (dx = (sum = 4428.441876641085, max = 10.802803516438871), x = (sum = 1.4192372891742641e7, max = 29576.669445338932), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.5274921785768392e-8, max = 3.727823605359504e-11), x = (sum = 44.16960113962144, max = 0.09202000237966688), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 2.778616573124008e-15, max = 6.606846466120507e-18), x = (sum = 2.778616573124008e-15, max = 6.606846466120507e-18), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 9.639206368925754, max = 0.011738723740138873), x = (sum = 142.14800974196547, max = 0.10375872608252752), n = 1440), :C => (dx = (sum = 743.9866791343211, max = 0.9363310145686228), x = (sum = 1.440052176324494e6, max = 1000.9363310145686), n = 1440), :Conductivity => (dx = (sum = 0.00584857339523262, max = 7.417226615374917e-6), x = (sum = 291.9273558519584, max = 0.30568900519362313), n = 1440), :Diffusivity => (dx = (sum = 2.7612065365499226e-11, max = 3.535623599509574e-14), x = (sum = 5.4450357041383845e-8, max = 5.702661171147531e-11), n = 1440), :DmuDc => (dx = (sum = 1.8440781758738631, max = 0.0023189530429439387), x = (sum = 3569.570199313251, max = 2.4810009367426176), n = 1440), :ChemCoef => (dx = (sum = 4.726997240201742e-6, max = 6.0529751478708e-9), x = (sum = 0.011110157123412985, max = 1.1635498239142007e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 3.8901783508895117e-7, max = 6.242710255230051e-10), x = (sum = 0.0005984119348457776, max = 7.753211683802211e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 5.455237992192602, max = 0.011738723884365143), x = (sum = 1992.5147112869806, max = 4.151304885846549), n = 480), :Cp => (dx = (sum = 479.87587499955043, max = 1.1616654894751264), x = (sum = 4.1858726122274816e7, max = 17442.09760148948), n = 2400), :Cs => (dx = (sum = 34409.28679687316, max = 83.91424158536756), x = (sum = 8.406058536049303e6, max = 17524.850177585373), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.4922057700278195, max = 0.003636932124175374), x = (sum = 2040.6473446346997, max = 4.254457396728544), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 3.986610441138866e-16, max = 9.682018138605212e-19), x = (sum = 3.986610441138866e-16, max = 9.682018138605212e-19), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 2.8168232658789707, max = 0.011738723894432646), x = (sum = 996.1681513737068, max = 4.150702605695256), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.011741797145710997, max = 0.011741797145710997), x = (sum = 4.1506955971859, max = 4.1506955971859), n = 1), :Current => (dx = (sum = 0.01724052266159995, max = 0.01724052266159995), x = (sum = 0.01724052266159995, max = 0.01724052266159995), n = 1))), :finalize_time => 1.189492552)], :total_time => 17.628088813, :output_time => 0.116027274), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 3.125, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 8.1e-8, :equations_time => 0.154090308, :linear_system_time => 0.001049211, :convergence_time => 0.207239008, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.886768605935396e-11], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.854142450276549e-12], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.2110351593469903e-23, 3.603855163722658e-21, 1.6398591534108696e-19, 6.439204585264104e-18, 2.3428409679648387e-16], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.5891495548385735e-23], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6037116289623326e-11], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.9953357924107636e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6378345836683128e-11], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.447123755683712e-26, 1.4267953393003327e-23, 3.987871597061108e-21, 9.641996398388296e-19, 2.1616282224545106e-16], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.921557713967316e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.048086091611522e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.2027774609624231e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.08181335313206953, max = 0.00019596072972176008)
        :C => (sum = 1321.1832731370139, max = 1.8267423521572728)
    }
    :NeAm =>     {
        :Cp => (sum = 792.5954278315905, max = 1.696745050473673)
        :Cs => (sum = 693.8476059728474, max = 1.7207194628599096)
        :Phi => (sum = 1.3401937028971822e-7, max = 8.297689884743266e-10)
    }
    :PeCc =>     {
        :Phi => (sum = 0.04703055291568317, max = 0.00019596072837973228)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.00019596062467148434, max = 0.00019596062467148434)
    }
    :NeCc =>     {
        :Phi => (sum = 4.373802934568747e-8, max = 3.488990896141878e-10)
    }
    :PeAm =>     {
        :Cp => (sum = 965.318895368545, max = 2.2961296907129918)
        :Cs => (sum = 944.1584611427689, max = 2.4505015024456887)
        :Phi => (sum = 0.09389438424654191, max = 0.00019600232918826445)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 32
 solved: true
 inconsistent: false
 residuals: [ 2.5e-06  2.5e-06  2.5e-06 ...  6.2e-13  3.2e-13  7.2e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 27.54ms
 status: solution good enough given atol and rtol
, prepare = 0.003862449, precond = 0.022015490000000002, precond_count = 32), :linear_iterations => 32…), OrderedCollections.OrderedDict(:secondary_time => 0.000967899, :equations_time => 0.120265116, :linear_system_time => 0.000666165, :convergence_time => 0.000587468, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.7981647597244306e-11], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.509227258412408e-10], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.6568103610479174e-30, 3.490834089196255e-29, 1.3261144706473863e-28, 1.6202309361745387e-27, 5.3791586962309e-26], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.664412763395911e-22], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.3684379645499507e-8], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.461458285270059e-13], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.729447248040311e-9], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.954382956562595e-30, 2.0097623811312412e-29, 5.542870616149875e-29, 3.1956917048618517e-28, 4.963113454817338e-26], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.5168817202498883e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.344374055779385e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.1144568218852558], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.11445682188314824], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 63.809723986182014, max = 0.0780027842542619)
        :C => (sum = 9326.38513431934, max = 12.27783713965107)
    }
    :NeAm =>     {
        :Cp => (sum = 5168.444545392879, max = 11.54486816562642)
        :Cs => (sum = 31702.735258642642, max = 77.45992079791756)
        :Phi => (sum = 0.9598015981938436, max = 0.0020392011512109496)
    }
    :PeCc =>     {
        :Phi => (sum = 18.717545094305695, max = 0.0780027853548995)
    }
    :Control =>     {
        :Current => (sum = 0.11445682188309864, max = 0.11445682188309864)
        :Phi => (sum = 0.07802318802162225, max = 0.07802318802162225)
    }
    :NeCc =>     {
        :Phi => (sum = 0.4794349304492383, max = 0.0020360239335978445)
    }
    :PeAm =>     {
        :Cp => (sum = 6390.082454944489, max = 15.341903535080405)
        :Cs => (sum = 231570.51989261477, max = 564.1923313218091)
        :Phi => (sum = 36.250273490979765, max = 0.07800278528612371)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 24
 solved: true
 inconsistent: false
 residuals: [ 1.6e-01  7.4e-03  6.9e-03 ...  7.2e-08  3.3e-08  1.1e-08 ]
 Aresiduals: []
 κ₂(A): []
 timer: 20.50ms
 status: solution good enough given atol and rtol
, prepare = 0.003984457, precond = 0.016554976000000002, precond_count = 24), :linear_iterations => 24…), OrderedCollections.OrderedDict(:secondary_time => 0.00079162, :equations_time => 0.150911987, :linear_system_time => 0.000819241, :convergence_time => 0.030366438, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6013884573864295e-9], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.483107884707286e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.5903780416632164e-30, 3.4981315581261595e-29, 9.181755454069484e-29, 1.776416150944566e-28, 3.366463913030668e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.125843724419115e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00022508414619705247], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7255622233852552e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00022499145020869987], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.9213935679216956e-30, 1.9920641969599784e-29, 5.474491978107175e-29, 1.0634831078510765e-28, 1.8341016046388524e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [9.351567879529874e-16], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.443790553913506e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.76232639592655e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.056053341979830806], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 6.770839050231527, max = 0.006934247790718365)
        :C => (sum = 40.23127196988934, max = 0.11613417832506956)
    }
    :NeAm =>     {
        :Cp => (sum = 43.74330646713852, max = 0.16658339972887048)
        :Cs => (sum = 268.317179770411, max = 1.1176859504845857)
        :Phi => (sum = 6.261081916921231e-6, max = 3.290047784288725e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 1.664220038100707, max = 0.0069342546055809785)
    }
    :Control =>     {
        :Current => (sum = 0.056053341986427425, max = 0.056053341986427425)
        :Phi => (sum = 0.006934250079220022, max = 0.006934250079220022)
    }
    :NeCc =>     {
        :Phi => (sum = 2.0260592081142218e-6, max = 1.799697300923453e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 22.451099554595686, max = 0.10509842483367908)
        :Cs => (sum = 813.6065273785393, max = 3.8649522979892827)
        :Phi => (sum = 3.326836711634547, max = 0.006938079360270613)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 24
 solved: true
 inconsistent: false
 residuals: [ 5.6e-02  1.4e-03  6.7e-04 ...  1.4e-08  8.6e-09  3.4e-09 ]
 Aresiduals: []
 κ₂(A): []
 timer: 20.59ms
 status: solution good enough given atol and rtol
, prepare = 0.003986541, precond = 0.016660961000000002, precond_count = 24), :linear_iterations => 24…), OrderedCollections.OrderedDict(:secondary_time => 0.000827146, :equations_time => 0.120644846, :linear_system_time => 0.000684219, :convergence_time => 0.000597156, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.457387523318368e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.091273665236215e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.5005243819609375e-30, 3.5315584797234305e-29, 9.638277888087034e-29, 1.8041495421437422e-28, 3.4019626537656134e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.0378496009718942e-17], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.090949322768943e-6], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.605426320124469e-11], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.6868793745938157e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.9152844231287684e-30, 1.9913555149257547e-29, 5.349058192083473e-29, 1.0597236925996327e-28, 1.7709927322211715e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.022788792424616e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.706404670771355e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.1532164112537657e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [6.596612145415293e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.23934209616896998, max = 0.00018698053928172442)
        :C => (sum = 1.479226044117228, max = 0.0035716066145094136)
    }
    :NeAm =>     {
        :Cp => (sum = 0.797979471939778, max = 0.004760806954793024)
        :Cs => (sum = 4.8947283301993085, max = 0.03194248079087963)
        :Phi => (sum = 5.598525638972805e-7, max = 2.5415087393952015e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.0436202891166542, max = 0.00018175159509494274)
    }
    :Control =>     {
        :Current => (sum = 6.596612140067248e-12, max = 6.596612140067248e-12)
        :Phi => (sum = 0.0001817512388971093, max = 0.0001817512388971093)
    }
    :NeCc =>     {
        :Phi => (sum = 2.5877812544604863e-7, max = 2.028147106612102e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 0.9664102936113802, max = 0.004294665520305393)
        :Cs => (sum = 35.02179129791669, max = 0.15793459694894388)
        :Phi => (sum = 0.08722882507663586, max = 0.00018274436776703575)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 4.8e-05  2.8e-05  1.9e-05 ...  2.9e-11  6.2e-12  1.5e-12 ]
 Aresiduals: []
 κ₂(A): []
 timer: 24.06ms
 status: solution good enough given atol and rtol
, prepare = 0.003985499, precond = 0.019307788, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000813841, :equations_time => 0.154687915, :linear_system_time => 0.000744562, :convergence_time => 0.00043339, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.5487139760732294e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4652225453602843e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.609808869242761e-30, 3.468809274722864e-29, 9.391296632018815e-29, 1.8273223312346094e-28, 3.4433778512897165e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.2298843341527265e-20], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4651205338620773e-9], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.8923189716415362e-14], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.301549406446112e-11], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.923715044368295e-30, 2.0010751793030994e-29, 5.458838982484168e-29, 1.0639664061145727e-28, 1.7847977980625392e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [8.416306688198744e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.173339130447926e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0710043962802729e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 6.3829e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.47943516462077634, max = 0.002036034614810689), x = (sum = 0.551652189941897, max = 0.002342719678463333), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.9598053516643704, max = 0.002039235398554416), x = (sum = 1.1043796976437483, max = 0.00234639869111711), n = 480), :Cp => (dx = (sum = 5961.11813660547, max = 13.41295742278453), x = (sum = 7.097766332762857e7, max = 29576.669445442014), n = 2400), :Cs => (dx = (sum = 32397.062311178757, max = 80.33026869205423), x = (sum = 1.4159975829572551e7, max = 29576.66944781411), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.1976810065927879e-7, max = 2.9851772442857083e-10), x = (sum = 44.16960125938958, max = 0.09202000267818461), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 4.0353766989521204e-14, max = 9.489861821609207e-17), x = (sum = 4.313238356264512e-14, max = 1.0150546468221259e-16), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 56.87390598335813, max = 0.07108274847839265), x = (sum = 199.02191572532337, max = 0.17484147456092017), n = 1440), :C => (dx = (sum = 10646.14453984026, max = 14.031805956931294), x = (sum = 1.4407590103333874e6, max = 1014.9681369714999), n = 1440), :Conductivity => (dx = (sum = 0.08321005191113237, max = 9.754453278298936e-5), x = (sum = 291.9277750503573, max = 0.305731343348006), n = 1440), :Diffusivity => (dx = (sum = 3.9605521798993434e-10, max = 5.265867736132465e-13), x = (sum = 5.4508760007230576e-8, max = 5.723476863578113e-11), n = 1440), :DmuDc => (dx = (sum = 26.34062966891372, max = 0.03423920776421907), x = (sum = 3568.1499727533173, max = 2.511685452912814), n = 1440), :ChemCoef => (dx = (sum = 6.780541969736273e-5, max = 9.021017622379803e-8), x = (sum = 0.01112019341177992, max = 1.1671138921068046e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 5.555580732089965e-6, max = 9.258506473535673e-9), x = (sum = 0.0005984119348458071, max = 7.687426902607667e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 32.93010233851507, max = 0.07108274945059545), x = (sum = 1959.5846089484644, max = 4.0842344833528115), n = 480), :Cp => (dx = (sum = 7355.201966552875, max = 17.691481982343248), x = (sum = 4.18660813242354e7, max = 17459.789083471824), n = 2400), :Cs => (dx = (sum = 232507.45287563239, max = 568.2082126280693), x = (sum = 8.638565988739207e6, max = 18093.058390213442), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 9.124854822835388, max = 0.022141057212229143), x = (sum = 2031.522489820008, max = 4.254457397095425), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 6.038254994059433e-15, max = 1.4624345780784622e-17), x = (sum = 6.436916038173324e-15, max = 1.5592547594645145e-17), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 17.056735320004044, max = 0.07108274951748594), x = (sum = 979.1114160537037, max = 4.079645991518617), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.07110314732817624, max = 0.07110314732817624), x = (sum = 4.079592449857723, max = 4.079592449857723), n = 1), :Current => (dx = (sum = 0.11445682188314824, max = 0.11445682188314824), x = (sum = 0.13169734454474818, max = 0.13169734454474818), n = 1))), :finalize_time => 0.000139961)], :total_time => 1.062778914, :output_time => 9.5809e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 6.25, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 8.0e-8, :equations_time => 0.119800613, :linear_system_time => 0.00067484, :convergence_time => 0.031911369, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.5487139760732294e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4652225453602843e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.243424376111007e-21, 1.98045194673573e-19, 4.747678237941561e-18, 9.655449782522135e-17, 1.7655328544466385e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.2298843341527265e-20], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4651205338620773e-9], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.962722097985423e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.301549406446112e-11], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.478329637822152e-24, 9.354722780348436e-22, 1.3033279431295802e-19, 1.5461274849724513e-17, 1.6460163057515298e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [8.416306688198744e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.173339130447926e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0710043962802729e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.865709391916543, max = 0.002158957409365827)
        :C => (sum = 17235.973432470048, max = 25.74956878576308)
    }
    :NeAm =>     {
        :Cp => (sum = 12781.169369207388, max = 24.71475899344577)
        :Cs => (sum = 9932.951169965594, max = 25.10137717966766)
        :Phi => (sum = 2.188595409001055e-6, max = 1.3377419535471825e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.5181494289445729, max = 0.002158957388494431)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.002158955770536402, max = 0.002158955770536402)
    }
    :NeCc =>     {
        :Phi => (sum = 6.951538077534075e-7, max = 5.627390390891881e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 14879.698642865907, max = 34.53601600181888)
        :Cs => (sum = 14233.213869707386, max = 37.876559270278364)
        :Phi => (sum = 1.0332370526364187, max = 0.002159612437732003)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 33
 solved: true
 inconsistent: false
 residuals: [ 2.5e-06  2.5e-06  2.5e-06 ...  2.7e-12  5.8e-13  1.2e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 28.63ms
 status: solution good enough given atol and rtol
, prepare = 0.0038257979999999996, precond = 0.022838075, precond_count = 33), :linear_iterations => 33…), OrderedCollections.OrderedDict(:secondary_time => 0.000787592, :equations_time => 0.120446486, :linear_system_time => 0.000680651, :convergence_time => 0.000604269, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.5342975718049545e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.477853475550573e-8], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [9.709611925814707e-30, 2.635604314014822e-28, 5.910494110049766e-27, 1.193296579300049e-25, 2.1811925143270454e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.368981547855434e-19], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1740103660205377e-6], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.065806841661746e-11], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.151367276150156e-6], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5654075432117925e-30, 1.1668591128974181e-29, 1.8876376422679566e-28, 1.9141789983873538e-26, 2.0336911050535943e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.675997409119319e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.924199539722585e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.1603200549731758], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.16032005497183893], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 67.56681291600037, max = 0.08821064306569706)
        :C => (sum = 23686.36621453386, max = 32.74585869039298)
    }
    :NeAm =>     {
        :Cp => (sum = 15002.129579643864, max = 32.19114301067367)
        :Cs => (sum = 50470.201889600205, max = 128.1161280986397)
        :Phi => (sum = 1.3443998542184008, max = 0.0028564100070891003)
    }
    :PeCc =>     {
        :Phi => (sum = 21.166176038572598, max = 0.08821064465149961)
    }
    :Control =>     {
        :Current => (sum = 0.16032005497207666, max = 0.16032005497207666)
        :Phi => (sum = 0.08823920751002258, max = 0.08823920751002258)
    }
    :NeCc =>     {
        :Phi => (sum = 0.6715414392940665, max = 0.002851876718006406)
    }
    :PeAm =>     {
        :Cp => (sum = 18002.852634953888, max = 42.75842405267455)
        :Cs => (sum = 333003.4610287001, max = 814.1427176407512)
        :Phi => (sum = 40.67529972311344, max = 0.0882106445547615)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 24
 solved: true
 inconsistent: false
 residuals: [ 2.3e-01  1.0e-02  9.8e-03 ...  1.2e-07  6.5e-08  2.2e-08 ]
 Aresiduals: []
 κ₂(A): []
 timer: 20.51ms
 status: solution good enough given atol and rtol
, prepare = 0.00400939, precond = 0.016556691000000002, precond_count = 24), :linear_iterations => 24…), OrderedCollections.OrderedDict(:secondary_time => 0.028083989, :equations_time => 0.127644917, :linear_system_time => 0.000999127, :convergence_time => 0.000962699, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.7529116086331615e-9], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00022694682010328216], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.617787178158508e-30, 2.0837791626292137e-29, 5.671786649022634e-29, 1.0891210872707594e-28, 2.3823599337674557e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.0839986221297088e-15], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.0005790689788434682], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.411632993488644e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.000576483037084827], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5545943587576744e-30, 1.0499911239563121e-29, 2.788650262975498e-29, 5.456463016878557e-29, 1.001853349630685e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.386309029398877e-15], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.629562168163501e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.959915728657393e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.1019165750685215], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 12.206240573857418, max = 0.01383036747863865)
        :C => (sum = 223.42952988960445, max = 0.5721474451653036)
    }
    :NeAm =>     {
        :Cp => (sum = 345.27259484956926, max = 1.0753504408906989)
        :Cs => (sum = 1161.5669289215832, max = 4.279740389696104)
        :Phi => (sum = 1.3360471524735423e-5, max = 7.628047825574346e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 3.319288729728193, max = 0.01383037505646861)
    }
    :Control =>     {
        :Current => (sum = 0.10191657504093762, max = 0.10191657504093762)
        :Phi => (sum = 0.013830368362474307, max = 0.013830368362474307)
    }
    :NeCc =>     {
        :Phi => (sum = 1.025166838828598e-6, max = 1.2314934194509033e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 190.78419210341775, max = 0.6973528063972652)
        :Cs => (sum = 3528.984968646893, max = 13.277961526296384)
        :Phi => (sum = 6.6323377395514544, max = 0.01383229934271265)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 24
 solved: true
 inconsistent: false
 residuals: [ 1.0e-01  3.6e-03  1.4e-03 ...  2.5e-08  1.6e-08  5.0e-09 ]
 Aresiduals: []
 κ₂(A): []
 timer: 30.54ms
 status: solution good enough given atol and rtol
, prepare = 0.006639244, precond = 0.024855239999999994, precond_count = 24), :linear_iterations => 24…), OrderedCollections.OrderedDict(:secondary_time => 0.00080264, :equations_time => 0.151078495, :linear_system_time => 0.000703374, :convergence_time => 0.000625759, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.478932001357032e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6066560992712264e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.72623261841148e-30, 2.097607339629914e-29, 5.68534519583112e-29, 1.031435633576473e-28, 2.145701662201152e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [7.905730911602834e-17], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6059043937338702e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.233753518405814e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.874590971664429e-6], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5593595072273767e-30, 1.0365084126793674e-29, 2.778250241275807e-29, 5.535584883355569e-29, 9.584659998435293e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.93190001836788e-17], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.761801613878836e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4454882563418323e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.043513095165204074], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 1.0508340010287538, max = 0.0008338849531269481)
        :C => (sum = 12.014508799576308, max = 0.027863390972972444)
    }
    :NeAm =>     {
        :Cp => (sum = 7.640267259811259, max = 0.045561470110506756)
        :Cs => (sum = 25.70340626392602, max = 0.18132811076100028)
        :Phi => (sum = 2.2405322938104307e-6, max = 1.0416608202444033e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.20013277552096878, max = 0.0008338882901666692)
    }
    :Control =>     {
        :Current => (sum = 0.04351309516584241, max = 0.04351309516584241)
        :Phi => (sum = 0.0008338867047114579, max = 0.0008338867047114579)
    }
    :NeCc =>     {
        :Phi => (sum = 1.0275603993674028e-6, max = 9.82128984236138e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 8.462277922972328, max = 0.04768689689075877)
        :Cs => (sum = 156.5289621822498, max = 0.9079834144746152)
        :Phi => (sum = 0.4000807638815721, max = 0.0008376329906633147)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 21
 solved: true
 inconsistent: false
 residuals: [ 4.4e-02  1.9e-04  9.2e-05 ...  2.2e-08  7.0e-09  2.6e-09 ]
 Aresiduals: []
 κ₂(A): []
 timer: 17.92ms
 status: solution good enough given atol and rtol
, prepare = 0.00398764, precond = 0.014498398, precond_count = 21), :linear_iterations => 21…), OrderedCollections.OrderedDict(:secondary_time => 0.000804282, :equations_time => 0.150151914, :linear_system_time => 0.000752376, :convergence_time => 0.000573611, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.7036220271180476e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.089762070545031e-7], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.647350202804852e-30, 2.065328753761984e-29, 5.612622081131058e-29, 1.0708786788375235e-28, 2.3034738432453545e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.416747940579004e-19], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0897272353395642e-7], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [8.365068390116067e-13], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.923831963838057e-10], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.531623953118595e-30, 1.0460808863560796e-29, 2.7793865399429955e-29, 5.48381588645044e-29, 9.229672591085838e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.000760795440147e-21], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.880284783659235e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.3919755065549e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [6.383227280082338e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.007156127857610316, max = 5.622902002146171e-6)
        :C => (sum = 0.11896349851733999, max = 0.00025640713442904624)
    }
    :NeAm =>     {
        :Cp => (sum = 0.07253039574844677, max = 0.00038526468705456565)
        :Cs => (sum = 0.24400693881569116, max = 0.001533298146752794)
        :Phi => (sum = 2.693700483315063e-8, max = 1.253271959403808e-10)
    }
    :PeCc =>     {
        :Phi => (sum = 0.001279989082150862, max = 5.333304511464816e-6)
    }
    :Control =>     {
        :Current => (sum = 6.383227275760444e-13, max = 6.383227275760444e-13)
        :Phi => (sum = 5.333289555875012e-6, max = 5.333289555875012e-6)
    }
    :NeCc =>     {
        :Phi => (sum = 1.249896027730924e-8, max = 7.999418061290694e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 0.0867117414646335, max = 0.0003666372560411665)
        :Cs => (sum = 1.6039297008776334, max = 0.006980964778318561)
        :Phi => (sum = 0.002559699190200467, max = 5.377070954733232e-6)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 3.6e-06  1.2e-06  6.1e-07 ...  2.3e-12  1.3e-12  3.1e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.38ms
 status: solution good enough given atol and rtol
, prepare = 0.004025671, precond = 0.017978926, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.00079718, :equations_time => 0.121167153, :linear_system_time => 0.000656647, :convergence_time => 0.000430324, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2236293235482494e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.061697480428229e-12], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.609842717137911e-30, 2.2114683179420874e-29, 5.670554053858226e-29, 1.1053913434409428e-28, 2.2955852341931444e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.5337006896235721e-23], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.060968246047015e-12], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.885656748555291e-17], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.656891633784353e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5701726681716078e-30, 1.0348834092887907e-29, 2.811125865426497e-29, 5.488746267108071e-29, 9.326161041830712e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.068136913695296e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.952940185355825e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.919154055789022e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 2.8333e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.6715418966815605, max = 0.0028518820218166323), x = (sum = 1.223194086623458, max = 0.005194601700279965), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.3444139871783036, max = 0.0028564878996089485), x = (sum = 2.4487936848220504, max = 0.005202886590726059), n = 480), :Cp => (dx = (sum = 27783.468001184316, max = 57.994834354347404), x = (sum = 7.094987985974826e7, max = 29576.669447165303), n = 2400), :Cs => (dx = (sum = 60403.72178584829, max = 157.5512997174992), x = (sum = 1.4099572108049657e7, max = 29576.66945241079), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 2.664842043836879e-7, max = 7.11664394081879e-10), x = (sum = 44.16960152587377, max = 0.092020003389849), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 1.5947378478090962e-13, max = 3.679411603872621e-16), x = (sum = 2.0260616834355497e-13, max = 4.694466250694747e-16), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 54.78601017506316, max = 0.0757000163331655), x = (sum = 253.80792590038666, max = 0.25054149089408567), n = 1440), :C => (dx = (sum = 40903.62585691834, max = 57.938611085641696), x = (sum = 1.443010169754312e6, max = 1072.9067480571416), n = 1440), :Conductivity => (dx = (sum = 0.30267177254187594, max = 0.0006775019136811), x = (sum = 291.7461671226873, max = 0.3058742155548104), n = 1440), :Diffusivity => (dx = (sum = 1.5238223183447918e-9, max = 2.1561401876880405e-12), x = (sum = 5.480156895273579e-8, max = 5.810221296479309e-11), n = 1440), :DmuDc => (dx = (sum = 100.65868108494095, max = 0.13189328749342621), x = (sum = 3569.2908648350117, max = 2.6423454355053844), n = 1440), :ChemCoef => (dx = (sum = 0.00026106150787941966, max = 3.706877724859892e-7), x = (sum = 0.011171097128475702, max = 1.1819775556257244e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 2.132022180803512e-5, max = 3.737406789793296e-8), x = (sum = 0.0005984119348457322, max = 7.456163416673198e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 34.67355857312657, max = 0.07570001776962165), x = (sum = 1924.9110503753395, max = 4.01411959705573), n = 480), :Cp => (dx = (sum = 32882.226955083395, max = 77.95749557040472), x = (sum = 4.189896355116414e7, max = 17537.74657904223), n = 2400), :Cs => (dx = (sum = 347230.67581614916, max = 856.8570356809178), x = (sum = 8.985796664279237e6, max = 18949.91542589436), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 9.939191543480673, max = 0.023670944103452385), x = (sum = 2021.58329828863, max = 4.254457397638779), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 2.6217020980976305e-14, max = 6.315373354305963e-17), x = (sum = 3.265393701914954e-14, max = 7.874628113770478e-17), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 18.163623973185828, max = 0.07570001786342573), x = (sum = 960.9477920805175, max = 4.003982612634828), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.07572857492381768, max = 0.07572857492381768), x = (sum = 4.003863874933906, max = 4.003863874933906), n = 1), :Current => (dx = (sum = 0.16032005497183893, max = 0.16032005497183893), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000136915)], :total_time => 1.005900154, :output_time => 0.000100668), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 12.5, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 9.0e-8, :equations_time => 0.137864638, :linear_system_time => 0.00068469, :convergence_time => 0.031808406, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2236293235482494e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.061697480428229e-12], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.395042064296939e-19, 3.0628797228008247e-18, 3.993804676438652e-17, 4.263061943758576e-16, 3.8168981758957765e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.5337006896235721e-23], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.060968246047015e-12], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.979850896264254e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.656891633784353e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.8545921945507759e-22, 1.9708922669982257e-20, 1.3619063914081383e-18, 7.73644803644072e-17, 3.626584505257963e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.068136913695296e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.952940185355825e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.919154055789022e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 2.6297388987611603, max = 0.006058913380279626)
        :C => (sum = 57614.61967895746, max = 93.22198377451608)
    }
    :NeAm =>     {
        :Cp => (sum = 63205.24975554866, max = 102.65425443625274)
        :Cs => (sum = 39548.515877267586, max = 104.65133995229472)
        :Phi => (sum = 9.090918509664331e-6, max = 5.4024858143403145e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 1.4541385469987556, max = 0.006058913290548507)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0060589101651879135, max = 0.0060589101651879135)
    }
    :NeCc =>     {
        :Phi => (sum = 1.6238706550725086e-6, max = 1.1892121441824828e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 67255.09015579734, max = 148.69848824844993)
        :Cs => (sum = 61416.478046439115, max = 169.58862636524447)
        :Phi => (sum = 2.8931620874423447, max = 0.00606024371647186)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 36
 solved: true
 inconsistent: false
 residuals: [ 2.7e-06  2.7e-06  2.7e-06 ...  1.4e-12  3.3e-13  2.0e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 31.56ms
 status: solution good enough given atol and rtol
, prepare = 0.0038314480000000003, precond = 0.025035040000000005, precond_count = 36), :linear_iterations => 36…), OrderedCollections.OrderedDict(:secondary_time => 0.000785788, :equations_time => 0.11937235, :linear_system_time => 0.000669711, :convergence_time => 0.000585404, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.774571461596585e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.793526039609375e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [9.097207129510884e-29, 1.9525016146439577e-27, 2.5447247643942416e-26, 2.7161920637911465e-25, 2.4314759914483263e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [8.572813251904296e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.7194759272475564e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.0612214679272703e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.3592927480465056e-5], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [9.73981141012236e-31, 1.7930215189250727e-29, 8.80344118323361e-28, 4.9305606165253273e-26, 2.3102627801956865e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [9.549826783496847e-17], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.890050911175766e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.945177518005494e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.07389727321251875, max = 9.863877223062852e-5)
        :C => (sum = 1341.4406190800598, max = 1.865757853892423)
    }
    :NeAm =>     {
        :Cp => (sum = 7.027396167111009, max = 0.0188727714592116)
        :Cs => (sum = 13.463834660035676, max = 0.04894954433575243)
        :Phi => (sum = 1.212934783117982e-7, max = 8.161796997440218e-10)
    }
    :PeCc =>     {
        :Phi => (sum = 0.02367328820029581, max = 9.863877227169112e-5)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 9.863869264790701e-5, max = 9.863869264790701e-5)
    }
    :NeCc =>     {
        :Phi => (sum = 4.3119469443911556e-8, max = 3.3124005267310963e-10)
    }
    :PeAm =>     {
        :Cp => (sum = 80.81818892227872, max = 0.2781759539453239)
        :Cs => (sum = 776.6115610368847, max = 2.828315091145579)
        :Phi => (sum = 0.04873370745640973, max = 0.00010594727997101318)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 25
 solved: true
 inconsistent: false
 residuals: [ 6.8e-04  8.3e-05  1.9e-05 ...  2.8e-10  1.2e-10  3.5e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 21.38ms
 status: solution good enough given atol and rtol
, prepare = 0.0039578239999999995, precond = 0.017256592, precond_count = 25), :linear_iterations => 25…), OrderedCollections.OrderedDict(:secondary_time => 0.000805395, :equations_time => 0.146854974, :linear_system_time => 0.000724934, :convergence_time => 0.000539998, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.221300561365159e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.2167192609338628e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.700200452830052e-30, 1.4908238513512715e-29, 4.0503077102441325e-29, 7.37584946381646e-29, 1.6329420738074944e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.9587135687389304e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.355745458084989e-8], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.032476418990673e-13], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.0489273392840755e-8], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [8.631611759895947e-31, 5.689798908827516e-30, 1.5410521043008906e-29, 2.9705543462228726e-29, 5.127595883936577e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [8.374710653305134e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.957799151433009e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.883071807488705e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 4.718685521151014e-5, max = 1.0010849934973176e-7)
        :C => (sum = 0.5542633417979973, max = 0.001148455967872197)
    }
    :NeAm =>     {
        :Cp => (sum = 0.034759217190446626, max = 9.914157592691933e-5)
        :Cs => (sum = 0.06659548549299564, max = 0.0002571389812559999)
        :Phi => (sum = 7.777104683415122e-10, max = 3.0634896837836154e-12)
    }
    :PeCc =>     {
        :Phi => (sum = 2.4026035226316083e-5, max = 1.0010859434702029e-7)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 1.0010844787699128e-7, max = 1.0010844787699128e-7)
    }
    :NeCc =>     {
        :Phi => (sum = 6.908665880392038e-10, max = 3.034660255784009e-12)
    }
    :PeAm =>     {
        :Cp => (sum = 0.12542958405366067, max = 0.0004335654990474415)
        :Cs => (sum = 1.205298984083543, max = 0.004408215261936729)
        :Phi => (sum = 4.996019975174503e-5, max = 1.1040254246136289e-7)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 24
 solved: true
 inconsistent: false
 residuals: [ 1.5e-06  8.9e-08  1.5e-08 ...  3.0e-13  1.9e-13  9.6e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 20.52ms
 status: solution good enough given atol and rtol
, prepare = 0.003962503, precond = 0.016559142, precond_count = 24), :linear_iterations => 24…), OrderedCollections.OrderedDict(:secondary_time => 0.00077068, :equations_time => 0.119498154, :linear_system_time => 0.000656717, :convergence_time => 0.000435464, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.7567229980040723e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.627442956068762e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.6654870430319344e-30, 1.5111616715640007e-29, 3.734831607863717e-29, 6.922254443314379e-29, 1.6250534647552843e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.4617592573745349e-27], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.8205519517210398e-14], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.6198843214944455e-19], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4324617840798535e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [8.653609490979495e-31, 5.673013973334658e-30, 1.535736537654382e-29, 2.923715729975375e-29, 5.127595883936577e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.3000780240259295e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.189044499971212e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.115108419635362e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 3.0497e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.5826150265955963e-6, max = 1.1684517905313774e-8), x = (sum = 1.2231943539528245, max = 0.005194612427996503), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 9.140214303943878e-6, max = 5.406387453259914e-8), x = (sum = 2.448801289902229, max = 0.005202940654600591), n = 480), :Cp => (dx = (sum = 63205.24704699269, max = 102.66969765153772), x = (sum = 7.088667461297637e7, max = 29576.669450169065), n = 2400), :Cs => (dx = (sum = 39548.51073987119, max = 104.69139441801963), x = (sum = 1.4060023597481566e7, max = 29576.669455398725), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 2.1097077324006008e-7, max = 5.855242402041938e-10), x = (sum = 44.16960173684453, max = 0.09202000397537324), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 2.387124930243217e-13, max = 4.874522351172482e-16), x = (sum = 4.413186613678767e-13, max = 9.568988601867228e-16), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 2.6441170194486348, max = 0.005960174499628712), x = (sum = 254.81673093200197, max = 0.2565016639668825), n = 1440), :C => (dx = (sum = 57948.603232208035, max = 94.61627121365382), x = (sum = 1.444258511577813e6, max = 1167.5230192707954), n = 1440), :Conductivity => (dx = (sum = 0.8276203602749799, max = 0.001975384835540994), x = (sum = 290.99005781053955, max = 0.3059955982024186), n = 1440), :Diffusivity => (dx = (sum = 2.167951045674236e-9, max = 3.2059165555615143e-12), x = (sum = 5.545884901521689e-8, max = 5.963171336879111e-11), n = 1440), :DmuDc => (dx = (sum = 142.43137163584123, max = 0.2110809849719888), x = (sum = 3590.7589064074446, max = 2.853426420477373), n = 1440), :ChemCoef => (dx = (sum = 0.0003725988406203158, max = 5.561278446716034e-7), x = (sum = 0.01128646861132917, max = 1.2082335487718878e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 3.00463534530774e-5, max = 6.081706727281384e-8), x = (sum = 0.0005984119348457075, max = 7.76061525261665e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 2.8443784197861754, max = 0.005961469983176926), x = (sum = 1922.0666719555543, max = 4.008237182254037), n = 480), :Cp => (dx = (sum = 67254.99853815364, max = 148.50688885897034), x = (sum = 4.19662185496488e7, max = 17686.2534679012), n = 2400), :Cs => (dx = (sum = 61415.59803140184, max = 172.42134967165111), x = (sum = 9.047212262263186e6, max = 19076.070711984958), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.2749931280356304, max = 0.0035475612660729183), x = (sum = 2020.3083051626727, max = 4.254457397728848), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 4.9484153549803636e-14, max = 1.1366510928265853e-16), x = (sum = 8.213809056895343e-14, max = 1.924113904203633e-16), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.4304412327632314, max = 0.005960174409879837), x = (sum = 959.5173508477544, max = 3.998022442013512), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.005960171364092215, max = 0.005960171364092215), x = (sum = 3.9979037035698135, max = 3.9979037035698135), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000136916)], :total_time => 0.648744028, :output_time => 8.2765e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 25.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 9.1e-8, :equations_time => 0.120159774, :linear_system_time => 0.000663751, :convergence_time => 0.032471822, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.7567229980040723e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.627442956068762e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.3338998414012975e-18, 1.8617475970265004e-17, 1.388395729108661e-16, 7.981079114641904e-16, 3.3785748855800146e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.4617592573745349e-27], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.8205519517210398e-14], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.865365381827719e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4324617840798535e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.639382953183432e-21, 2.0115495221538418e-19, 6.927747336601229e-18, 1.852788487485935e-16, 3.4542719601197744e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.3000780240259295e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.189044499971212e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.115108419635362e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 3.041849236141855, max = 0.008422934741530547)
        :C => (sum = 68219.0332508757, max = 119.61892033087993)
    }
    :NeAm =>     {
        :Cp => (sum = 154672.09093405373, max = 177.83138604570564)
        :Cs => (sum = 67247.58292533323, max = 180.77287532900928)
        :Phi => (sum = 1.26522419719113e-5, max = 7.344465902854821e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 2.0215039550085288, max = 0.008422934571982427)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.008422932890181738, max = 0.008422932890181738)
    }
    :NeCc =>     {
        :Phi => (sum = 1.4176352229091027e-6, max = 1.0428006675533008e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 140430.4038550535, max = 281.41229918665135)
        :Cs => (sum = 115978.39720138775, max = 308.83999366539365)
        :Phi => (sum = 4.02625474899802, max = 0.008423885295410717)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 40
 solved: true
 inconsistent: false
 residuals: [ 1.4e-06  1.4e-06  1.4e-06 ...  4.0e-13  2.3e-13  1.2e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 34.97ms
 status: solution good enough given atol and rtol
, prepare = 0.003829489, precond = 0.027443330000000002, precond_count = 40), :linear_iterations => 40…), OrderedCollections.OrderedDict(:secondary_time => 0.000797451, :equations_time => 0.155931946, :linear_system_time => 0.000735555, :convergence_time => 0.000621812, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.9751502556219925e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.678394270881016e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.9040911088662535e-29, 5.521410038964879e-28, 4.068155688224758e-27, 2.3293090378913426e-26, 9.717109744421901e-26], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.2952486406664314e-17], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.874971655580897e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.553357348015217e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.263224349878254e-5], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.247536183659907e-31, 8.87198888181424e-30, 2.032703500504064e-28, 5.397386313522163e-27, 9.990134503718894e-26], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.9376104238142836e-16], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.670428887687406e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.261724637748102e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.13530022855992008, max = 0.0004452765536418724)
        :C => (sum = 2243.585152152559, max = 3.6247770154540238)
    }
    :NeAm =>     {
        :Cp => (sum = 47.17071580154002, max = 0.12749115660446023)
        :Cs => (sum = 52.9596095473885, max = 0.23898825717303906)
        :Phi => (sum = 7.073278215083835e-7, max = 4.700705937919031e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.10686619844268565, max = 0.0004452765548985431)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.00044527573263921364, max = 0.00044527573263921364)
    }
    :NeCc =>     {
        :Phi => (sum = 3.378710224365167e-7, max = 2.6091377718538864e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 392.7966232717874, max = 1.300926438307352)
        :Cs => (sum = 2017.0183364284799, max = 7.441415764892142)
        :Phi => (sum = 0.2168061425188782, max = 0.00046245838743422376)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 1.6e-03  2.2e-04  6.8e-05 ...  5.5e-10  2.2e-10  7.5e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.47ms
 status: solution good enough given atol and rtol
, prepare = 0.003995218, precond = 0.017969983, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.000773977, :equations_time => 0.120080937, :linear_system_time => 0.000671786, :convergence_time => 0.000573171, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3502368912939617e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6380429877088654e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.1924786486904293e-30, 1.1574068593789533e-29, 3.0519056270737894e-29, 5.344532632872355e-29, 1.396283802241191e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [7.293223326944721e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.12653422912703e-7], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.3902659626450448e-12], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.4920477276402725e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.193450650972468e-31, 3.2180363440766324e-30, 8.850033280448226e-30, 1.6422056182530178e-29, 3.2343297114061484e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.109144123258975e-19], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.1113457792710545e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.159895064669854e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 9.104677281752412e-5, max = 7.402492720023459e-7)
        :C => (sum = 1.7585241856479878, max = 0.004386527789893386)
    }
    :NeAm =>     {
        :Cp => (sum = 0.17112754326822283, max = 0.00045812387319651824)
        :Cs => (sum = 0.1921286917164469, max = 0.0008587750487412193)
        :Phi => (sum = 4.117615777601981e-9, max = 2.002348714592449e-11)
    }
    :PeCc =>     {
        :Phi => (sum = 0.00017765867184677578, max = 7.402467855416175e-7)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 7.402439789661521e-7, max = 7.402439789661521e-7)
    }
    :NeCc =>     {
        :Phi => (sum = 2.6553628781328716e-9, max = 1.9661872778555024e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 1.7182184619968492, max = 0.005800939982239188)
        :Cs => (sum = 8.823085355646601, max = 0.03318189651293144)
        :Phi => (sum = 0.00036848213820191134, max = 8.148547607155044e-7)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 2.7e-06  5.3e-07  1.1e-07 ...  1.0e-12  4.5e-13  1.7e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.30ms
 status: solution good enough given atol and rtol
, prepare = 0.00400164, precond = 0.017872902000000003, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.000848646, :equations_time => 0.147120763, :linear_system_time => 0.000712432, :convergence_time => 0.000445924, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.481109111906633e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.452303968895734e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.0676783882941364e-30, 1.1385711413530786e-29, 2.894133446029587e-29, 5.778406130743911e-29, 1.2503445347753037e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.196780879310797e-26], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0650869292430643e-12], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.591968298029807e-18], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0137078893315832e-12], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.174131166217833e-31, 3.186065906999804e-30, 8.551128953079327e-30, 1.6516775203064935e-29, 3.155443620884047e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.3081942287699335e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.29728153353236e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.8118839761882555e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 2.9294e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.0795015251670662e-6, max = 8.304024949438993e-9), x = (sum = 1.2231946155187738, max = 0.005194620732021453), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.2582101575797817e-5, max = 7.168989646887114e-8), x = (sum = 2.448812926214652, max = 0.00520301234449706), n = 480), :Cp => (dx = (sum = 154672.00956116506, max = 177.88970279294153), x = (sum = 7.073200260408731e7, max = 29576.66945526405), n = 2400), :Cs => (dx = (sum = 67247.49156325951, max = 180.88219284877414), x = (sum = 1.3992776106209913e7, max = 29576.66946048222), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 4.423924914176425e-7, max = 1.285784284599245e-9), x = (sum = 44.169602179237, max = 0.09202000526115753), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 2.9990201093541333e-13, max = 5.243666541994126e-16), x = (sum = 7.412206723032887e-13, max = 1.4812655143861354e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 3.063991800408086, max = 0.007976917940008266), x = (sum = 255.91954487650966, max = 0.26447858102600896), n = 1440), :C => (dx = (sum = 69533.31487359577, max = 123.24808387412395), x = (sum = 1.4428386201201119e6, max = 1290.7711031449194), n = 1440), :Conductivity => (dx = (sum = 1.7002250119834872, max = 0.003949420239699131), x = (sum = 289.3753969469876, max = 0.3059949711916658), n = 1440), :Diffusivity => (dx = (sum = 2.7119239469302388e-9, max = 3.658522347676067e-12), x = (sum = 5.6574711345158295e-8, max = 6.190387911423788e-11), n = 1440), :DmuDc => (dx = (sum = 173.3921648783027, max = 0.27034378291638017), x = (sum = 3644.847596861226, max = 3.1237702033937533), n = 1440), :ChemCoef => (dx = (sum = 0.00046922885780455853, max = 6.441404945605427e-7), x = (sum = 0.011483308629412036, max = 1.2473669774212328e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 3.463516076640029e-5, max = 7.831788852303082e-8), x = (sum = 0.0005984119348457384, max = 8.543794137846959e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 3.8090801243409436, max = 0.007977544608556375), x = (sum = 1918.2575918312123, max = 4.000357608506409), n = 480), :Cp => (dx = (sum = 140430.14953855125, max = 282.7190265649406), x = (sum = 4.210664869907667e7, max = 17961.47811344529), n = 2400), :Cs => (dx = (sum = 115977.09126451974, max = 316.31459132680175), x = (sum = 9.163189353439666e6, max = 19360.101738289664), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 2.0294158146648735, max = 0.005347627916981956), x = (sum = 2018.2788893518682, max = 4.254457397899731), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 8.884698143043081e-14, max = 1.951858286210633e-16), x = (sum = 1.7098507199938407e-13, max = 3.817661235961589e-16), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.9144600978939956, max = 0.007976917770298186), x = (sum = 957.6028907498599, max = 3.9900455248316304), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.007976916913563503, max = 0.007976916913563503), x = (sum = 3.98992678665625, max = 3.98992678665625), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000141043)], :total_time => 0.6756751, :output_time => 8.1783e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 8.0e-8, :equations_time => 0.120080575, :linear_system_time => 0.000675983, :convergence_time => 0.033283769, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.481109111906633e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.452303968895734e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.382489061652343e-18, 6.429060711987216e-17, 3.0821422065990834e-16, 1.1023781975447025e-15, 2.9269282758548447e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.196780879310797e-26], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0650869292430643e-12], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.1327155412148573e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0137078893315832e-12], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.712002921719368e-20, 1.435633043402132e-18, 2.5950861139643728e-17, 3.545038594193997e-16, 3.288023921176591e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.3081942287699335e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.29728153353236e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.8118839761882555e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 2.4524631299293596, max = 0.009620555242540742)
        :C => (sum = 59480.44597234592, max = 113.73804665298363)
    }
    :NeAm =>     {
        :Cp => (sum = 387583.54183421825, max = 311.60101716516937)
        :Cs => (sum = 115553.5020087286, max = 314.8032950994521)
        :Phi => (sum = 1.2875368427979707e-5, max = 6.718461563562141e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 2.3089340180480975, max = 0.009620561598594141)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.009620559032310225, max = 0.009620559032310225)
    }
    :NeCc =>     {
        :Phi => (sum = 6.933020295605141e-7, max = 8.150979918567293e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 304663.8647310581, max = 526.1792994686843)
        :Cs => (sum = 211398.94700708977, max = 553.5410646165943)
        :Phi => (sum = 4.6040342204147855, max = 0.009622753540922306)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 43
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  1.3e-06  1.3e-06 ...  5.1e-13  1.9e-13  6.0e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 37.94ms
 status: solution good enough given atol and rtol
, prepare = 0.0038125579999999997, precond = 0.029596782999999995, precond_count = 43), :linear_iterations => 43…), OrderedCollections.OrderedDict(:secondary_time => 0.000797411, :equations_time => 0.149657626, :linear_system_time => 0.000714165, :convergence_time => 0.000567931, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.286966042230499e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.6616742850463573e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [8.372378002336904e-27, 8.426520977528682e-26, 4.047234110942165e-25, 1.4468856794370453e-24, 3.84174393095637e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.3263393380607325e-17], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00018563203869824386], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.3954421802989781e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00018413099820337013], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.214894078514974e-29, 1.8859645869252674e-27, 3.407662173805835e-26, 4.657034437515454e-25, 4.3156899850913435e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [7.414227586952734e-16], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.832091959969075e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.781108676686017e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.20874563363995935, max = 0.0014069245508213082)
        :C => (sum = 1947.6387772567728, max = 4.366618822999619)
    }
    :NeAm =>     {
        :Cp => (sum = 128.31629587935893, max = 0.34179146793821225)
        :Cs => (sum = 87.20552034778157, max = 0.5087353565111075)
        :Phi => (sum = 1.6787814785303136e-6, max = 9.36963286866697e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.3376614996618174, max = 0.0014069245530956385)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0014069226999841868, max = 0.0014069226999841868)
    }
    :NeCc =>     {
        :Phi => (sum = 8.32174845030636e-7, max = 6.5955795791103675e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 1720.8521236227232, max = 5.132602384443616)
        :Cs => (sum = 4901.401245034083, max = 17.859469193489762)
        :Phi => (sum = 0.6810319137012187, max = 0.0014399946932634102)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 3.7e-03  5.2e-04  2.0e-04 ...  2.2e-09  8.0e-10  2.6e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.41ms
 status: solution good enough given atol and rtol
, prepare = 0.0039948679999999995, precond = 0.017891265000000003, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.000791019, :equations_time => 0.119765807, :linear_system_time => 0.000692004, :convergence_time => 0.000564946, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.961039787929137e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.968203594787492e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.916685480654177e-30, 9.293767539635045e-30, 2.435608044869874e-29, 4.871216089739748e-29, 1.206957184988148e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [8.90879643567932e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.535545431329145e-7], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.986583446157084e-12], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.661248616466559e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.445007188022668e-31, 2.0075893740292547e-30, 5.32481111024183e-30, 1.0181533101023033e-29, 2.208810534618833e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.1086556592175426e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.134260252405253e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.5659695762337833e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.00040085798758228035, max = 5.290365889593809e-6)
        :C => (sum = 2.573143049724117, max = 0.007336258554151293)
    }
    :NeAm =>     {
        :Cp => (sum = 0.4635287695111498, max = 0.0014289203681341288)
        :Cs => (sum = 0.3150204660004744, max = 0.002126859827204384)
        :Phi => (sum = 1.588935358602927e-8, max = 7.678940943930168e-11)
    }
    :PeCc =>     {
        :Phi => (sum = 0.0012696393231522096, max = 5.290178383568342e-6)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 5.290161264367579e-6, max = 5.290161264367579e-6)
    }
    :NeCc =>     {
        :Phi => (sum = 7.329158341087513e-9, max = 5.22493183245826e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 14.34204124825732, max = 0.04364213015948759)
        :Cs => (sum = 40.84958940552359, max = 0.15185770252546293)
        :Phi => (sum = 0.002590494710482893, max = 5.5841269253085925e-6)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 1.2e-05  2.2e-06  7.8e-07 ...  6.6e-12  2.5e-12  8.4e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.62ms
 status: solution good enough given atol and rtol
, prepare = 0.004004366, precond = 0.018043361, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.000784316, :equations_time => 0.120143052, :linear_system_time => 0.000702693, :convergence_time => 0.000453598, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.145955553354729e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.7760779786056844e-14], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.916685480654177e-30, 9.885413218550804e-30, 2.4750510901309245e-29, 4.7923299992176467e-29, 1.1832913578315177e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.947105455815178e-26], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.698356592080147e-11], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.2784917761561222e-16], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.67818360119823e-11], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.5648963270607736e-31, 2.004507886118235e-30, 5.32481111024183e-30, 1.035003861754109e-29, 2.199549109090039e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.92530228630779e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2700948936811164e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0940137684656293e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 3.1068e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.5294537252892246e-6, max = 1.4790513864007537e-8), x = (sum = 1.2231946533227205, max = 0.0051946138787818995), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.3727192618160841e-5, max = 7.660173880538051e-8), x = (sum = 2.4488256337593173, max = 0.005203070467247016), n = 480), :Cp => (dx = (sum = 387582.91393189173, max = 311.60469655812994), x = (sum = 7.034441969183539e7, max = 29576.669464014816), n = 2400), :Cs => (dx = (sum = 115553.07547174036, max = 314.8087718444731), x = (sum = 1.3877223031237556e7, max = 29576.669469229662), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.098874764376978e-6, max = 3.426619418767096e-9), x = (sum = 44.16960327811176, max = 0.09202000868777695), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 2.921544850616326e-13, max = 4.412785219770801e-16), x = (sum = 1.0333751573649232e-12, max = 1.9225440363632155e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 2.4367326130986666, max = 0.008208341204805347), x = (sum = 256.3028208560947, max = 0.2726869221358764), n = 1440), :C => (dx = (sum = 60602.206096337395, max = 118.11200173453767), x = (sum = 1.439417819052382e6, max = 1408.883104879457), n = 1440), :Conductivity => (dx = (sum = 2.0570097165374888, max = 0.004953323450017644), x = (sum = 287.3735304379699, max = 0.30598500581703747), n = 1440), :Diffusivity => (dx = (sum = 2.4463408223550717e-9, max = 2.9740796679647134e-12), x = (sum = 5.7807068207009067e-8, max = 6.423838806450697e-11), n = 1440), :DmuDc => (dx = (sum = 155.77659343465464, max = 0.2480866990906745), x = (sum = 3715.13983452383, max = 3.371856902484428), n = 1440), :ChemCoef => (dx = (sum = 0.0004272679643919787, max = 5.330097716429554e-7), x = (sum = 0.011701194264965022, max = 1.2877587899434994e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 2.9069967963290704e-5, max = 7.265225950599821e-8), x = (sum = 0.000598411934843609, max = 9.270316732906941e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 3.920411812003086, max = 0.008211228480195398), x = (sum = 1914.337180019209, max = 3.9922581586278207), n = 480), :Cp => (dx = (sum = 304663.0703278476, max = 531.355543983289), x = (sum = 4.241131176916978e7, max = 18492.83365742858), n = 2400), :Cs => (dx = (sum = 211396.68521644245, max = 571.5523915126105), x = (sum = 9.37458603850534e6, max = 19931.654129802275), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 2.6063943693206735, max = 0.00649895967566394), x = (sum = 2015.6724949891552, max = 4.254457398211697), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 1.4667677204792714e-13, max = 3.036607170467246e-16), x = (sum = 3.1766184404731134e-13, max = 6.854268406428835e-16), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.9700028790631285, max = 0.008208349440241847), x = (sum = 955.632887870797, max = 3.981837175391393), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.008208346171061809, max = 0.008208346171061809), x = (sum = 3.981718440485188, max = 3.981718440485188), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.00014452)], :total_time => 0.645931037, :output_time => 8.3266e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 1.2e-7, :equations_time => 0.155746929, :linear_system_time => 0.000715127, :convergence_time => 0.000621422, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.145955553354729e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.7760779786056844e-14], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7040192479942963e-17, 1.3998331831813633e-16, 4.937719640938029e-16, 1.2717485614713333e-15, 2.563511498770637e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.947105455815178e-26], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.698356592080147e-11], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.4530451911607387e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.67818360119823e-11], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.224287425134458e-19, 7.736066906621082e-18, 7.872314119497778e-17, 5.985452037987712e-16, 3.0898340315018594e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.92530228630779e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2700948936811164e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0940137684656293e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 1.1484992033419592, max = 0.004660404727299086)
        :C => (sum = 26376.277562491676, max = 56.63116449619747)
    }
    :NeAm =>     {
        :Cp => (sum = 435645.0987597304, max = 291.87499951209827)
        :Cs => (sum = 107188.6458380199, max = 293.67641564539804)
        :Phi => (sum = 8.74988594079618e-6, max = 5.823617094144473e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 1.118498246793432, max = 0.0046604138287355025)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.004660410437959755, max = 0.004660410437959755)
    }
    :NeCc =>     {
        :Phi => (sum = 2.3972399279792423e-6, max = 2.0771026688837467e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 328624.0314876322, max = 502.1029840343489)
        :Cs => (sum = 195726.31251905442, max = 528.1419753806475)
        :Phi => (sum = 2.2266512363468, max = 0.004663454553421203)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 40
 solved: true
 inconsistent: false
 residuals: [ 1.5e-06  1.5e-06  1.5e-06 ...  1.3e-12  3.3e-13  1.1e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 34.94ms
 status: solution good enough given atol and rtol
, prepare = 0.0038290769999999997, precond = 0.027410350999999996, precond_count = 40), :linear_iterations => 40…), OrderedCollections.OrderedDict(:secondary_time => 0.000798413, :equations_time => 0.120087598, :linear_system_time => 0.000733411, :convergence_time => 0.000591525, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.307728371803112e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.032622108182446e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.0279995866610974e-26, 3.3078145699178145e-25, 1.1675471732775036e-24, 3.0078382791863333e-24, 6.056517465157769e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.2451448295042054e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.604742849493714e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.45843504988293e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.494739613564277e-5], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [9.985220686058784e-28, 1.8287829565044327e-26, 1.8613777030320333e-25, 1.4146291570225581e-24, 7.303550361852955e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.655830440575504e-16], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.843945137685766e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.014077710692618e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.10361571941040097, max = 0.0007445844884451476)
        :C => (sum = 387.144495109609, max = 1.2024837519733418)
    }
    :NeAm =>     {
        :Cp => (sum = 46.96064735989039, max = 0.09977226262983033)
        :Cs => (sum = 31.91513829982271, max = 0.14850457272629117)
        :Phi => (sum = 1.2368199968573393e-6, max = 5.598579630820236e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.17870049927291623, max = 0.0007445864691807024)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0007445856883584642, max = 0.0007445856883584642)
    }
    :NeCc =>     {
        :Phi => (sum = 5.757827119543694e-7, max = 4.931910575415147e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 357.3716058695327, max = 1.6843236163942565)
        :Cs => (sum = 1017.880962202519, max = 5.86079078214533)
        :Phi => (sum = 0.3587145881527063, max = 0.0007569379662711001)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 1.8e-03  2.6e-04  1.1e-04 ...  1.1e-09  2.6e-10  1.1e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.56ms
 status: solution good enough given atol and rtol
, prepare = 0.003977637, precond = 0.018043841999999994, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.000785869, :equations_time => 0.13608289, :linear_system_time => 0.000844649, :convergence_time => 0.000592868, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1229099558063855e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.340631639184912e-10], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.845811258700727e-30, 9.663546088957395e-30, 2.6426840324903895e-29, 4.703429072984732e-29, 1.1280710944660469e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.2195998868025564e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.359363520418667e-7], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.0465826271681121e-12], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.3604156402823378e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.3125995043460457e-31, 2.0738413641161756e-30, 5.546678239835239e-30, 1.0452406994178406e-29, 2.208810534618833e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.131432441305693e-19], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.771546611534317e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.279732372467151e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 9.239866248448813e-5, max = 1.201473242949396e-6)
        :C => (sum = 0.20510353178347565, max = 0.0009492585651626188)
    }
    :NeAm =>     {
        :Cp => (sum = 0.1656987213583675, max = 0.0004135312347619223)
        :Cs => (sum = 0.11261110816203314, max = 0.0006155157328821444)
        :Phi => (sum = 7.498556955634192e-9, max = 3.6685797921858764e-11)
    }
    :PeCc =>     {
        :Phi => (sum = 0.00028832294261746865, max = 1.2013486603158609e-6)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 1.2013463353884782e-6, max = 1.2013463353884782e-6)
    }
    :NeCc =>     {
        :Phi => (sum = 3.674090663107288e-9, max = 2.7132553195904963e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 1.3067170468225946, max = 0.005811271660408545)
        :Cs => (sum = 3.721845022347115, max = 0.02022097363069948)
        :Phi => (sum = 0.0005806349374270443, max = 1.2446037850220895e-6)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 3.0e-06  4.2e-07  1.7e-07 ...  1.7e-12  3.7e-13  1.7e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.40ms
 status: solution good enough given atol and rtol
, prepare = 0.003986613, precond = 0.017918318, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.000776652, :equations_time => 0.119912431, :linear_system_time => 0.000691934, :convergence_time => 0.000426037, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.311540540482799e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.042679799398101e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9875597026076274e-30, 9.98402083170343e-30, 2.3961649996088234e-29, 4.7726084765871214e-29, 1.2148457940403582e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.6360975174283785e-27], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.263628516742001e-13], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.4053252174614685e-18], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2438212272528633e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.5648393607276448e-31, 1.916685480654177e-30, 5.2755073036655164e-30, 1.0255191767873153e-29, 2.0510383535746307e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.6393634015759935e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.770480439327373e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.749778265671466e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 3.1128e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.8185935571554679e-6, max = 1.5833530003610263e-8), x = (sum = 1.223194540638263, max = 0.005194604171556953), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 8.407678195290064e-6, max = 5.2628906635487915e-8), x = (sum = 2.44883272531786, max = 0.0052030976582782265), n = 480), :Cp => (dx = (sum = 435645.3275312038, max = 291.9635702035994), x = (sum = 6.9908774366188e7, max = 29576.66947213394), n = 2400), :Cs => (dx = (sum = 107188.80086779455, max = 293.80824732381006), x = (sum = 1.3770034230831012e7, max = 29576.669477348794), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.5994620447545849e-6, max = 5.383105544654043e-9), x = (sum = 44.16960487757383, max = 0.09202001407088249), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 1.4725527995998934e-13, max = 2.064109605422235e-16), x = (sum = 1.1806304373249138e-12, max = 2.128954996905439e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.0881532672960343, max = 0.003914618926021574), x = (sum = 255.84526304569397, max = 0.2766015409718486), n = 1440), :C => (dx = (sum = 26583.171993815846, max = 57.834597081841366), x = (sum = 1.4373509645103395e6, max = 1466.7177019612984), n = 1440), :Conductivity => (dx = (sum = 1.0679865203544334, max = 0.0027542913995191043), x = (sum = 286.32416145440465, max = 0.30597918311104455), n = 1440), :Diffusivity => (dx = (sum = 1.0935895199909005e-9, max = 1.2520762650499215e-12), x = (sum = 5.841989121571554e-8, max = 6.535775604674041e-11), n = 1440), :DmuDc => (dx = (sum = 70.2079943904833, max = 0.11229582146961903), x = (sum = 3752.5508979672745, max = 3.4841125577811014), n = 1440), :ChemCoef => (dx = (sum = 0.00019246582520990183, max = 2.269734338915642e-7), x = (sum = 0.01180960841010871, max = 1.3072006044473371e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 1.2456376971886214e-5, max = 3.34265978525863e-8), x = (sum = 0.0005984119348432742, max = 9.604582711432804e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.8673560132566642, max = 0.0039168641098630275), x = (sum = 1912.4698240059531, max = 3.9884115108802347), n = 480), :Cp => (dx = (sum = 328623.13229376776, max = 502.6329405710421), x = (sum = 4.273993490121898e7, max = 18995.46659799962), n = 2400), :Cs => (dx = (sum = 195723.7496485424, max = 529.9860158996853), x = (sum = 9.570309788028277e6, max = 20461.64014570196), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.523636038903831, max = 0.0037112797852518753), x = (sum = 2014.148858955759, max = 4.254457398500158), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 1.2245523915878618e-13, max = 2.3879261282874457e-16), x = (sum = 4.4011708320609744e-13, max = 9.242194534716281e-16), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.939509424577901, max = 0.003914626010907973), x = (sum = 954.6933784462196, max = 3.97792254938049), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.003914623403266315, max = 0.003914623403266315), x = (sum = 3.977803817081922, max = 3.977803817081922), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000155481)], :total_time => 0.632562656, :output_time => 8.4417e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 8.0e-8, :equations_time => 0.135684085, :linear_system_time => 0.000670053, :convergence_time => 0.000620901, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.311540540482799e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.042679799398101e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.4895335550170562e-17, 1.8952550882549958e-16, 5.900809832115087e-16, 1.3244531693182602e-15, 2.4019277556024124e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.6360975174283785e-27], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.263628516742001e-13], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.685319570515532e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2438212272528633e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.1510063827158886e-18, 1.7321579665615192e-17, 1.3601249549916982e-16, 7.697343719241272e-16, 2.9228120092393534e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.6393634015759935e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.770480439327373e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.749778265671466e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 1.058644443240046, max = 0.002343673646038312)
        :C => (sum = 11609.779581064031, max = 29.04367332754729)
    }
    :NeAm =>     {
        :Cp => (sum = 463260.26912535867, max = 282.90000323121245)
        :Cs => (sum = 103231.59696024169, max = 284.15028019089607)
        :Phi => (sum = 5.017930611063104e-6, max = 2.9813332476723494e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.5624821407661972, max = 0.002343677110449069)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0023436760080972107, max = 0.0023436760080972107)
    }
    :NeCc =>     {
        :Phi => (sum = 8.548140018414123e-7, max = 7.160282041399736e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 352532.9342050734, max = 475.3449897822253)
        :Cs => (sum = 183586.2372555997, max = 486.37626209712363)
        :Phi => (sum = 1.1205598253367093, max = 0.0023449353207454877)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 39
 solved: true
 inconsistent: false
 residuals: [ 1.4e-06  1.4e-06  1.4e-06 ...  1.4e-12  4.1e-13  1.3e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 34.17ms
 status: solution good enough given atol and rtol
, prepare = 0.0038579919999999998, precond = 0.026859808, precond_count = 39), :linear_iterations => 39…), OrderedCollections.OrderedDict(:secondary_time => 0.000795488, :equations_time => 0.119216811, :linear_system_time => 0.000655535, :convergence_time => 0.000596235, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1301195012670147e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.62503638033316e-7], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.2665217300105743e-26, 9.642404616697471e-26, 3.0022428887856006e-25, 6.73856423722914e-25, 1.2219770966235561e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.230012416723967e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.580897072598974e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.718940649074873e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.554135116272557e-5], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.854884808835529e-28, 8.813061588491813e-27, 6.91985827831477e-26, 3.9161343031796167e-25, 1.4870667040749302e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.546388367688205e-16], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.9883524379700765e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.735034421164073e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.060329723309367686, max = 0.00019389975508812913)
        :C => (sum = 127.07987120076235, max = 0.5688324556851735)
    }
    :NeAm =>     {
        :Cp => (sum = 112.49485828750764, max = 0.21920426633169862)
        :Cs => (sum = 76.45304843300879, max = 0.3262719702342199)
        :Phi => (sum = 3.2483680348245234e-6, max = 1.4885841930443283e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.04653640449178472, max = 0.00019390384383536155)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0001939022607109495, max = 0.0001939022607109495)
    }
    :NeCc =>     {
        :Phi => (sum = 1.5410687429340544e-6, max = 1.2668181085363909e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 1408.5592888283572, max = 4.706121766562556)
        :Cs => (sum = 4011.9161502237903, max = 16.375480815478156)
        :Phi => (sum = 0.08979278007443708, max = 0.00019607628903260853)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 6.1e-04  1.1e-04  3.3e-05 ...  2.3e-10  7.9e-11  4.3e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.25ms
 status: solution good enough given atol and rtol
, prepare = 0.003960774, precond = 0.017851699, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.000800106, :equations_time => 0.121156036, :linear_system_time => 0.000666656, :convergence_time => 0.000548254, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.61477864568166e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.349576449138402e-10], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.845811258700727e-30, 9.564938475804768e-30, 2.6722663164361775e-29, 4.733165431326071e-29, 1.2385116211969885e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.023457690219788e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0972768124879445e-8], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.3792000599109253e-13], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0903624789291144e-8], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.5167480784510927e-31, 1.9351744081202946e-30, 5.5959820464115525e-30, 1.0379867143749615e-29, 2.208810534618833e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.6323298601424196e-19], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.59338986886154e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.5626389071599078e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 5.082548682639741e-5, max = 9.944016761250811e-8)
        :C => (sum = 0.2439342147584969, max = 0.0007087617568251177)
    }
    :NeAm =>     {
        :Cp => (sum = 0.28085318450272206, max = 0.000686737016346424)
        :Cs => (sum = 0.1908716500103724, max = 0.0010221656919615065)
        :Phi => (sum = 8.752107580211637e-9, max = 4.238183589799159e-11)
    }
    :PeCc =>     {
        :Phi => (sum = 1.779397127007259e-5, max = 7.414690761996662e-8)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 7.414298225580185e-8, max = 7.414298225580185e-8)
    }
    :NeCc =>     {
        :Phi => (sum = 4.1407462437725615e-9, max = 2.788102489042177e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 2.391473663128825, max = 0.009301779174653095)
        :Cs => (sum = 6.811493254254577, max = 0.03236658727500594)
        :Phi => (sum = 2.9687145222752717e-5, max = 8.465447685926867e-8)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 24
 solved: true
 inconsistent: false
 residuals: [ 1.5e-06  1.4e-07  1.3e-08 ...  1.2e-12  4.5e-13  1.4e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 20.58ms
 status: solution good enough given atol and rtol
, prepare = 0.026759233, precond = 0.016510285, precond_count = 24), :linear_iterations => 24…), OrderedCollections.OrderedDict(:secondary_time => 0.000789265, :equations_time => 0.119487527, :linear_system_time => 0.000667427, :convergence_time => 0.000419885, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3452083702915913e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.132018058410907e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.953663335586412e-30, 9.638894185669238e-30, 2.622962509859864e-29, 5.048709793414476e-29, 1.1911799668837278e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.6371620061538425e-27], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0657880827880106e-13], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [8.395054219201311e-19], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0894952474915787e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.559118537227612e-31, 1.992620117809512e-30, 5.2015515938010466e-30, 9.971694880059352e-30, 2.0948677042840232e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.302690976962848e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.4860589232790437e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.296452496698748e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 2.9946e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 6.928357082222961e-7, max = 5.535290272147553e-9), x = (sum = 1.2231945774066817, max = 0.005194608831694052), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 5.360802001593001e-6, max = 3.6135130040103325e-8), x = (sum = 2.4488373237669796, max = 0.005203133793408267), n = 480), :Cp => (dx = (sum = 463261.20102028735, max = 283.11448294403453), x = (sum = 6.944551316716404e7, max = 29576.66947995087), n = 2400), :Cs => (dx = (sum = 103232.23018107057, max = 284.46951994417395), x = (sum = 1.3666802001091616e7, max = 29576.669485164162), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 2.3812682089924264e-6, max = 8.620968341976898e-9), x = (sum = 44.16960725884201, max = 0.09202002269185083), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 7.558965342732306e-14, max = 1.0572827481703491e-16), x = (sum = 1.2562200907522382e-12, max = 2.234683271722474e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.998322930174968, max = 0.002149701397362591), x = (sum = 255.0501037370047, max = 0.278751240950754), n = 1440), :C => (dx = (sum = 11681.162010077518, max = 29.612597528881224), x = (sum = 1.4363804522366195e6, max = 1496.3302994901796), n = 1440), :Conductivity => (dx = (sum = 0.5009422807958297, max = 0.0014791104906969332), x = (sum = 285.8289792582717, max = 0.3059929309200593), n = 1440), :Diffusivity => (dx = (sum = 4.825809687186763e-10, max = 5.624999064021465e-13), x = (sum = 5.87001885758883e-8, max = 6.585241275678689e-11), n = 1440), :DmuDc => (dx = (sum = 31.274468150750238, max = 0.05233577043902082), x = (sum = 3770.1935383491837, max = 3.534410305610409), n = 1440), :ChemCoef => (dx = (sum = 8.526656804199668e-5, max = 1.0257927540432522e-7), x = (sum = 0.011859215249729162, max = 1.3158085855901803e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 5.434065042024264e-6, max = 1.5028437964682427e-8), x = (sum = 0.0005984119348428449, max = 9.754867091079628e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.0307373581170474, max = 0.002151456264936069), x = (sum = 1911.4390866478338, max = 3.9862600546152986), n = 480), :Cp => (dx = (sum = 352532.14983552933, max = 470.62956623649006), x = (sum = 4.309246705080464e7, max = 19466.09616423611), n = 2400), :Cs => (dx = (sum = 183584.00276474908, max = 469.96841469437277), x = (sum = 9.753893790684216e6, max = 20931.608560396333), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.0757894160913128, max = 0.0026062553635890495), x = (sum = 2013.0730695444358, max = 4.254457398769507), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 1.0320343755400108e-13, max = 1.8436494681940868e-16), x = (sum = 5.43320520760098e-13, max = 1.1085844002910368e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.5159279423031431, max = 0.0021497011288440504), x = (sum = 954.1774505039157, max = 3.9757728502607836), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.0021496996044039207, max = 0.0021496996044039207), x = (sum = 3.975654117477518, max = 3.975654117477518), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000156432)], :total_time => 0.615761589, :output_time => 8.6562e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 9.0e-8, :equations_time => 0.120409921, :linear_system_time => 0.000654444, :convergence_time => 0.000611514, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3452083702915913e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.132018058410907e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.9918959985110704e-17, 2.1919081909189867e-16, 6.406694962351285e-16, 1.344903996410336e-15, 2.3291280282745577e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.6371620061538425e-27], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0657880827880106e-13], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.005687592945541e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0894952474915787e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.2260035625089797e-18, 2.9251603076040995e-17, 1.9161310931525225e-16, 8.854936843372346e-16, 2.736712294535112e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.302690976962848e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.4860589232790437e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.296452496698748e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 1.0860509630016744, max = 0.0016114210518815247)
        :C => (sum = 5155.547172023578, max = 16.61186916738292)
    }
    :NeAm =>     {
        :Cp => (sum = 478531.3644406153, max = 279.3284897171401)
        :Cs => (sum = 101278.07017313846, max = 280.4733216746451)
        :Phi => (sum = 6.3393092250733695e-6, max = 4.284312420069523e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.38673978601518144, max = 0.001611420798201161)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0016114151163626029, max = 0.0016114151163626029)
    }
    :NeCc =>     {
        :Phi => (sum = 2.1614382608982916e-6, max = 1.786666496252814e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 376077.29792105994, max = 439.10880653575873)
        :Cs => (sum = 174037.67502882387, max = 422.65148989975444)
        :Phi => (sum = 0.7781626653598893, max = 0.0016501563694576026)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 39
 solved: true
 inconsistent: false
 residuals: [ 1.5e-06  1.5e-06  1.5e-06 ...  9.1e-13  3.3e-13  7.8e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 33.97ms
 status: solution good enough given atol and rtol
, prepare = 0.0038447969999999996, precond = 0.026676915, precond_count = 39), :linear_iterations => 39…), OrderedCollections.OrderedDict(:secondary_time => 0.000780629, :equations_time => 0.134557138, :linear_system_time => 0.000753559, :convergence_time => 0.000600954, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.051421728142434e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.648737025754519e-7], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.9742139212659994e-26, 2.178920101881943e-25, 6.3690460120055135e-25, 1.336924780136478e-24, 2.3153312115117315e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.715106828955158e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.6036570898393154e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.759114395539543e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.596777481761613e-5], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.2126616241356298e-27, 2.9077869026657326e-26, 1.9048510879616647e-25, 8.802583296999182e-25, 2.7205233045912624e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.52078005565735e-16], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.7334016754871314e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.577693696854567e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.05015052215625929, max = 0.00015540867797903432)
        :C => (sum = 133.65970394962676, max = 0.4059077254768032)
    }
    :NeAm =>     {
        :Cp => (sum = 120.30072353113904, max = 0.2338074238979096)
        :Cs => (sum = 81.75798908391818, max = 0.3480080421444054)
        :Phi => (sum = 3.5760692972533262e-6, max = 1.627055163460438e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.037297137850614163, max = 0.00015540867889690343)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.00015540414855151735, max = 0.00015540414855151735)
    }
    :NeCc =>     {
        :Phi => (sum = 1.6999504409735725e-6, max = 1.3812493123141546e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 1541.7716110944584, max = 4.44341669473012)
        :Cs => (sum = 4391.337126152513, max = 15.461367268605086)
        :Phi => (sum = 0.07760150376474426, max = 0.0001782802604954005)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 4.7e-04  1.3e-04  2.7e-05 ...  1.8e-10  5.1e-11  1.7e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.43ms
 status: solution good enough given atol and rtol
, prepare = 0.004020496, precond = 0.017982575000000004, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.000806177, :equations_time => 0.119860665, :linear_system_time => 0.000642952, :convergence_time => 0.000557191, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1867421830707177e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.909707994977738e-10], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9484775401366878e-30, 9.589590379092925e-30, 2.544076419337763e-29, 5.009266748153425e-29, 1.1714584442532025e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.6962343741693576e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.04264600391263e-8], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.648205593517022e-13], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.044207759975644e-8], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.586081556449033e-31, 2.0522709487390385e-30, 5.423418723394456e-30, 9.860761315262648e-30, 2.208810534618833e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.445222214127401e-19], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1728177867537503e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.918043832764397e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 3.503647081056261e-5, max = 2.435620935800195e-7)
        :C => (sum = 0.2580070591034513, max = 0.0004923567555638272)
    }
    :NeAm =>     {
        :Cp => (sum = 0.06387506716807025, max = 0.00024022417469829582)
        :Cs => (sum = 0.04341036574838582, max = 0.0003575588645666474)
        :Phi => (sum = 3.5869189347455727e-9, max = 1.5564240945994206e-11)
    }
    :PeCc =>     {
        :Phi => (sum = 5.8445237619266935e-5, max = 2.4352262703304974e-7)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 2.435216365880131e-7, max = 2.435216365880131e-7)
    }
    :NeCc =>     {
        :Phi => (sum = 1.7085885797176686e-9, max = 1.2942195751833044e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 2.264094114613677, max = 0.006631881814930831)
        :Cs => (sum = 6.448685605934843, max = 0.023076378990241047)
        :Phi => (sum = 0.00012696255797371326, max = 2.963687918097258e-7)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 25
 solved: true
 inconsistent: false
 residuals: [ 1.6e-06  1.9e-07  4.1e-08 ...  7.4e-13  3.3e-13  1.1e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 21.45ms
 status: solution good enough given atol and rtol
, prepare = 0.003982325, precond = 0.017172873, precond_count = 25), :linear_iterations => 25…), OrderedCollections.OrderedDict(:secondary_time => 0.000794895, :equations_time => 0.135479241, :linear_system_time => 0.000795086, :convergence_time => 0.000448308, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.582088659639631e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.9739539703951294e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.916685480654177e-30, 9.934717025127117e-30, 2.4257472835546113e-29, 5.088152838675526e-29, 1.262177448353619e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.3805065841367707e-28], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.1870452537587894e-13], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [9.241495380419297e-19], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.2030014571312586e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.4924459817105896e-31, 2.0461079729169994e-30, 5.423418723394456e-30, 1.0255191767873153e-29, 2.129924444096732e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.00443103080442e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.173033179279614e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.4588330543574557e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 2.9646e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 3.862061161587389e-6, max = 3.169210028176189e-8), x = (sum = 1.2231948747638917, max = 0.005194632286422702), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 9.614734822094469e-6, max = 5.872126517848797e-8), x = (sum = 2.448841024014841, max = 0.005203192514673445), n = 480), :Cp => (dx = (sum = 478532.4800440851, max = 279.5612268940167), x = (sum = 6.896698068917312e7, max = 29576.66948761215), n = 2400), :Cs => (dx = (sum = 101278.82857506874, max = 280.81973674115943), x = (sum = 1.3565523172946783e7, max = 29576.669492821333), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 3.5969577386468776e-6, max = 1.4005061693689314e-8), x = (sum = 44.169610855799775, max = 0.09202003669691253), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 3.9183258627277924e-14, max = 5.981480532847892e-17), x = (sum = 1.2954033493773576e-12, max = 2.294498077050953e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.050872751588114, max = 0.0017670732523801247), x = (sum = 254.16580364229347, max = 0.28051830967919505), n = 1440), :C => (dx = (sum = 5196.260657885518, max = 17.017208989946994), x = (sum = 1.4360440787290866e6, max = 1513.3475084801266), n = 1440), :Conductivity => (dx = (sum = 0.23264855174611018, max = 0.0008688306376014587), x = (sum = 285.5982156535827, max = 0.30599629105964143), n = 1440), :Diffusivity => (dx = (sum = 2.1098045590692342e-10, max = 2.8999011155284763e-13), x = (sum = 5.881984903021866e-8, max = 6.604281240909583e-11), n = 1440), :DmuDc => (dx = (sum = 14.08006697615837, max = 0.027459796237492284), x = (sum = 3778.1486667885583, max = 3.5577746367575487), n = 1440), :ChemCoef => (dx = (sum = 3.739287452711776e-5, max = 5.303708327387636e-8), x = (sum = 0.011880461091233054, max = 1.3191246871364791e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 2.4564888019348085e-6, max = 6.63723217968367e-9), x = (sum = 0.0005984119348427763, max = 9.82065023216685e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.8558911316826219, max = 0.0018287324188372978), x = (sum = 1910.5831955161516, max = 3.9844313221964613), n = 480), :Cp => (dx = (sum = 376075.5031361422, max = 434.6724808573017), x = (sum = 4.346854255369161e7, max = 19900.768645093412), n = 2400), :Cs => (dx = (sum = 174032.5639408388, max = 410.78605086179596), x = (sum = 9.927926354523178e6, max = 21338.823357019544), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.0275356599742427, max = 0.0027455133044744784), x = (sum = 2012.0455338889283, max = 4.254457399023261), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 8.76551542628387e-14, max = 1.3704548641275557e-16), x = (sum = 6.309756750150861e-13, max = 1.2456298867037923e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.42409536910341616, max = 0.0017670729994545553), x = (sum = 953.753355134813, max = 3.974005791207442), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.0017670627865506994, max = 0.0017670627865506994), x = (sum = 3.9738870546909673, max = 3.9738870546909673), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000160941)], :total_time => 0.608874445, :output_time => 7.6423e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 3.0e-8, :equations_time => 0.120713619, :linear_system_time => 0.000721439, :convergence_time => 0.000653511, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.582088659639631e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.9739539703951294e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.293910054600871e-17, 2.364401517544661e-16, 6.684830281126746e-16, 1.3566357966378035e-15, 2.299896078811251e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.3805065841367707e-28], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.1870452537587894e-13], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.3274464360120854e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.2030014571312586e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.5938140087889445e-18, 4.254966627157941e-17, 2.420387885667928e-16, 9.574476178566312e-16, 2.527621738623412e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.00443103080442e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.173033179279614e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.4588330543574557e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 1.0813226882366602, max = 0.0017455058479726151)
        :C => (sum = 2383.2707187439073, max = 11.466753901178807)
    }
    :NeAm =>     {
        :Cp => (sum = 486792.18833555584, max = 278.55140775930187)
        :Cs => (sum = 100289.55907439672, max = 279.7536787754054)
        :Phi => (sum = 1.1772886556930243e-5, max = 6.703463150566623e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.41891853188250355, max = 0.001745505607200499)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0017454922412593675, max = 0.0017454922412593675)
    }
    :NeCc =>     {
        :Phi => (sum = 5.092859964697403e-6, max = 4.1745755367979905e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 398928.7760153172, max = 402.8190223510282)
        :Cs => (sum = 166414.40246742623, max = 406.9803584725402)
        :Phi => (sum = 0.8472303552056846, max = 0.0018186740041747091)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 39
 solved: true
 inconsistent: false
 residuals: [ 1.4e-06  1.4e-06  1.4e-06 ...  9.2e-13  3.2e-13  9.5e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 34.42ms
 status: solution good enough given atol and rtol
, prepare = 0.003924657, precond = 0.026956035999999996, precond_count = 39), :linear_iterations => 39…), OrderedCollections.OrderedDict(:secondary_time => 0.0007918, :equations_time => 0.154420632, :linear_system_time => 0.000750753, :convergence_time => 0.000589171, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.279429416826879e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.884140687846759e-7], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7925446586708424e-26, 1.2865779022282363e-25, 3.637504687151029e-25, 7.382314178934747e-25, 1.251541236768524e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.33237077150948e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.5819455189907254e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.5082139066271593e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.5739040532607154e-5], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9554660060143585e-27, 2.3153794799383697e-26, 1.3171280198971173e-25, 5.21007523588196e-25, 1.3754444637079674e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.87226748509136e-16], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.3752028395019123e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3806291099836017e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.05332022103270444, max = 0.0003742250906016919)
        :C => (sum = 65.83780228601775, max = 0.28700315481745453)
    }
    :NeAm =>     {
        :Cp => (sum = 101.43276812028918, max = 0.20125202486549412)
        :Cs => (sum = 68.93510291529967, max = 0.29955116374983465)
        :Phi => (sum = 3.146462925471499e-6, max = 1.4090940238598123e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.08981325673003142, max = 0.0003742250915062922)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.00037422141632256, max = 0.00037422141632256)
    }
    :NeCc =>     {
        :Phi => (sum = 1.499168837425941e-6, max = 1.1930903210438743e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 620.9876933462326, max = 2.461850964210313)
        :Cs => (sum = 1768.7226302077133, max = 8.566286959197432)
        :Phi => (sum = 0.18057495756928713, max = 0.0003831662806617537)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 26
 solved: true
 inconsistent: false
 residuals: [ 8.2e-04  1.4e-04  5.5e-05 ...  2.7e-10  9.8e-11  4.2e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 22.59ms
 status: solution good enough given atol and rtol
, prepare = 0.004016748, precond = 0.018065642000000003, precond_count = 26), :linear_iterations => 26…), OrderedCollections.OrderedDict(:secondary_time => 0.000806618, :equations_time => 0.120617068, :linear_system_time => 0.000673379, :convergence_time => 0.000586737, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.441791229189667e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.697613567329311e-10], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9351744081202946e-30, 1.0107280348144214e-29, 2.5046333740767125e-29, 5.009266748153425e-29, 1.2148457940403582e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.785887307878195e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.0093740336446335e-8], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5440572700848944e-13], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.010785392012049e-8], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.4743776196745735e-31, 2.0830858278492343e-30, 5.6699377562760224e-30, 1.0846837446788912e-29, 2.129924444096732e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [9.361090557968831e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.3493176370915567e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3267832932892816e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 5.449183058333504e-5, max = 1.3492101445876315e-7)
        :C => (sum = 0.1073604003356456, max = 0.0003098827961856755)
    }
    :NeAm =>     {
        :Cp => (sum = 0.18331305520566693, max = 0.0003884248366043558)
        :Cs => (sum = 0.12458204939414735, max = 0.0005781464113676507)
        :Phi => (sum = 5.506814087331747e-9, max = 2.5764387038864282e-11)
    }
    :PeCc =>     {
        :Phi => (sum = 3.1913558872088166e-5, max = 1.3297940946099375e-7)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 1.3297223643051007e-7, max = 1.3297223643051007e-7)
    }
    :NeCc =>     {
        :Phi => (sum = 2.6083115064296097e-9, max = 1.8040385867536143e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 0.5265739368250232, max = 0.002912584434701402)
        :Cs => (sum = 1.499809457796237, max = 0.010134665268509724)
        :Phi => (sum = 6.267828405982068e-5, max = 1.378908614221446e-7)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 25
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  6.9e-08  2.3e-08 ...  5.4e-13  2.1e-13  8.9e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 21.78ms
 status: solution good enough given atol and rtol
, prepare = 0.004000007, precond = 0.017459086000000002, precond_count = 25), :linear_iterations => 25…), OrderedCollections.OrderedDict(:secondary_time => 0.000801228, :equations_time => 0.136082269, :linear_system_time => 0.000760832, :convergence_time => 0.000439932, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.5927559863778435e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.7459059172048086e-15], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9783152388745687e-30, 9.762153702110021e-30, 2.517781399466578e-29, 4.7825984247315394e-29, 1.135959703518257e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.7039775778328934e-27], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.806819206561239e-14], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.3470555244299641e-19], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.627692137131925e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.559118537227612e-31, 2.070759876205156e-30, 5.4727225299707694e-30, 1.0505882929956847e-29, 2.1693674893577825e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.1538721697998148e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.5137040357277145e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.343503417520878e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 3.0637e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 6.5889154007327255e-6, max = 5.3658618192828356e-8), x = (sum = 1.223195444111007, max = 0.005194672300873463), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.4850253374516093e-5, max = 8.10126413661183e-8), x = (sum = 2.448844549867942, max = 0.005203273527314811), n = 480), :Cp => (dx = (sum = 486793.2727687769, max = 278.7475237456456), x = (sum = 6.84801874184818e7, max = 29576.669495187114), n = 2400), :Cs => (dx = (sum = 100290.2959445355, max = 280.04558525081666), x = (sum = 1.3465232877424842e7, max = 29576.669500389937), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 5.489481291226506e-6, max = 2.3003308521896138e-8), x = (sum = 44.169616345281035, max = 0.09202005970022105), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 2.0423219339324486e-14, max = 3.82491338022744e-17), x = (sum = 1.3158263221160394e-12, max = 2.332736249960372e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.0638848323534875, max = 0.002119597959452546), x = (sum = 253.30235139638827, max = 0.28263790068115335), n = 1440), :C => (dx = (sum = 2399.58879240026, max = 11.75344717320013), x = (sum = 1.4360037042415116e6, max = 1525.099565575422), n = 1440), :Conductivity => (dx = (sum = 0.11195818064720656, max = 0.0006075482830564249), x = (sum = 285.4870963419009, max = 0.3059969498142714), n = 1440), :Diffusivity => (dx = (sum = 9.360395530672023e-11, max = 2.5931278542031327e-13), x = (sum = 5.8867420698406937e-8, max = 6.609543710661477e-11), n = 1440), :DmuDc => (dx = (sum = 6.605315564322352, max = 0.017038000743783144), x = (sum = 3781.6981084240692, max = 3.5685793221340094), n = 1440), :ChemCoef => (dx = (sum = 1.664877989602077e-5, max = 4.453470377347698e-8), x = (sum = 0.011888982336428627, max = 1.3200415027962969e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 1.1777144035549324e-6, max = 4.437577409568968e-9), x = (sum = 0.000598411934842979, max = 9.848012533778371e-7), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.0277426344909117, max = 0.0022017023939753244), x = (sum = 1909.555452881662, max = 3.982229619802486), n = 480), :Cp => (dx = (sum = 398926.7764067436, max = 401.36165839180467), x = (sum = 4.386746932984156e7, max = 20302.130303485217), n = 2400), :Cs => (dx = (sum = 166408.7065726596, max = 410.86792860854257), x = (sum = 1.0094335061000014e7, max = 21704.270135370694), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.216878770197801, max = 0.003288661942669968), x = (sum = 2010.8286551229307, max = 4.254457399264277), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 7.491991027957298e-14, max = 1.0809914699406906e-16), x = (sum = 7.058955852769745e-13, max = 1.3450968641546853e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.5086998750536589, max = 0.0021195977192975946), x = (sum = 953.244655259759, max = 3.9718862166297613), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.002119580685345568, max = 0.002119580685345568), x = (sum = 3.9717674740056217, max = 3.9717674740056217), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.00014415)], :total_time => 0.631629293, :output_time => 7.5421e-5)  …  OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 9.1e-8, :equations_time => 0.119815971, :linear_system_time => 0.000617652, :convergence_time => 0.000628984, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1673688715219694e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.78893856393947e-12], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.718020298644834e-17, 2.580488006834087e-16, 6.883160607607253e-16, 1.305362893202074e-15, 2.079685688053844e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.853063493480654e-23], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.4839110220862e-12], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.0938006622485601e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.267564612300598e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.054714752655968e-17, 2.159458305280007e-16, 5.9507376234452985e-16, 1.1638568793616698e-15, 1.8517826326486054e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [8.69401631491814e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0002265967747285e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.018274850167927e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 33.74397414577423, max = 0.028842619915641406)
        :C => (sum = 2425.817284406474, max = 10.283899471116012)
    }
    :NeAm =>     {
        :Cp => (sum = 495796.598442716, max = 268.21840556838214)
        :Cs => (sum = 99142.54725284026, max = 247.26703452954155)
        :Phi => (sum = 3.362998381265476e-5, max = 1.919699738875607e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 6.922217123708825, max = 0.028842624567443537)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.028842566073089018, max = 0.028842566073089018)
    }
    :NeCc =>     {
        :Phi => (sum = 1.6474462664177022e-5, max = 1.5160849662134688e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 633619.9764709475, max = 327.9750829557764)
        :Cs => (sum = 126561.55455696658, max = 312.0925995922874)
        :Phi => (sum = 13.845106129204112, max = 0.02888697165943197)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 44
 solved: true
 inconsistent: false
 residuals: [ 1.2e-06  1.2e-06  1.2e-06 ...  1.8e-13  1.2e-13  8.4e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 38.29ms
 status: solution good enough given atol and rtol
, prepare = 0.003850555, precond = 0.029984728000000006, precond_count = 44), :linear_iterations => 44…), OrderedCollections.OrderedDict(:secondary_time => 0.000765758, :equations_time => 0.135195707, :linear_system_time => 0.000651546, :convergence_time => 0.000554755, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.456983506964009e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4956274410957197e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.586128109463285e-27, 1.1010033046556509e-26, 2.912533626643867e-26, 5.627457596529871e-26, 8.926118914756793e-26], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.6213435529061413e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4952803521353473e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9159153464538573e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.8545087536698015e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.3148092618738333e-27, 9.184017266196172e-27, 2.546137318452653e-26, 4.9917540360575185e-26, 7.961973116395672e-26], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.6765556240460587e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.917655123912434e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.645550859081141e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 1.1749817483345197, max = 0.0013338642745491368)
        :C => (sum = 627.8181954288747, max = 2.0992772646861146)
    }
    :NeAm =>     {
        :Cp => (sum = 970.6204880477125, max = 2.2534991113227605)
        :Cs => (sum = 659.6469059103667, max = 3.3541944222095377)
        :Phi => (sum = 2.5563078615759836e-5, max = 1.2481438752278513e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 0.21321694819778414, max = 0.000888425788442587)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0008884064838698201, max = 0.0008884064838698201)
    }
    :NeCc =>     {
        :Phi => (sum = 1.1957900988399901e-5, max = 1.1659279355675278e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 882.230619836807, max = 3.1876022954333805)
        :Cs => (sum = 2512.8054054111676, max = 11.09162083043686)
        :Phi => (sum = 0.42613829672803877, max = 0.0009460818791902883)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 4.3e-04  1.3e-04  8.4e-05 ...  2.2e-10  9.9e-11  2.6e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.91ms
 status: solution good enough given atol and rtol
, prepare = 0.003971229, precond = 0.019119457, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000758596, :equations_time => 0.139030313, :linear_system_time => 0.000615378, :convergence_time => 0.000543745, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.556273587244918e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.5112154187535447e-7], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.746173248342472e-30, 8.852621248810997e-30, 2.52661242361629e-29, 3.9069714226740734e-29, 9.721562245887991e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.858647016436392e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.5043078177996395e-7], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9514512499802685e-12], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3887299062760473e-9], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.272311470006203e-31, 3.993608332681372e-30, 1.035379938102578e-29, 2.1102029214662066e-29, 4.338734978715565e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.2103403984075228e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.3600737851384515e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.7164715749327115e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.010492695503329643, max = 1.3771598331358786e-5)
        :C => (sum = 6.864826260794446, max = 0.02719860266056912)
    }
    :NeAm =>     {
        :Cp => (sum = 11.03653872087993, max = 0.030197757825070237)
        :Cs => (sum = 7.5005820549057765, max = 0.04494749985634178)
        :Phi => (sum = 4.032074955147729e-7, max = 1.758249960902369e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.001886942504623957, max = 7.86240427876365e-6)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 7.862278684321163e-6, max = 7.862278684321163e-6)
    }
    :NeCc =>     {
        :Phi => (sum = 1.9110968942779656e-7, max = 1.6118216152613915e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 10.10536979947881, max = 0.04187612601516688)
        :Cs => (sum = 28.782528229642534, max = 0.145712692392159)
        :Phi => (sum = 0.0037718330383739616, max = 8.61942994963913e-6)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 4.3e-06  1.2e-06  7.5e-07 ...  2.2e-12  8.6e-13  2.2e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.88ms
 status: solution good enough given atol and rtol
, prepare = 0.003925967, precond = 0.019154989, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.0007612, :equations_time => 0.135505416, :linear_system_time => 0.00064328, :convergence_time => 0.000419492, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.326967134946457e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0355138541660054e-11], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.824916358233692e-30, 8.089885483662451e-30, 2.308934986873851e-29, 4.28699690201384e-29, 1.011839432044381e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.2855609893438837e-22], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.025944929737137e-11], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.493195072826213e-16], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.206565209693204e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.964162678904245e-31, 3.993608332681372e-30, 1.0846837446788912e-29, 2.129924444096732e-29, 4.4965071597597673e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.879376146009486e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.800346440962574e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0264011862659572e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 3.0317e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 2.8234062711325093e-5, max = 2.0559969073769002e-7), x = (sum = 1.2232387077740154, max = 0.005193457322080961), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 5.818800519038353e-5, max = 2.958941018914654e-7), x = (sum = 2.4487958284668974, max = 0.005201387127863191), n = 480), :Cp => (dx = (sum = 495788.36987408245, max = 268.5210010009846), x = (sum = 1.441986345186551e7, max = 29576.670318508055), n = 2400), :Cs => (dx = (sum = 99136.9550154919, max = 250.17004734825878), x = (sum = 2.6500910998734906e6, max = 29576.670323918264), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 10.485539348598584, max = 0.026068994758376873), x = (sum = 200.65422236838825, max = 0.5080500443744105), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 1.153654170385609e-14, max = 4.243003700991284e-17), x = (sum = 1.3373231908883558e-12, max = 2.2464779206227435e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 34.90846319860542, max = 0.029723128509864694), x = (sum = 784.5190302254313, max = 1.2382912977659593), n = 1440), :C => (dx = (sum = 1823.601864391664, max = 9.215687915026592), x = (sum = 1.4367298364026828e6, max = 2610.842431454964), n = 1440), :Conductivity => (dx = (sum = 0.09010180281948622, max = 0.0008846994822909737), x = (sum = 283.1079016184739, max = 0.30599800838737556), n = 1440), :Diffusivity => (dx = (sum = 7.515775623261743e-11, max = 4.919057066400126e-13), x = (sum = 5.948445918293651e-8, max = 8.960703058965408e-11), n = 1440), :DmuDc => (dx = (sum = 7.403655380304932, max = 0.4356430903463675), x = (sum = 4035.17714015153, max = 40.54903123214979), n = 1440), :ChemCoef => (dx = (sum = 1.3462461370871128e-5, max = 8.47538455402323e-8), x = (sum = 0.012015720149131522, max = 1.998386555621567e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 7.873887690889835e-7, max = 5.746024445414378e-9), x = (sum = 0.0005984119351068163, max = 1.0357888844341239e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 14.267472592893778, max = 0.02982251887951648), x = (sum = 1450.8269443847437, max = 3.0273453768959526), n = 480), :Cp => (dx = (sum = 633640.936526789, max = 328.0537478808328), x = (sum = 1.1093243769770104e8, max = 53983.785683172355), n = 2400), :Cs => (dx = (sum = 126621.25391711484, max = 319.46174100629287), x = (sum = 2.414350348763049e7, max = 55450.04238410216), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.6241415959904444, max = 0.004095682951820834), x = (sum = 1761.2617716856837, max = 4.254457330621383), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 2.2340470786465622e-15, max = 8.044846197671448e-18), x = (sum = 1.2083317090636247e-12, max = 1.9973787735630886e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 7.13354712940199, max = 0.029723135194262174), x = (sum = 723.8876972267932, max = 3.016231808107254), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.029723110278274678, max = 0.029723110278274678), x = (sum = 3.0161134414087476, max = 3.0161134414087476), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000128149)], :total_time => 0.635563157, :output_time => 7.5481e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 1.0e-7, :equations_time => 0.119221932, :linear_system_time => 0.000612182, :convergence_time => 0.000631088, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.326967134946457e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0355138541660054e-11], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.621426685643799e-17, 2.516235930673028e-16, 6.732361634824527e-16, 1.28540389721655e-15, 2.074291084763637e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.2855609893438837e-22], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.025944929737137e-11], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.1492048891175381e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.206565209693204e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.0685100231975593e-17, 2.1654989718968047e-16, 5.941809252040733e-16, 1.1559628509373593e-15, 1.8578031415378127e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.879376146009486e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.800346440962574e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0264011862659572e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 36.43426633694535, max = 0.03088089259848216)
        :C => (sum = 956.1291008116702, max = 9.766380001034959)
    }
    :NeAm =>     {
        :Cp => (sum = 495740.2700032897, max = 263.2560633737402)
        :Cs => (sum = 99123.85324206536, max = 252.13504929601763)
        :Phi => (sum = 6.376012187978137e-5, max = 3.0033827559355706e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 7.411418069282788, max = 0.030880916614122886)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.03088090867102918, max = 0.03088090867102918)
    }
    :NeCc =>     {
        :Phi => (sum = 3.069143387690921e-5, max = 2.2314782171300467e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 633644.1445176798, max = 327.5198189460856)
        :Cs => (sum = 126676.90089057272, max = 326.2891049923482)
        :Phi => (sum = 14.822859749918472, max = 0.031000307950342827)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 43
 solved: true
 inconsistent: false
 residuals: [ 1.4e-06  1.4e-06  1.4e-06 ...  3.9e-13  1.5e-13  7.3e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 37.37ms
 status: solution good enough given atol and rtol
, prepare = 0.0038081459999999997, precond = 0.02928616400000001, precond_count = 43), :linear_iterations => 43…), OrderedCollections.OrderedDict(:secondary_time => 0.000797088, :equations_time => 0.136025637, :linear_system_time => 0.00068597, :convergence_time => 0.000551399, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.077345045454649e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.758002511849556e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.290652531146182e-26, 2.286179547012581e-25, 6.117466436416955e-25, 1.1677689417994839e-24, 1.8848032727392173e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.233846478402965e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.757954466145064e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.88444113463464e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.907043696333836e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.788061852858889e-26, 1.96741367420248e-25, 5.398665254264752e-25, 1.0502361611001527e-24, 1.6879919432174375e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.574667783747655e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.105134000842182e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.110978472724128e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 2.3727662349049576, max = 0.002130812485734125)
        :C => (sum = 584.2279643216043, max = 1.7830279732408205)
    }
    :NeAm =>     {
        :Cp => (sum = 888.1517404113013, max = 2.064538794833295)
        :Cs => (sum = 603.6000261313078, max = 3.0729387635409875)
        :Phi => (sum = 1.6912785788738423e-5, max = 9.786156908965341e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.4273726008866007, max = 0.0017807455483928056)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0017807221286495986, max = 0.0017807221286495986)
    }
    :NeCc =>     {
        :Phi => (sum = 7.794932664397326e-6, max = 9.13323671771186e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 805.7195628457339, max = 2.4392842950425893)
        :Cs => (sum = 2294.8837555967125, max = 8.487763609888473)
        :Phi => (sum = 0.8544031973363654, max = 0.0018248889628075119)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 7.7e-04  2.5e-04  1.6e-04 ...  3.3e-10  1.6e-10  6.2e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.98ms
 status: solution good enough given atol and rtol
, prepare = 0.003999072, precond = 0.019186521000000005, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000788301, :equations_time => 0.119492747, :linear_system_time => 0.00065375, :convergence_time => 0.000537784, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.434854293354883e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.671171530567722e-7], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9722967077983586e-30, 8.336195171285712e-30, 2.0163373177647337e-29, 4.038697815685835e-29, 1.1561778602868635e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.04745453397983e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.665743460415076e-7], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.124278331154619e-12], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.3021434591551787e-9], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.717643646022679e-31, 3.993608332681372e-30, 1.035379938102578e-29, 2.208810534618833e-29, 4.1020767071492614e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.7345800954964387e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.205394076373144e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.131273432354647e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.03718518990604032, max = 3.528492387748575e-5)
        :C => (sum = 12.829375874979673, max = 0.035638161906576864)
    }
    :NeAm =>     {
        :Cp => (sum = 19.86743618760497, max = 0.037756337346048406)
        :Cs => (sum = 13.502180268166137, max = 0.056197979243017185)
        :Phi => (sum = 4.697828565555731e-7, max = 2.531023369344667e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.0066838617355682375, max = 2.7849934092907004e-5)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 2.7849482754889877e-5, max = 2.7849482754889877e-5)
    }
    :NeCc =>     {
        :Phi => (sum = 2.199027369860048e-7, max = 2.3391553795432322e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 18.20737886070308, max = 0.05170289906376318)
        :Cs => (sum = 51.85900233710758, max = 0.17990605493285214)
        :Phi => (sum = 0.013361031779877105, max = 2.8785107613490557e-5)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 1.3e-05  3.9e-06  2.5e-06 ...  5.8e-12  2.9e-12  1.1e-12 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.89ms
 status: solution good enough given atol and rtol
, prepare = 0.003974647, precond = 0.01910749, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000770467, :equations_time => 0.119802425, :linear_system_time => 0.000621179, :convergence_time => 0.00041814, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3724099457021345e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.9724760420922888e-10], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.591704621373586e-30, 8.039449521742663e-30, 2.2833391898338485e-29, 4.0928322434162027e-29, 1.0627676248767367e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.2396657254901878e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.9715816230048838e-10], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5121336885825275e-15], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.360400909236288e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.964162678904245e-31, 3.993608332681372e-30, 1.0748229833636286e-29, 2.1496459667272572e-29, 4.141519752410312e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.737135610129785e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2152423937474237e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.386313782831166e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 2.7291e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 3.8263573104842415e-5, max = 3.1214103351009936e-7), x = (sum = 1.2232388833180534, max = 0.005193237940575996), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 8.001606756510848e-5, max = 3.597982169770142e-7), x = (sum = 2.4487971905689214, max = 0.005201241662394437), n = 480), :Cp => (dx = (sum = 495739.14186025277, max = 263.5705130319102), x = (sum = 1.3924124311333092e7, max = 29576.670326354782), n = 2400), :Cs => (dx = (sum = 99123.08675673913, max = 255.151790080316), x = (sum = 2.5509680133833424e6, max = 29576.670331789628), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 11.65737643513662, max = 0.02975516499414199), x = (sum = 212.31159880352493, max = 0.5378052093685525), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 7.457707898922894e-15, max = 2.5813938227611773e-17), x = (sum = 1.33718873253586e-12, max = 2.230656527879741e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 38.769847381944196, max = 0.032633739169770415), x = (sum = 823.288877607377, max = 1.2709250369357297), n = 1440), :C => (dx = (sum = 1031.4447114305517, max = 9.809582123965129), x = (sum = 1.4368299531800156e6, max = 2607.7700490771267), n = 1440), :Conductivity => (dx = (sum = 0.05006659910945886, max = 0.0009590327743765337), x = (sum = 283.11083354448107, max = 0.305997845765099), n = 1440), :Diffusivity => (dx = (sum = 4.1331458610306945e-11, max = 5.179649737858871e-13), x = (sum = 5.947050706361393e-8, max = 8.965403829998467e-11), n = 1440), :DmuDc => (dx = (sum = 5.156351698477632, max = 0.42048725259909503), x = (sum = 4037.145841926169, max = 40.969486193080286), n = 1440), :ChemCoef => (dx = (sum = 7.392392286798136e-6, max = 8.93690547798244e-8), x = (sum = 0.01201345200016951, max = 2.000734605741589e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 4.6623792845572355e-7, max = 6.11522518751816e-9), x = (sum = 0.0005984119351070851, max = 1.0356260747962874e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 15.663901915474948, max = 0.032796405507965254), x = (sum = 1435.1630424692696, max = 2.9947874417094877), n = 480), :Cp => (dx = (sum = 633669.5546618927, max = 327.59861538248515), x = (sum = 1.1156610725236268e8, max = 54307.06311891589), n = 2400), :Cs => (dx = (sum = 126749.27662893417, max = 333.85060142843577), x = (sum = 2.427025276425946e7, max = 55783.53224401265), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.6257550409158714, max = 0.004280123616339893), x = (sum = 1759.6360166447682, max = 4.254457325991295), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 6.127475445984334e-16, max = 4.2450409181324545e-18), x = (sum = 1.208297543398045e-12, max = 1.99430584919154e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 7.832106808433824, max = 0.03263380131978044), x = (sum = 716.0555904183598, max = 2.983598012762872), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.03263378131692374, max = 0.03263378131692374), x = (sum = 2.983479660091824, max = 2.983479660091824), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000129832)], :total_time => 0.5998516, :output_time => 8.1412e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 8.0e-8, :equations_time => 0.135482202, :linear_system_time => 0.000660021, :convergence_time => 0.000604759, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3724099457021345e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.9724760420922888e-10], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.5546615940072813e-17, 2.4752943838573535e-16, 6.655891508175776e-16, 1.2819913227363555e-15, 2.096815222317428e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.2396657254901878e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.9715816230048838e-10], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.223045037693117e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.360400909236288e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.0794785283277534e-17, 2.1695824332049341e-16, 5.933565753811932e-16, 1.153196245206576e-15, 1.8847006105330837e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.737135610129785e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2152423937474237e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.386313782831166e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 41.55560609715872, max = 0.0347253766663638)
        :C => (sum = 1847.2921583433206, max = 10.445575126052253)
    }
    :NeAm =>     {
        :Cp => (sum = 495694.12061716436, max = 260.8313943681307)
        :Cs => (sum = 99116.7623732131, max = 258.69016217624056)
        :Phi => (sum = 7.14364528124844e-5, max = 3.435189046711197e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 8.334102463647339, max = 0.03472546436922465)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.03472543160379418, max = 0.03472543160379418)
    }
    :NeCc =>     {
        :Phi => (sum = 3.399884449595586e-5, max = 3.032122857441421e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 633713.6444908838, max = 328.97188051579843)
        :Cs => (sum = 126818.08802907492, max = 341.34851383762987)
        :Phi => (sum = 16.667670683430984, max = 0.03487819674383751)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 43
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  1.3e-06  1.3e-06 ...  4.0e-13  1.7e-13  6.8e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 37.30ms
 status: solution good enough given atol and rtol
, prepare = 0.0038237849999999997, precond = 0.02925012500000001, precond_count = 43), :linear_iterations => 43…), OrderedCollections.OrderedDict(:secondary_time => 0.00075558, :equations_time => 0.121500253, :linear_system_time => 0.000636989, :convergence_time => 0.000564363, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.341977144240976e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.4421292927394824e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.37095548980977e-26, 2.3434656398735994e-25, 6.309132026253978e-25, 1.2132373066546125e-24, 1.9842194683196953e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.8099532518583954e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.442900678046892e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.1755300191239313e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.863789596887272e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.91983860188573e-26, 2.0535079812460382e-25, 5.620373625600986e-25, 1.094257755055106e-24, 1.782969218484237e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.6193533722454414e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2818061614483043e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.72111280361787e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 3.9135285787881875, max = 0.0031164509770648836)
        :C => (sum = 393.34556759473867, max = 1.3239246698107852)
    }
    :NeAm =>     {
        :Cp => (sum = 587.6023059586684, max = 1.518060740807197)
        :Cs => (sum = 399.34256630054244, max = 2.2595398931156296)
        :Phi => (sum = 8.41445421334909e-6, max = 5.1937918431750195e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.7021254435244374, max = 0.0029255456146162146)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.002925525195069621, max = 0.002925525195069621)
    }
    :NeCc =>     {
        :Phi => (sum = 2.9499960582794997e-6, max = 4.799882917671199e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 537.8234871994234, max = 1.783503607701373)
        :Cs => (sum = 1531.85119478269, max = 6.205902242354884)
        :Phi => (sum = 1.403960385135176, max = 0.0029487733691484553)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 1.2e-03  4.2e-04  2.4e-04 ...  4.7e-10  2.4e-10  9.6e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.91ms
 status: solution good enough given atol and rtol
, prepare = 0.003949058, precond = 0.019136029, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000769816, :equations_time => 0.135509155, :linear_system_time => 0.000651004, :convergence_time => 0.000576195, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.971827883606337e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.5047180259054882e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.839690412596221e-30, 9.115811612773665e-30, 2.4074798982761838e-29, 4.395993661192424e-29, 1.0217370714386153e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [7.402418422044332e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.5045437184664544e-6], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.1556834271119372e-11], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.4334110200880934e-9], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.087422195345028e-31, 4.141519752410312e-30, 1.035379938102578e-29, 2.129924444096732e-29, 4.338734978715565e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.0799723473909282e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.684257201350821e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.850076061937216e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.09697309846511258, max = 7.89728750957186e-5)
        :C => (sum = 14.140311220613087, max = 0.04490721014555572)
    }
    :NeAm =>     {
        :Cp => (sum = 21.407073673100804, max = 0.050794826765883615)
        :Cs => (sum = 14.548538876360034, max = 0.07560496650080059)
        :Phi => (sum = 3.21390935035574e-7, max = 2.00355139502706e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.017381086659015194, max = 7.242203392347777e-5)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 7.242128647175274e-5, max = 7.242128647175274e-5)
    }
    :NeCc =>     {
        :Phi => (sum = 1.1533704879183363e-7, max = 1.8462067228491385e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 19.60634562799217, max = 0.06322146930709628)
        :Cs => (sum = 55.84359679230877, max = 0.21998621616016767)
        :Phi => (sum = 0.03475165350914134, max = 7.324149239110711e-5)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 3.2e-05  1.1e-05  5.9e-06 ...  1.4e-11  5.7e-12  2.3e-12 ]
 Aresiduals: []
 κ₂(A): []
 timer: 24.04ms
 status: solution good enough given atol and rtol
, prepare = 0.003953858, precond = 0.019215114000000002, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000787359, :equations_time => 0.120120338, :linear_system_time => 0.000626108, :convergence_time => 0.000419182, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.785927180138162e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.056025671856281e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.821978779667559e-30, 8.100461346092714e-30, 2.4346119221407795e-29, 4.2263965100905314e-29, 1.0299757786786274e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.2506702215907464e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0557814577021735e-9], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [8.115060303117385e-15], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.4826176310961392e-12], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.964162678904245e-31, 4.092215945833999e-30, 1.1339875512552045e-29, 2.0904813988356813e-29, 4.259848888193464e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.1197204495816488e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.909929254293897e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.2850831510036187e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 2.9785e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 3.648419525189954e-5, max = 3.4936490819759136e-7), x = (sum = 1.2232442907065717, max = 0.005193066769138864), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 7.706290267309179e-5, max = 3.9342734713728594e-7), x = (sum = 2.4488079198525194, max = 0.005201162618041531), n = 480), :Cp => (dx = (sum = 495698.8267267167, max = 261.05903653033647), x = (sum = 1.3428425485938147e7, max = 29576.67033425387), n = 2400), :Cs => (dx = (sum = 99119.96093424645, max = 260.87409710285556), x = (sum = 2.4518480527174775e6, max = 29576.670339717817), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 13.696092975664595, max = 0.03498070625685268), x = (sum = 226.0076917791892, max = 0.572628803676175), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 8.16410787497235e-15, max = 3.1280923898716076e-17), x = (sum = 1.3370708770683475e-12, max = 2.235660838763119e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 45.37216157748175, max = 0.037578460004028535), x = (sum = 868.661039184856, max = 1.3085034969397582), n = 1440), :C => (dx = (sum = 2224.3574759267476, max = 10.513800495564055), x = (sum = 1.436858589124634e6, max = 2599.1969293778866), n = 1440), :Conductivity => (dx = (sum = 0.11024086965791705, max = 0.001046279008809936), x = (sum = 283.0915926033201, max = 0.30599811177822), n = 1440), :Diffusivity => (dx = (sum = 8.95962345784287e-11, max = 5.482391256379481e-13), x = (sum = 5.946710819388204e-8, max = 8.969829506474639e-11), n = 1440), :DmuDc => (dx = (sum = 8.446533717658745, max = 0.40381692747589426), x = (sum = 4039.8281565347884, max = 41.373270169883206), n = 1440), :ChemCoef => (dx = (sum = 1.6008975837126308e-5, max = 9.474264209696538e-8), x = (sum = 0.012013088889180503, max = 2.002955883201782e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 1.0268588653578395e-6, max = 6.551909219728928e-9), x = (sum = 0.0005984119351044843, max = 1.0369638152677076e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 18.036879415057015, max = 0.03775373518118297), x = (sum = 1417.1261630542124, max = 2.9573324571325714), n = 480), :Cp => (dx = (sum = 633735.695666239, max = 330.5673040828551), x = (sum = 1.1219984294802901e8, max = 54637.526355218324), n = 2400), :Cs => (dx = (sum = 126880.89667713069, max = 347.3344298638258), x = (sum = 2.4397133660936587e7, max = 56130.840052412685), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.6274204452697294, max = 0.004452954244758445), x = (sum = 1758.0085961994978, max = 4.254457321153575), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 1.4740726425029569e-15, max = 8.121981114245775e-18), x = (sum = 1.2083066877714265e-12, max = 1.9967164047908813e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 9.018846820512753, max = 0.037578587206227976), x = (sum = 707.0367435978468, max = 2.9460194280380096), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.0375785355123921, max = 0.0375785355123921), x = (sum = 2.9459011245794318, max = 2.9459011245794318), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.00013386)], :total_time => 0.617913997, :output_time => 8.0089e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 9.0e-8, :equations_time => 0.134560292, :linear_system_time => 0.000641167, :convergence_time => 0.000604688, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.785927180138162e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.056025671856281e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.5207903958914445e-17, 2.4579739932745205e-16, 6.644349423596792e-16, 1.2902205931170732e-15, 2.132414683803473e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.2506702215907464e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0557814577021735e-9], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.3103818446529334e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.4826176310961392e-12], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.0880837223896347e-17, 2.1726009016002747e-16, 5.930530056941531e-16, 1.1555224717128044e-15, 1.9222498333227978e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.1197204495816488e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.909929254293897e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.2850831510036187e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 49.73554654621313, max = 0.04083779800960227)
        :C => (sum = 2726.8689837502775, max = 11.281623368811188)
    }
    :NeAm =>     {
        :Cp => (sum = 495671.0757678431, max = 262.58146725737043)
        :Cs => (sum = 99121.07986337451, max = 264.28823976082583)
        :Phi => (sum = 5.908644050624688e-5, max = 3.2588432412588044e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 9.801087577166978, max = 0.04083792620466118)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.040837872148499835, max = 0.040837872148499835)
    }
    :NeCc =>     {
        :Phi => (sum = 2.7813946580350682e-5, max = 2.8915242065182484e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 633807.4326073701, max = 336.6211234105161)
        :Cs => (sum = 126937.15804290616, max = 352.6123125366357)
        :Phi => (sum = 19.601330046662635, max = 0.040980267420661916)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 44
 solved: true
 inconsistent: false
 residuals: [ 1.4e-06  1.4e-06  1.4e-06 ...  3.5e-13  2.2e-13  1.4e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 38.27ms
 status: solution good enough given atol and rtol
, prepare = 0.0038223529999999997, precond = 0.029934019000000003, precond_count = 44), :linear_iterations => 44…), OrderedCollections.OrderedDict(:secondary_time => 0.000759698, :equations_time => 0.119805611, :linear_system_time => 0.000627651, :convergence_time => 0.000558061, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.803036015103233e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.414955710144955e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.35422637754284e-26, 3.7370613985802497e-25, 1.0102699038437143e-24, 1.9620942865109616e-24, 3.242712936245932e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.6673656394360554e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.41557743373703e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.457905104107653e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.534228674112078e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.696067398365306e-26, 3.3029502563609954e-25, 9.018612855893956e-25, 1.757074070409452e-24, 2.922997866551624e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.5273525695217e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.571285044757586e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.8662849043948881e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 5.86072903819876, max = 0.0044307174092587985)
        :C => (sum = 122.78231601328584, max = 0.5256221688140076)
    }
    :NeAm =>     {
        :Cp => (sum = 206.9508389026496, max = 0.5299669592253441)
        :Cs => (sum = 140.64673153681417, max = 0.7888233215847656)
        :Phi => (sum = 4.658520100450635e-6, max = 3.478463079400086e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 1.0488941275741719, max = 0.00437040488770426)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0043703935629256846, max = 0.0043703935629256846)
    }
    :NeCc =>     {
        :Phi => (sum = 2.109532529499665e-6, max = 2.5214690386735717e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 164.0764549346931, max = 0.7828831229861776)
        :Cs => (sum = 467.329841239157, max = 2.7241311616750603)
        :Phi => (sum = 2.0976307860160195, max = 0.004377362657638747)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 1.7e-03  6.3e-04  3.3e-04 ...  6.4e-10  3.1e-10  1.2e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.87ms
 status: solution good enough given atol and rtol
, prepare = 0.003988933, precond = 0.019108402, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.00075025, :equations_time => 0.135851312, :linear_system_time => 0.000646566, :convergence_time => 0.000524409, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.158967626668661e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3033669740905117e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.942808127209252e-30, 8.546753480986922e-30, 2.3046595058574102e-29, 4.336886085968953e-29, 9.483941084581132e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.4396571747820952e-17], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.303366022022443e-6], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.5355907773452918e-11], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.301120366644428e-10], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.964162678904245e-31, 4.0429121392576855e-30, 1.0255191767873153e-29, 2.129924444096732e-29, 4.417621069237666e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.488525669795798e-21], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.974339007712299e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.68520794278038e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.2133787036761707, max = 0.0001621049129116284)
        :C => (sum = 6.32930843298485, max = 0.028237028351529973)
    }
    :NeAm =>     {
        :Cp => (sum = 9.64970614256776, max = 0.03167677278753113)
        :Cs => (sum = 6.558071743190491, max = 0.04714892239934542)
        :Phi => (sum = 3.447876975278467e-7, max = 2.3974673926309064e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.038144727321933865, max = 0.00015893712416568452)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0001589364443753864, max = 0.0001589364443753864)
    }
    :NeCc =>     {
        :Phi => (sum = 1.6299464118721186e-7, max = 1.8262723151171147e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 8.418659831677822, max = 0.0416481153486308)
        :Cs => (sum = 23.978371803315795, max = 0.14491930361989902)
        :Phi => (sum = 0.07628030714620318, max = 0.00015930089223471994)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 6.9e-05  2.4e-05  1.2e-05 ...  2.8e-11  9.9e-12  4.0e-12 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.55ms
 status: solution good enough given atol and rtol
, prepare = 0.003954488999999999, precond = 0.020620474000000003, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000773634, :equations_time => 0.118949874, :linear_system_time => 0.000625577, :convergence_time => 0.000426617, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0118132640644113e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.650310755395515e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.992712671826592e-30, 8.306517612347295e-30, 2.5172584643476937e-29, 3.9285504191599714e-29, 8.671779208252669e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.035079730909712e-20], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.650303418382573e-9], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.569466478778583e-14], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.390085451746371e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.1490519535654195e-31, 3.993608332681372e-30, 1.1044052673094165e-29, 2.0510383535746307e-29, 4.141519752410312e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.5293553894829284e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0885297535015316e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.707967514785196e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 2.9895e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 2.589452178458629e-5, max = 2.9008098336412436e-7), x = (sum = 1.2232524786144718, max = 0.005192976758515676), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 5.5446912449340705e-5, max = 3.285434999134376e-7), x = (sum = 2.4488247060689106, max = 0.005201165431877049), n = 480), :Cp => (dx = (sum = 495678.55138890614, max = 263.0812422486656), x = (sum = 1.2932746935885286e7, max = 29576.670342191228), n = 2400), :Cs => (dx = (sum = 99126.16075873596, max = 265.03212420045566), x = (sum = 2.352721892228087e6, max = 29576.670347680043), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 16.81178403255607, max = 0.0421928740780696), x = (sum = 242.81947581174555, max = 0.6144241856135801), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 9.479857288378321e-15, max = 3.3100933411677e-17), x = (sum = 1.337004096468286e-12, max = 2.251165171001784e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 55.38289690588404, max = 0.04504924522575471), x = (sum = 924.0439360907433, max = 1.353552742165513), n = 1440), :C => (dx = (sum = 2842.77424777934, max = 11.380290176643257), x = (sum = 1.4368619756256887e6, max = 2588.1216103951037), n = 1440), :Conductivity => (dx = (sum = 0.1404340013904882, max = 0.0011523533907353833), x = (sum = 283.0608812620814, max = 0.3060001770060624), n = 1440), :Diffusivity => (dx = (sum = 1.1531866995107303e-10, max = 5.849556759412523e-13), x = (sum = 5.946833108094992e-8, max = 8.974011188648242e-11), n = 1440), :DmuDc => (dx = (sum = 10.011604676766018, max = 0.3888322291028956), x = (sum = 4042.8134351465847, max = 41.76207221038444), n = 1440), :ChemCoef => (dx = (sum = 2.0586982139003784e-5, max = 1.0127073179415184e-7), x = (sum = 0.012013562219752118, max = 2.005064318231718e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 1.2920720669060855e-6, max = 7.088125502578973e-9), x = (sum = 0.0005984119351115554, max = 1.0387701956988292e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 21.622680525532452, max = 0.04519178824043779), x = (sum = 1395.5034825286775, max = 2.9124134819487386), n = 480), :Cp => (dx = (sum = 633819.8194897312, max = 337.3623584181478), x = (sum = 1.1283366276751879e8, max = 54974.86603701657), n = 2400), :Cs => (dx = (sum = 126972.44142029804, max = 355.19152439469326), x = (sum = 2.4524106102356892e7, max = 56486.02799693669), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.6285778139411606, max = 0.004553668339855932), x = (sum = 1756.3800183855576, max = 4.254457316097337), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 2.731113780032718e-15, max = 1.1383553754462735e-17), x = (sum = 1.208360765598724e-12, max = 2.0034797035403163e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 10.811836977419219, max = 0.0450493937759715), x = (sum = 696.2249066204271, max = 2.900970035960576), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.04504932926705019, max = 0.04504932926705019), x = (sum = 2.9008517953123816, max = 2.9008517953123816), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000127248)], :total_time => 0.616856281, :output_time => 7.3668e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 9.0e-8, :equations_time => 0.120076967, :linear_system_time => 0.000616541, :convergence_time => 0.000629825, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0118132640644113e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.650310755395515e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.5141343372222094e-17, 2.4586011352507337e-16, 6.673295239835062e-16, 1.3028341901209822e-15, 2.164318436354149e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.035079730909712e-20], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.650303418382573e-9], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.4176251032129274e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.390085451746371e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.095051903883746e-17, 2.175397016561073e-16, 5.93478837716222e-16, 1.1615106451291496e-15, 1.9617630940177443e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.5293553894829284e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0885297535015316e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.707967514785196e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 61.708011541632416, max = 0.04976125683198339)
        :C => (sum = 2731.405104557449, max = 12.336784214510041)
    }
    :NeAm =>     {
        :Cp => (sum = 495672.4406797821, max = 265.4377073820735)
        :Cs => (sum = 99132.16762719188, max = 266.914354484165)
        :Phi => (sum = 3.7332473917413384e-5, max = 2.3428892788200216e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 11.942716658264253, max = 0.049761380646565205)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.04976132652073811, max = 0.04976132652073811)
    }
    :NeCc =>     {
        :Phi => (sum = 1.6223343584470303e-5, max = 2.0436544814046448e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 633897.1422041863, max = 342.2075833461375)
        :Cs => (sum = 126995.68933271729, max = 356.3894247980499)
        :Phi => (sum = 23.88460131341975, max = 0.0498595365550668)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 45
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  1.3e-06  1.3e-06 ...  4.4e-13  2.7e-13  1.1e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 39.23ms
 status: solution good enough given atol and rtol
, prepare = 0.003819547, precond = 0.030661747000000003, precond_count = 45), :linear_iterations => 45…), OrderedCollections.OrderedDict(:secondary_time => 0.000777722, :equations_time => 0.134878446, :linear_system_time => 0.000649382, :convergence_time => 0.000575423, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3961368602324765e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.0001207385968169123], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.1613549593979584e-27, 4.2911568053694227e-26, 1.1675180840316236e-25, 2.2754653368054824e-25, 3.789553682327853e-25], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.475171805293292e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00012074512662096817], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [9.266640068663507e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.864013599464308e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.410642874515369e-27, 3.8013925123629575e-26, 1.0343396277838178e-25, 2.030322866203527e-25, 3.426654000099031e-25], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.0365107343604935e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.115691662085394e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.3314683517128287e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 8.345705144761862, max = 0.006273203712554426)
        :C => (sum = 169.0444241320713, max = 0.7767630750307106)
    }
    :NeAm =>     {
        :Cp => (sum = 327.34385044460737, max = 1.2088087230875741)
        :Cs => (sum = 222.46733955605958, max = 1.7992372376201202)
        :Phi => (sum = 1.1559282922002914e-5, max = 5.725186799177064e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 1.4913853002823456, max = 0.006214108858292763)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.006214105303246101, max = 0.006214105303246101)
    }
    :NeCc =>     {
        :Phi => (sum = 5.440393545410821e-6, max = 4.1466841898902885e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 224.72607816822247, max = 1.2355642282916846)
        :Cs => (sum = 640.073962790684, max = 4.299284856414636)
        :Phi => (sum = 2.982787214070615, max = 0.00622164693545806)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 2.4e-03  8.9e-04  4.2e-04 ...  9.1e-10  4.5e-10  2.0e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.96ms
 status: solution good enough given atol and rtol
, prepare = 0.003953145999999999, precond = 0.019224973000000003, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000768313, :equations_time => 0.120359986, :linear_system_time => 0.000641477, :convergence_time => 0.000553944, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2367059466659187e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.057880430926065e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.831580203749751e-30, 9.248315592947507e-30, 2.405717612132984e-29, 3.925456451025429e-29, 1.1685002158586237e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.1977609709172046e-17], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.057731410614458e-6], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.4178815254597644e-11], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.147294472162417e-10], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.964162678904245e-31, 4.092215945833999e-30, 1.1142660286246792e-29, 2.208810534618833e-29, 4.417621069237666e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.3800913238463057e-21], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.144780655675583e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.9792834865816076e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.4258821324249065, max = 0.0003227038847994946)
        :C => (sum = 14.427257378686791, max = 0.08905978047224063)
    }
    :NeAm =>     {
        :Cp => (sum = 23.83619968029723, max = 0.10394970781058616)
        :Cs => (sum = 16.199406000460606, max = 0.15472272822272992)
        :Phi => (sum = 1.0646282552643734e-6, max = 5.617546548877533e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.07599809042373408, max = 0.00031665897461878904)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.00031665870474990675, max = 0.00031665870474990675)
    }
    :NeCc =>     {
        :Phi => (sum = 5.040825894034615e-7, max = 3.5833543782480713e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 19.857387355311914, max = 0.1351016551267821)
        :Cs => (sum = 56.55862412391768, max = 0.47010141070319184)
        :Phi => (sum = 0.15199710449036588, max = 0.0003173243319150427)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 1.4e-04  5.2e-05  2.1e-05 ...  6.3e-11  2.2e-11  9.9e-12 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.99ms
 status: solution good enough given atol and rtol
, prepare = 0.003926151, precond = 0.019210768999999996, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000783343, :equations_time => 0.135265508, :linear_system_time => 0.000656916, :convergence_time => 0.000536221, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.9013382010632397e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.0840423636814265e-8], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9096146338107995e-30, 8.921180196519916e-30, 2.4856437048250543e-29, 4.4518448443494273e-29, 1.1936814790475884e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [9.430799920693931e-20], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.084002862781046e-8], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5999207149021576e-13], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.4972621467013214e-12], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.840903162463462e-31, 3.944304526105059e-30, 1.0846837446788912e-29, 2.0904813988356813e-29, 4.3781780239766155e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.0445418075587363e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.716242761035062e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.260614414723477e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.001217373162230565, max = 9.340758064895743e-7)
        :C => (sum = 0.06974998357189825, max = 0.00045481125891670183)
    }
    :NeAm =>     {
        :Cp => (sum = 0.10789278147832432, max = 0.0004605677183141587)
        :Cs => (sum = 0.07332540398961476, max = 0.0006855266400852382)
        :Phi => (sum = 4.97248587012994e-9, max = 2.3347752866499796e-11)
    }
    :PeCc =>     {
        :Phi => (sum = 0.00021714192698606317, max = 9.047594872316667e-7)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 9.047579919212044e-7, max = 9.047579919212044e-7)
    }
    :NeCc =>     {
        :Phi => (sum = 2.381267196802053e-9, max = 2.2137769877681978e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 0.0977330401343151, max = 0.0006645502414468653)
        :Cs => (sum = 0.2783672485373521, max = 0.0023123773396949336)
        :Phi => (sum = 0.0004342932138919381, max = 9.080762228159852e-7)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 27
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  1.6e-07  6.1e-08 ...  3.6e-13  1.8e-13  6.9e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.03ms
 status: solution good enough given atol and rtol
, prepare = 0.003933134, precond = 0.018477427, precond_count = 27), :linear_iterations => 27…), OrderedCollections.OrderedDict(:secondary_time => 0.000761332, :equations_time => 0.119768352, :linear_system_time => 0.000621551, :convergence_time => 0.000426156, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.849714487822286e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.83772701917162e-13], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7295422661049618e-30, 9.443797482302811e-30, 2.3513100912040446e-29, 4.1940031336727605e-29, 1.1962631279527287e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [8.147805079838586e-25], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.8025652585157426e-13], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.383499607364454e-18], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6414324530123446e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.025792437124636e-31, 4.141519752410312e-30, 1.1142660286246792e-29, 2.1693674893577825e-29, 4.1020767071492614e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.1326819248273055e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.936828746504406e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.291145547900669e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 2.9105e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.1288541140106606e-5, max = 1.6650409838999541e-7), x = (sum = 1.223260299999849, max = 0.005192968451415306), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 3.0404149362876602e-5, max = 1.9573446052249116e-7), x = (sum = 2.448842109863184, max = 0.005201231798394215), n = 480), :Cp => (dx = (sum = 495679.5731461655, max = 264.9378428643713), x = (sum = 1.2437067364078144e7, max = 29576.67035014431), n = 2400), :Cs => (dx = (sum = 99137.0149900083, max = 266.1703370047567), x = (sum = 2.2535848775073374e6, max = 29576.670355647515), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 21.26332079009701, max = 0.051977699499560104), x = (sum = 264.0827966018426, max = 0.6658348370613836), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 8.53676705284671e-15, max = 2.7749494246901315e-17), x = (sum = 1.3369967223290932e-12, max = 2.2658419293953845e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 69.62661209450889, max = 0.055657801170382104), x = (sum = 993.6705481852512, max = 1.409210543335895), n = 1440), :C => (dx = (sum = 2590.7036009788103, max = 12.47321172875104), x = (sum = 1.4368820207601446e6, max = 2577.8247863123697), n = 1440), :Conductivity => (dx = (sum = 0.12901698105104936, max = 0.001284941289920627), x = (sum = 283.0296388345632, max = 0.3059990372765884), n = 1440), :Diffusivity => (dx = (sum = 1.0568364396264889e-10, max = 6.307037175070752e-13), x = (sum = 5.9468750113588714e-8, max = 8.978003720242618e-11), n = 1440), :DmuDc => (dx = (sum = 9.24497729180624, max = 0.37800161475070837), x = (sum = 4045.7046861510225, max = 42.14007382513515), n = 1440), :ChemCoef => (dx = (sum = 1.8868298359711845e-5, max = 1.0941919109680741e-7), x = (sum = 0.0120138862512331, max = 2.0070862280615853e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 1.165907720747068e-6, max = 7.763426646810927e-9), x = (sum = 0.0005984119351116391, max = 1.0401274653025123e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 26.7149571297861, max = 0.05573621494255221), x = (sum = 1368.7885253988916, max = 2.856853190051764), n = 480), :Cp => (dx = (sum = 633897.0590090675, max = 341.8593000840119), x = (sum = 1.1346755982652795e8, max = 55316.69854891399), n = 2400), :Cs => (dx = (sum = 126995.4526660116, max = 355.17753414422623), x = (sum = 2.465110155502285e7, max = 56841.205531080916), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.6288614722908816, max = 0.004553475166837018), x = (sum = 1754.7511569132648, max = 4.254457310808791), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 3.285943578758088e-15, max = 1.1593216910861784e-17), x = (sum = 1.2084449192966992e-12, max = 2.012275132131699e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 13.357886726195883, max = 0.05565792171089745), x = (sum = 682.8670198942317, max = 2.845312115784852), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.05565786836124209, max = 0.05565786836124209), x = (sum = 2.8451939269511395, max = 2.8451939269511395), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000124873)], :total_time => 0.76673295, :output_time => 8.0831e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 8.0e-8, :equations_time => 0.13530415, :linear_system_time => 0.000627762, :convergence_time => 0.000620068, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.849714487822286e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.83772701917162e-13], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.52306402064531e-17, 2.4678793536825407e-16, 6.711936169678377e-16, 1.3126297368528397e-15, 2.179592330103361e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [8.147805079838586e-25], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.8025652585157426e-13], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5526853293563196e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.6414324530123446e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.10114773484296e-17, 2.1785548242712309e-16, 5.945727771660288e-16, 1.1688353951901176e-15, 1.987912822865388e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.1326819248273055e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.936828746504406e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.291145547900669e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 78.40688496488136, max = 0.062191163238904446)
        :C => (sum = 2005.5900093094735, max = 13.68945569749919)
    }
    :NeAm =>     {
        :Cp => (sum = 495690.5723167949, max = 265.40755115252813)
        :Cs => (sum = 99144.12621142827, max = 265.9699942542183)
        :Phi => (sum = 1.6714495097274148e-5, max = 1.0365752992117471e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 14.925889014238157, max = 0.06219124364598284)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.06219120884745375, max = 0.06219120884745375)
    }
    :NeCc =>     {
        :Phi => (sum = 6.048027865448816e-6, max = 8.368784318006458e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 633957.6822549271, max = 344.03222089672084)
        :Cs => (sum = 126979.87372957311, max = 352.263384297622)
        :Phi => (sum = 29.851245073958573, max = 0.06223319594296979)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 46
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  1.3e-06  1.3e-06 ...  4.0e-13  1.6e-13  4.6e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 40.25ms
 status: solution good enough given atol and rtol
, prepare = 0.003805495, precond = 0.031411514, precond_count = 46), :linear_iterations => 46…), OrderedCollections.OrderedDict(:secondary_time => 0.000770027, :equations_time => 0.120743994, :linear_system_time => 0.00061117, :convergence_time => 0.000582417, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.8615283626947106e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00016181930118786166], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.6153714297388608e-26, 1.1382469071053322e-25, 3.085532795311098e-25, 6.048697487004313e-25, 1.000707923596304e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [7.638056324878496e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.0001618208806102668], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.2420749800355687e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.93753861075847e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.4253564080864962e-26, 9.987274882937467e-26, 2.7277646532707387e-25, 5.365847654531427e-25, 9.162990178767506e-25], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.072346747895943e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1766217390869975e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.9570790260891044e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 11.580184581093695, max = 0.008826274610277697)
        :C => (sum = 400.09528994684325, max = 1.4377275074416922)
    }
    :NeAm =>     {
        :Cp => (sum = 628.3240441960363, max = 1.8104726442609396)
        :Cs => (sum = 427.01757101385306, max = 2.6947768164305614)
        :Phi => (sum = 1.6217188179997078e-5, max = 7.827241185069725e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 2.067760413888478, max = 0.008615688566560328)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.008615666880411073, max = 0.008615666880411073)
    }
    :NeCc =>     {
        :Phi => (sum = 7.559806752947549e-6, max = 7.339839415696994e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 553.4623777077755, max = 2.2171311123565585)
        :Cs => (sum = 1576.3943742584843, max = 7.714756924782891)
        :Phi => (sum = 4.1357023861574085, max = 0.008641708760519121)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 29
 solved: true
 inconsistent: false
 residuals: [ 3.2e-03  1.2e-03  5.3e-04 ...  7.4e-10  3.3e-10  1.7e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.17ms
 status: solution good enough given atol and rtol
, prepare = 0.003962829, precond = 0.020121178, precond_count = 29), :linear_iterations => 29…), OrderedCollections.OrderedDict(:secondary_time => 0.000796507, :equations_time => 0.135858765, :linear_system_time => 0.000641988, :convergence_time => 0.000523268, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.9150501847444166e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.3609708271346884e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.766187648439443e-30, 7.741422865475862e-30, 2.2262569772709125e-29, 4.09137991426829e-29, 9.318188331329875e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.599725635732629e-17], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.3609342804070542e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.0447590696771457e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.7290111703482935e-9], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.902532920683853e-31, 3.9689564293932156e-30, 1.1044052673094165e-29, 2.1496459667272572e-29, 4.4570641144987167e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.1301630737539694e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.5603221019102236e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.081734950034388e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.8026086259287961, max = 0.0006224756991136981)
        :C => (sum = 45.23892567916171, max = 0.19533571798407096)
    }
    :NeAm =>     {
        :Cp => (sum = 69.45968814779732, max = 0.20491140080758097)
        :Cs => (sum = 47.20575024813111, max = 0.30499798070238476)
        :Phi => (sum = 1.8934388792250093e-6, max = 9.183780069889085e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.14310341081701938, max = 0.0005962664851162856)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0005962640435080312, max = 0.0005962640435080312)
    }
    :NeCc =>     {
        :Phi => (sum = 8.859802413231113e-7, max = 8.22563849966434e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 63.30414460612979, max = 0.28932953467494466)
        :Cs => (sum = 180.30545792351953, max = 1.006754671385764)
        :Phi => (sum = 0.28622696934875214, max = 0.0005992683282473595)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 2.6e-04  1.0e-04  3.6e-05 ...  9.0e-11  4.4e-11  2.2e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.92ms
 status: solution good enough given atol and rtol
, prepare = 0.003976255, precond = 0.019133216, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000763296, :equations_time => 0.119201343, :linear_system_time => 0.000629636, :convergence_time => 0.000550227, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.273293309579567e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.813259008098566e-8], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.672483582236952e-30, 8.230432041900986e-30, 2.4189181656634103e-29, 3.945356544178282e-29, 1.0588879527916218e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.9520006941723826e-19], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.812959321922084e-8], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.998506590311042e-13], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.996464925145159e-11], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.964162678904245e-31, 4.067564042545842e-30, 1.1241267899399418e-29, 2.0904813988356813e-29, 4.1809627976713626e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.9022720176725713e-22], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.3904527714961946e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [9.671707879022051e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.0044058846438234794, max = 3.519752102139738e-6)
        :C => (sum = 0.4188629644539021, max = 0.0018354842905197633)
    }
    :NeAm =>     {
        :Cp => (sum = 0.6405263469665875, max = 0.0017215084318748968)
        :Cs => (sum = 0.43531043069810654, max = 0.00256235911421146)
        :Phi => (sum = 1.5874781140465553e-8, max = 9.226675842789613e-11)
    }
    :PeCc =>     {
        :Phi => (sum = 0.0007846893797731361, max = 3.2695615482326303e-6)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 3.269537375231717e-6, max = 3.269537375231717e-6)
    }
    :NeCc =>     {
        :Phi => (sum = 7.45247292616871e-9, max = 8.666629554260374e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 0.5869402686056076, max = 0.0026014942814083166)
        :Cs => (sum = 1.6717473173652841, max = 0.009052192068832773)
        :Phi => (sum = 0.0015695892526675949, max = 3.298368187350122e-6)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 28
 solved: true
 inconsistent: false
 residuals: [ 1.9e-06  6.0e-07  2.0e-07 ...  1.1e-12  2.8e-13  1.3e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 23.92ms
 status: solution good enough given atol and rtol
, prepare = 0.003924248, precond = 0.019114197, precond_count = 28), :linear_iterations => 28…), OrderedCollections.OrderedDict(:secondary_time => 0.000747165, :equations_time => 0.12017431, :linear_system_time => 0.000619797, :convergence_time => 0.00043413, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.203896257455638e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.560111844740476e-12], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7538829572637382e-30, 7.644834469499304e-30, 2.3624804848814906e-29, 4.381306340056089e-29, 9.094833952177873e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.3930672219001522e-23], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.559827892191502e-12], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9659705111708004e-17], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.1663240320525523e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.025792437124636e-31, 4.0429121392576855e-30, 1.00579765415679e-29, 2.129924444096732e-29, 4.1809627976713626e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.5243960458442476e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.055113841593342e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.602252161120759e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 3.0938e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 4.972251474504204e-6, max = 5.394868879578241e-8), x = (sum = 1.2232651723060786, max = 0.005193022400104102), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.336417159508111e-5, max = 9.491782258525677e-8), x = (sum = 2.448854993589561, max = 0.0052013267162168), n = 480), :Cp => (dx = (sum = 495695.7705957428, max = 264.18171443590927), x = (sum = 1.1941371594821993e7, max = 29576.67035808883), n = 2400), :Cs => (dx = (sum = 99147.65892359699, max = 264.1454118546367), x = (sum = 2.1544372188519174e6, max = 29576.670363593137), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 27.388033615188043, max = 0.06529191119844058), x = (sum = 291.4708302170311, max = 0.7304851728245929), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 5.520948285111735e-15, max = 1.8271586392256578e-17), x = (sum = 1.3370351392164246e-12, max = 2.271180268066836e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 89.18004633352561, max = 0.07020730970011324), x = (sum = 1082.8505945187774, max = 1.4794178530360083), n = 1440), :C => (dx = (sum = 1672.2777774016465, max = 13.873690713149017), x = (sum = 1.4369463467011503e6, max = 2571.0964759169483), n = 1440), :Conductivity => (dx = (sum = 0.0857163338933647, max = 0.0014541806741861785), x = (sum = 283.00625516590554, max = 0.30599926693798074), n = 1440), :Diffusivity => (dx = (sum = 6.877877829631504e-11, max = 6.885339672669251e-13), x = (sum = 5.946475472094235e-8, max = 8.981871227722069e-11), n = 1440), :DmuDc => (dx = (sum = 6.697574746160938, max = 0.37265757155616086), x = (sum = 4048.2178950885695, max = 42.51273139669131), n = 1440), :ChemCoef => (dx = (sum = 1.2292503190259693e-5, max = 1.1974504280423027e-7), x = (sum = 0.012013396981306152, max = 2.0090531746504385e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 7.427916599257034e-7, max = 8.627746719925351e-9), x = (sum = 0.0005984119351113772, max = 1.040458043852105e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 33.6991509015146, max = 0.07022732763707129), x = (sum = 1335.0893744973794, max = 2.786683835061121), n = 480), :Cp => (dx = (sum = 633946.3975954638, max = 342.7627780765397), x = (sum = 1.1410150622412357e8, max = 55659.433233747746), n = 2400), :Cs => (dx = (sum = 126947.73153039839, max = 347.8462147786704), x = (sum = 2.477804928655327e7, max = 57189.051745859586), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.628241959021719, max = 0.0044594746710817645), x = (sum = 1753.1229149542446, max = 4.254457305277517), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 3.0295796062193367e-15, max = 8.84361082255582e-18), x = (sum = 1.2085344261559207e-12, max = 2.0203596219763297e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 16.849761327929848, max = 0.07020736626681678), x = (sum = 666.0172585663016, max = 2.7751047516245904), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.07020734214698177, max = 0.07020734214698177), x = (sum = 2.7749865848041577, max = 2.7749865848041577), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000133278)], :total_time => 0.770686367, :output_time => 8.1352e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 9.0e-8, :equations_time => 0.135160231, :linear_system_time => 0.000662738, :convergence_time => 0.000633654, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.203896257455638e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.560111844740476e-12], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.53433312796322e-17, 2.476222148332689e-16, 6.7336562854531735e-16, 1.3148490934086175e-15, 2.173371807940763e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.3930672219001522e-23], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.559827892191502e-12], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7255493440237553e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.1663240320525523e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.106970132748803e-17, 2.1822828075220482e-16, 5.960530498136934e-16, 1.1750085900829436e-15, 1.9931665500159025e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.5243960458442476e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.055113841593342e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.602252161120759e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 101.06017622249794, max = 0.07904513444792398)
        :C => (sum = 943.8800730821453, max = 15.439944418131564)
    }
    :NeAm =>     {
        :Cp => (sum = 495715.5052733226, max = 262.99143279740554)
        :Cs => (sum = 99153.1547065846, max = 262.17803676187907)
        :Phi => (sum = 1.6303305752599152e-5, max = 1.0201819119125842e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 18.970834888596922, max = 0.07904515211414001)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.07904514624356726, max = 0.07904514624356726)
    }
    :NeCc =>     {
        :Phi => (sum = 7.40091450569615e-6, max = 6.229780338400749e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 633975.8046592342, max = 341.836202579822)
        :Cs => (sum = 126903.36824739046, max = 342.18328211815134)
        :Phi => (sum = 37.94158915895318, max = 0.07905433687890848)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 46
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  1.3e-06  1.3e-06 ...  6.3e-13  2.8e-13  9.2e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 40.27ms
 status: solution good enough given atol and rtol
, prepare = 0.0037926419999999997, precond = 0.03141678999999999, precond_count = 46), :linear_iterations => 46…), OrderedCollections.OrderedDict(:secondary_time => 0.000776129, :equations_time => 0.120143953, :linear_system_time => 0.00061572, :convergence_time => 0.000581766, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0742182291574466e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00020795508674308983], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [8.135120689520698e-26, 5.700650576506605e-25, 1.5499491734128127e-24, 3.026301568673031e-24, 5.0036934458580385e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [9.96615622308005e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00020795545213787804], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5962049266075141e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.907670808336619e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.172987719063055e-26, 5.025981724658927e-25, 1.3747280793984136e-24, 2.7062082401746694e-24, 4.596105582209351e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.783097705651192e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0422681815455224e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.042011087472929e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 15.890758072533439, max = 0.012146225040082297)
        :C => (sum = 553.2372606011255, max = 1.9051932178954971)
    }
    :NeAm =>     {
        :Cp => (sum = 852.5572276546241, max = 2.2079091851907306)
        :Cs => (sum = 579.4095615720794, max = 3.286336428754302)
        :Phi => (sum = 1.9003439651914742e-5, max = 1.00580473714249e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 2.836632079434029, max = 0.011819332472947006)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.011819297813159508, max = 0.011819297813159508)
    }
    :NeCc =>     {
        :Phi => (sum = 8.797449175811831e-6, max = 9.340712578134205e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 779.9507690030186, max = 2.9064923906758384)
        :Cs => (sum = 2221.488528313118, max = 10.113466031210333)
        :Phi => (sum = 5.67356412685945, max = 0.011859013519854814)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 29
 solved: true
 inconsistent: false
 residuals: [ 4.1e-03  1.6e-03  6.4e-04 ...  1.3e-09  5.6e-10  3.0e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 24.79ms
 status: solution good enough given atol and rtol
, prepare = 0.0039444449999999995, precond = 0.019818457000000005, precond_count = 29), :linear_iterations => 29…), OrderedCollections.OrderedDict(:secondary_time => 0.000765429, :equations_time => 0.135885306, :linear_system_time => 0.000645475, :convergence_time => 0.000549085, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.47759810856961e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.477947131088393e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7794924770247922e-30, 8.231763688921371e-30, 2.384448725162765e-29, 4.425244285284599e-29, 1.0829797541805099e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.2404927952498528e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.4778984558606666e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9021669118772347e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0679965154749994e-9], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.210681711785811e-31, 4.2401273655629385e-30, 1.0945445059941539e-29, 2.0904813988356813e-29, 4.259848888193464e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.001011303819294e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.9660229844755137e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.4538370507466425e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 1.4634325441633549, max = 0.001139656418086084)
        :C => (sum = 83.12282994175892, max = 0.3356622810970818)
    }
    :NeAm =>     {
        :Cp => (sum = 128.180077823395, max = 0.33077523679449994)
        :Cs => (sum = 87.1129269633787, max = 0.49233853700224917)
        :Phi => (sum = 2.8384913689740464e-6, max = 1.5009220740949753e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.26089044339068634, max = 0.0010870483804279278)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0010870431341332587, max = 0.0010870431341332587)
    }
    :NeCc =>     {
        :Phi => (sum = 1.3170621001149072e-6, max = 1.3869972832306468e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 117.61569995515812, max = 0.48535883081491193)
        :Cs => (sum = 334.99785474449914, max = 1.688860664579091)
        :Phi => (sum = 0.5218260782820283, max = 0.0010931309807757578)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 29
 solved: true
 inconsistent: false
 residuals: [ 4.8e-04  1.9e-04  6.0e-05 ...  1.0e-10  5.2e-11  2.5e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 24.76ms
 status: solution good enough given atol and rtol
, prepare = 0.003963851, precond = 0.019822891999999998, precond_count = 29), :linear_iterations => 29…), OrderedCollections.OrderedDict(:secondary_time => 0.000757474, :equations_time => 0.138537317, :linear_system_time => 0.00064823, :convergence_time => 0.000543144, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.698440113192314e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.634721657764419e-7], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.887548504200726e-30, 8.413544912437934e-30, 2.2592504870480692e-29, 4.3297794044741643e-29, 1.0009643331273106e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.4105442121441605e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.6346400617432465e-7], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.0226506849533775e-12], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.296483226984119e-11], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.025792437124636e-31, 4.0429121392576855e-30, 1.0846837446788912e-29, 2.129924444096732e-29, 4.417621069237666e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [5.4273111721489565e-22], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.423105022545142e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.948197241892103e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.014941494297787163, max = 1.2049357155741653e-5)
        :C => (sum = 1.4586804926198027, max = 0.005782285580062875)
    }
    :NeAm =>     {
        :Cp => (sum = 2.244620563605558, max = 0.0052495687666157)
        :Cs => (sum = 1.5254747113565263, max = 0.007813659303864386)
        :Phi => (sum = 4.2686637377502895e-8, max = 2.558505007703763e-10)
    }
    :PeCc =>     {
        :Phi => (sum = 0.0026602307105508555, max = 1.1084386464819864e-5)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 1.1084287253313295e-5, max = 1.1084287253313295e-5)
    }
    :NeCc =>     {
        :Phi => (sum = 1.95510782988806e-8, max = 2.3666371462713877e-10)
    }
    :PeAm =>     {
        :Cp => (sum = 2.0593311235139513, max = 0.008107782169534762)
        :Cs => (sum = 5.865471266230409, max = 0.028211940358346777)
        :Phi => (sum = 0.005321337284572215, max = 1.1196067108821051e-5)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 29
 solved: true
 inconsistent: false
 residuals: [ 5.1e-06  2.1e-06  6.1e-07 ...  1.1e-12  5.3e-13  2.4e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 24.82ms
 status: solution good enough given atol and rtol
, prepare = 0.003909689, precond = 0.019817183000000002, precond_count = 29), :linear_iterations => 29…), OrderedCollections.OrderedDict(:secondary_time => 0.00075515, :equations_time => 0.135347932, :linear_system_time => 0.00064805, :convergence_time => 0.000445743, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.4260289982594727e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.002679268421238e-11], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.6970402504625537e-30, 8.603730914685404e-30, 2.173055645201284e-29, 4.704815742544691e-29, 1.2182970605007e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.81235420042902e-22], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0017778193669464e-11], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.3051158998894104e-16], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.027081097789705e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.025792437124636e-31, 4.092215945833999e-30, 1.0748229833636286e-29, 2.129924444096732e-29, 3.9837475713661096e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.839559678827848e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.402943788862172e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.209099652679015e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 3.1108e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 1.4858810350570038e-5, max = 1.18855678556129e-7), x = (sum = 1.223265945935408, max = 0.005193114986875025), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 3.2193730460062034e-5, max = 1.7311615024915433e-7), x = (sum = 2.4488605568957262, max = 0.005201419323827014), n = 480), :Cp => (dx = (sum = 495718.8135292888, max = 262.37522279281393), x = (sum = 1.1445652782630075e7, max = 29576.67036600415), n = 2400), :Cs => (dx = (sum = 99155.40249495034, max = 259.83020027257294), x = (sum = 2.0552818166233187e6, max = 29576.67037149673), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 35.63344909119481, max = 0.08339050565400408), x = (sum = 327.10427930822544, max = 0.8132456548651086), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 4.347162236006959e-15, max = 1.5526750727800183e-17), x = (sum = 1.337096788553154e-12, max = 2.2635100089054255e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 115.47255872708135, max = 0.08976633158611391), x = (sum = 1198.3231398714288, max = 1.5691841777688236), n = 1440), :C => (dx = (sum = 821.5218208579525, max = 15.685503327063088), x = (sum = 1.4370644334556954e6, max = 2569.6936220892403), n = 1440), :Conductivity => (dx = (sum = 0.04515915467234821, max = 0.0016735731114184138), x = (sum = 282.99424915490454, max = 0.3059992322040709), n = 1440), :Diffusivity => (dx = (sum = 3.386283453421731e-11, max = 7.620371528017389e-13), x = (sum = 5.945520713497752e-8, max = 8.985675706480231e-11), n = 1440), :DmuDc => (dx = (sum = 4.280080154395812, max = 0.3729841420598561), x = (sum = 4050.2574300676188, max = 42.885715538751164), n = 1440), :ChemCoef => (dx = (sum = 6.076069895376768e-6, max = 1.329168392575783e-7), x = (sum = 0.012011876319731957, max = 2.010996191881034e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 3.650383742564517e-7, max = 9.74679935101842e-9), x = (sum = 0.0005984119351111369, max = 1.03957956819668e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 43.088005870246, max = 0.08979563946954272), x = (sum = 1292.0013686271311, max = 2.6968882113051604), n = 480), :Cp => (dx = (sum = 633957.3173283171, max = 339.99121354452654), x = (sum = 1.1473546354145159e8, max = 55999.415254659725), n = 2400), :Cs => (dx = (sum = 126850.70800831297, max = 336.14115802154265), x = (sum = 2.490489999456162e7, max = 57524.815179077166), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.6269926376880504, max = 0.004309413781879101), x = (sum = 1751.495922316557, max = 4.254457299492042), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 2.0743860346468748e-15, max = 5.2776703139827966e-18), x = (sum = 1.2086039376679061e-12, max = 2.0253831817673115e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 21.543916293929698, max = 0.08976633763902564), x = (sum = 644.4733422723723, max = 2.6853384502501125), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.08976631663534018, max = 0.08976631663534018), x = (sum = 2.6852202681688175, max = 2.6852202681688175), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000131356)], :total_time => 0.805934862, :output_time => 8.061e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 7.0e-8, :equations_time => 0.119778872, :linear_system_time => 0.000649573, :convergence_time => 0.00061619, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.4260289982594727e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.002679268421238e-11], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.537244151940383e-17, 2.476636355887771e-16, 6.72322833919901e-16, 1.3081510978773435e-15, 2.1485668874601577e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.81235420042902e-22], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0017778193669464e-11], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.949359870257459e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.027081097789705e-14], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.112819740078459e-17, 2.1864121319384443e-16, 5.975225178958278e-16, 1.1780912532768548e-15, 1.977049894212733e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.839559678827848e-25], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.402943788862172e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.209099652679015e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 131.3163488396933, max = 0.10155515431455947)
        :C => (sum = 1235.5314295400185, max = 17.71719315318475)
    }
    :NeAm =>     {
        :Cp => (sum = 495740.0680818153, max = 261.6970238217577)
        :Cs => (sum = 99158.50985861904, max = 256.8483133639623)
        :Phi => (sum = 3.323653000989713e-5, max = 1.7000355100914095e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 24.373229482686053, max = 0.10155516063671594)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.10155511999777739, max = 0.10155511999777739)
    }
    :NeCc =>     {
        :Phi => (sum = 1.5337436889550737e-5, max = 1.3939418757948253e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 633951.9592714391, max = 336.45049122814095)
        :Cs => (sum = 126795.97446572478, max = 330.6837580000196)
        :Phi => (sum = 48.74682612572152, max = 0.10160463920903882)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 47
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  1.3e-06  1.3e-06 ...  4.5e-13  1.5e-13  6.1e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 41.33ms
 status: solution good enough given atol and rtol
, prepare = 0.0038399899999999997, precond = 0.032159485, precond_count = 47), :linear_iterations => 47…), OrderedCollections.OrderedDict(:secondary_time => 0.000799543, :equations_time => 0.13548096, :linear_system_time => 0.000644934, :convergence_time => 0.000543635, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0302462752582193e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.0002603256753586345], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.885836990778956e-26, 2.7159342048827524e-25, 7.381044112877341e-25, 1.4376406240583077e-24, 2.3574169408052725e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.2454706508303881e-15], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00026033193721053394], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.998079850327462e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.924357942100171e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.41696148802371e-26, 2.3997908015444454e-25, 6.55522211601833e-25, 1.2932605401715898e-24, 2.169251526804715e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.4188310970037744e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1448819257269556e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.525579993559404e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 21.785320935294543, max = 0.0165898717160343)
        :C => (sum = 629.1568853026346, max = 2.1785013178725756)
    }
    :NeAm =>     {
        :Cp => (sum = 976.4210873618854, max = 2.4079142190063663)
        :Cs => (sum = 663.5890233584764, max = 3.5840318888023366)
        :Phi => (sum = 2.032261754990098e-5, max = 1.1249383305108009e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 3.8888163647688874, max = 0.01620343978963564)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.016203398478352483, max = 0.016203398478352483)
    }
    :NeCc =>     {
        :Phi => (sum = 9.381327980809416e-6, max = 1.0350674758362268e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 895.9724378339406, max = 3.300488047608691)
        :Cs => (sum = 2551.9450208959965, max = 11.484420156821498)
        :Phi => (sum = 7.7779930447181505, max = 0.016250180674264165)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 29
 solved: true
 inconsistent: false
 residuals: [ 5.2e-03  2.0e-03  7.8e-04 ...  1.5e-09  7.2e-10  4.1e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 24.90ms
 status: solution good enough given atol and rtol
, prepare = 0.003924927999999999, precond = 0.019864633999999996, precond_count = 29), :linear_iterations => 29…), OrderedCollections.OrderedDict(:secondary_time => 0.000787881, :equations_time => 0.120024069, :linear_system_time => 0.000634414, :convergence_time => 0.000529769, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1534215906917074e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.3968176664610156e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.874558208148956e-30, 9.455160468974696e-30, 2.666825218160197e-29, 4.6690704827768636e-29, 9.983630337182065e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.2122152689173795e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.396768789234834e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.3750547673976526e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.089726554374479e-9], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.025792437124636e-31, 3.993608332681372e-30, 1.0846837446788912e-29, 2.1693674893577825e-29, 4.1809627976713626e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.649718872136578e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.341422341769651e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.006306563222097e-14], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 2.6224845308020575, max = 0.0020284233596972773)
        :C => (sum = 122.76399745392945, max = 0.4964188102550789)
    }
    :NeAm =>     {
        :Cp => (sum = 190.97538727893524, max = 0.4722749563694525)
        :Cs => (sum = 129.7894746697939, max = 0.7029521415662414)
        :Phi => (sum = 3.94324114024194e-6, max = 2.1698524910138455e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.4676356320473305, max = 0.0019484893151628113)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.0019484812061773267, max = 0.0019484812061773267)
    }
    :NeCc =>     {
        :Phi => (sum = 1.8240580020245925e-6, max = 1.981730354411475e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 175.14365779611555, max = 0.7100867927530834)
        :Cs => (sum = 498.8513409011945, max = 2.4708268946291336)
        :Phi => (sum = 0.9353416431414691, max = 0.0019577832480552502)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 29
 solved: true
 inconsistent: false
 residuals: [ 8.6e-04  3.5e-04  9.8e-05 ...  2.9e-10  1.6e-10  7.3e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 24.89ms
 status: solution good enough given atol and rtol
, prepare = 0.003935879, precond = 0.019908030999999996, precond_count = 29), :linear_iterations => 29…), OrderedCollections.OrderedDict(:secondary_time => 0.00076602, :equations_time => 0.122372134, :linear_system_time => 0.000617653, :convergence_time => 0.000559454, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.8207648622636675e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.403579667562791e-7], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.665092655628685e-30, 7.93666100432258e-30, 1.7914108183620096e-29, 3.429003966788271e-29, 9.311023871936755e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.5559783128893654e-18], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.403453023228665e-7], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.450936648743397e-12], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.786685274555999e-10], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.179866832675615e-31, 4.141519752410312e-30, 1.0945445059941539e-29, 2.129924444096732e-29, 4.259848888193464e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.1808287683771066e-21], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.529189410637727e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.850631173449528e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.0490177038691728, max = 3.9146389992467174e-5)
        :C => (sum = 4.046903811203406, max = 0.0158610695819223)
    }
    :NeAm =>     {
        :Cp => (sum = 6.283366322667813, max = 0.014164135486830643)
        :Cs => (sum = 4.270261345157484, max = 0.021082441996126522)
        :Phi => (sum = 1.127085736826242e-7, max = 6.91445536633349e-10)
    }
    :PeCc =>     {
        :Phi => (sum = 0.008730500598436377, max = 3.6377353009590696e-5)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 3.637706430578472e-5, max = 3.637706430578472e-5)
    }
    :NeCc =>     {
        :Phi => (sum = 4.951579306124992e-8, max = 6.330160506450741e-10)
    }
    :PeAm =>     {
        :Cp => (sum = 5.762517902389396, max = 0.022176192296773048)
        :Cs => (sum = 16.413039551423335, max = 0.0771645563657256)
        :Phi => (sum = 0.01746356876501963, max = 3.6699291613853e-5)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 29
 solved: true
 inconsistent: false
 residuals: [ 1.6e-05  6.7e-06  1.8e-06 ...  6.7e-12  3.2e-12  1.3e-12 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.19ms
 status: solution good enough given atol and rtol
, prepare = 0.020224353, precond = 0.020114919999999998, precond_count = 29), :linear_iterations => 29…), OrderedCollections.OrderedDict(:secondary_time => 0.000779295, :equations_time => 0.119626076, :linear_system_time => 0.000646638, :convergence_time => 0.000422769, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0445727514614995e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.173195365323289e-10], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9195589530848752e-30, 7.212222455741321e-30, 2.1206799803636731e-29, 4.176186778229904e-29, 1.0389968345381372e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.9744297305183124e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1725247515851374e-10], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.4357862293008377e-15], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.2369611588426985e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.8717180415736575e-31, 3.993608332681372e-30, 1.0748229833636286e-29, 1.8932661725304283e-29, 4.141519752410312e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.5623417838033822e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.225594739993294e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.197753256107717e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 2.9264e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 2.2841687811666136e-5, max = 2.2245061556853962e-7), x = (sum = 1.2232629670458752, max = 0.005193227203433168), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 4.944262347363927e-5, max = 2.409962217017961e-7), x = (sum = 2.448858870799777, max = 0.005201493743457903), n = 480), :Cp => (dx = (sum = 495742.17428600375, max = 261.4464811807461), x = (sum = 1.0949910609676672e7, max = 29576.67037387642), n = 2400), :Cs => (dx = (sum = 99159.94152453131, max = 254.44468248614749), x = (sum = 1.956121875362898e6, max = 29576.670379347248), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 46.59683317327001, max = 0.10829665599188387), x = (sum = 373.70111248149556, max = 0.920541606003369), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 5.981177540060753e-15, max = 2.8615668766762555e-17), x = (sum = 1.337162111414858e-12, max = 2.2436383366151432e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 150.43016753293534, max = 0.11577372743048331), x = (sum = 1348.753280635191, max = 1.684957881076662), n = 1440), :C => (dx = (sum = 1714.1180896254557, max = 18.041977302745863), x = (sum = 1.4372304714546541e6, max = 2574.1177265997153), n = 1440), :Conductivity => (dx = (sum = 0.09370026032440514, max = 0.0019611767670839053), x = (sum = 282.9917966893334, max = 0.3059988740274289), n = 1440), :Diffusivity => (dx = (sum = 6.926532228876879e-11, max = 8.553611997794223e-13), x = (sum = 5.944116657915881e-8, max = 8.989467797500896e-11), n = 1440), :DmuDc => (dx = (sum = 6.928396188072831, max = 0.3782521283914022), x = (sum = 4051.9201119502477, max = 43.263967667142566), n = 1440), :ChemCoef => (dx = (sum = 1.2453535397948357e-5, max = 1.4972900829174505e-7), x = (sum = 0.012009507985180969, max = 2.012941008189109e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 7.877846640777815e-7, max = 1.1211086376940648e-8), x = (sum = 0.0005984119351090463, max = 1.037624826952319e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 55.572013958533155, max = 0.11586033734363399), x = (sum = 1236.429354668599, max = 2.5810279212218443), n = 480), :Cp => (dx = (sum = 633930.7630745757, max = 334.4982039611641), x = (sum = 1.1536939430452597e8, max = 56333.82308303891), n = 2400), :Cs => (dx = (sum = 126735.60443146147, max = 324.17026896022435), x = (sum = 2.503163559899304e7, max = 57847.06474472665), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.625512590897749, max = 0.004155935976969616), x = (sum = 1749.870409725658, max = 4.254457293443256), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 8.006301170038923e-16, max = 7.293991463513721e-18), x = (sum = 1.2086350476651367e-12, max = 2.025949025549969e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 27.785679714809184, max = 0.11577373375817945), x = (sum = 616.6876625575629, max = 2.569564838938245), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.11577366020564694, max = 0.11577366020564694), x = (sum = 2.5694466079631706, max = 2.5694466079631706), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000128189)], :total_time => 0.776186345, :output_time => 8.031e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 9.0e-8, :equations_time => 0.120376166, :linear_system_time => 0.000617292, :convergence_time => 0.000619357, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0445727514614995e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.173195365323289e-10], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.5260156944378266e-17, 2.4660299233389686e-16, 6.678049598432204e-16, 1.2939702274936477e-15, 2.11227928616891e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.9744297305183124e-21], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1725247515851374e-10], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.242217275868868e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.2369611588426985e-13], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.1186629021830946e-17, 2.1904941497151106e-16, 5.985891187219507e-16, 1.1771238628346762e-15, 1.9451080275318835e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.5623417838033822e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.225594739993294e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.197753256107717e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 171.40547227159362, max = 0.13138510897036007)
        :C => (sum = 2311.6445927430586, max = 20.6869575498371)
    }
    :NeAm =>     {
        :Cp => (sum = 495760.7229071338, max = 259.7375085918855)
        :Cs => (sum = 99161.0659255217, max = 251.19736838778275)
        :Phi => (sum = 4.330382209170217e-5, max = 2.1880979014218622e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 31.53241067007578, max = 0.13138511557483773)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.13138503880315086, max = 0.13138503880315086)
    }
    :NeCc =>     {
        :Phi => (sum = 1.9938449643043435e-5, max = 2.025776305585654e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 633895.664026503, max = 332.6702572822584)
        :Cs => (sum = 126686.75370121053, max = 319.53104148934057)
        :Phi => (sum = 63.06552106455523, max = 0.131473412733473)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 47
 solved: true
 inconsistent: false
 residuals: [ 1.5e-06  1.5e-06  1.5e-06 ...  6.6e-13  2.1e-13  1.0e-13 ]
 Aresiduals: []
 κ₂(A): []
 timer: 41.43ms
 status: solution good enough given atol and rtol
, prepare = 0.0038287589999999997, precond = 0.032187371, precond_count = 47), :linear_iterations => 47…), OrderedCollections.OrderedDict(:secondary_time => 0.000765259, :equations_time => 0.134846435, :linear_system_time => 0.000666785, :convergence_time => 0.000594661, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.552050901334646e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.0003202720116783548], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.334422601731886e-27, 2.3318136712654193e-26, 6.308244557735604e-26, 1.2169362754391939e-25, 1.9841350602028367e-25], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.515166484190112e-15], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.0003202877795392227], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.4580639592800277e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.442478484340038e-7], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.931098975010178e-27, 2.0645328054345676e-26, 5.630938445274159e-26, 1.1103848329709918e-25, 1.8318139080137115e-25], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.1856299516031596e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.9169481202386454e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.2969625373671079e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 30.081574995781462, max = 0.022774456177076925)
        :C => (sum = 643.040157325672, max = 2.286838182468225)
    }
    :NeAm =>     {
        :Cp => (sum = 1003.7686907753392, max = 2.4478123280658153)
        :Cs => (sum = 682.1748715548654, max = 3.6434176724589604)
        :Phi => (sum = 2.0437509499328314e-5, max = 1.1615131438867881e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 5.3702832226409045, max = 0.022376219627063158)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.02237617694021308, max = 0.02237617694021308)
    }
    :NeCc =>     {
        :Phi => (sum = 9.429402785443127e-6, max = 1.0589934578434062e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 920.6277623341954, max = 3.4509755507150075)
        :Cs => (sum = 2622.169673909666, max = 12.008057788959597)
        :Phi => (sum = 10.740938861594193, max = 0.022424450032444157)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 30
 solved: true
 inconsistent: false
 residuals: [ 6.6e-03  2.5e-03  9.3e-04 ...  1.4e-09  7.5e-10  2.7e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.71ms
 status: solution good enough given atol and rtol
, prepare = 0.003968662, precond = 0.020547317999999995, precond_count = 30), :linear_iterations => 30…), OrderedCollections.OrderedDict(:secondary_time => 0.000756933, :equations_time => 0.12014249, :linear_system_time => 0.000632872, :convergence_time => 0.00055133, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.4587372278304523e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.79166989301268e-5], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.9163527687331204e-30, 8.991362034668317e-30, 2.2652027981193936e-29, 3.764375417952871e-29, 8.693569227133438e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.8756889193903303e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.791631376102544e-5], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [5.980852704293197e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.5680262426416735e-9], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.087422195345028e-31, 3.944304526105059e-30, 1.0748229833636286e-29, 2.1102029214662066e-29, 4.4965071597597673e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.97266235323168e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.832653617219731e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.1601392309949e-15], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 4.664453154957169, max = 0.0035703556512927674)
        :C => (sum = 158.25551937314188, max = 0.6622336196819723)
    }
    :NeAm =>     {
        :Cp => (sum = 247.83494951900195, max = 0.614826980332)
        :Cs => (sum = 168.43200771158544, max = 0.9151320363027269)
        :Phi => (sum = 5.125259897344079e-6, max = 2.8199409883452507e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 0.8320685915149882, max = 0.0034669621790549346)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.003466951695643888, max = 0.003466951695643888)
    }
    :NeCc =>     {
        :Phi => (sum = 2.374481588804121e-6, max = 2.550792908728172e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 227.18001498703177, max = 0.9432140445269453)
        :Cs => (sum = 647.0634251236646, max = 3.2820193987368875)
        :Phi => (sum = 1.6642278423358976, max = 0.0034790220572314752)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 30
 solved: true
 inconsistent: false
 residuals: [ 1.6e-03  6.4e-04  1.6e-04 ...  5.2e-10  2.0e-10  6.5e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.69ms
 status: solution good enough given atol and rtol
, prepare = 0.0039295369999999994, precond = 0.020512261, precond_count = 30), :linear_iterations => 30…), OrderedCollections.OrderedDict(:secondary_time => 0.000748447, :equations_time => 0.135417071, :linear_system_time => 0.00064791, :convergence_time => 0.000561428, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.311121411775364e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.6294101479074766e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.6743740320884114e-30, 9.186899605721652e-30, 2.1419330874977266e-29, 5.0233404130433623e-29, 1.0316821526093545e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.4019659792470655e-17], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.629391230864306e-6], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.0183519438468736e-11], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.309006126831632e-10], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.1490519535654195e-31, 4.0429121392576855e-30, 1.0255191767873153e-29, 2.0313168309441054e-29, 4.3781780239766155e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.138974865402046e-21], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.8063695354228237e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [7.107647803650252e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.1594619304780985, max = 0.00012516301244816605)
        :C => (sum = 9.843673554569841, max = 0.039842096044355804)
    }
    :NeAm =>     {
        :Cp => (sum = 15.408159478408345, max = 0.03519502310334378)
        :Cs => (sum = 10.471595072131853, max = 0.05238562098068329)
        :Phi => (sum = 2.8107446322564413e-7, max = 1.7229637084129458e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.02841989055189355, max = 0.00011841685951189562)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.00011841615824993017, max = 0.00011841615824993017)
    }
    :NeCc =>     {
        :Phi => (sum = 1.240321553113139e-7, max = 1.5639598944163257e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 14.124914703175598, max = 0.0557571800124105)
        :Cs => (sum = 40.23116068503925, max = 0.19401338167734405)
        :Phi => (sum = 0.05684598428412615, max = 0.0001192038289300301)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 30
 solved: true
 inconsistent: false
 residuals: [ 5.1e-05  2.2e-05  5.5e-06 ...  2.1e-11  7.2e-12  2.3e-12 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.87ms
 status: solution good enough given atol and rtol
, prepare = 0.0039840000000000006, precond = 0.020633218, precond_count = 30), :linear_iterations => 30…), OrderedCollections.OrderedDict(:secondary_time => 0.000768936, :equations_time => 0.120017066, :linear_system_time => 0.000644734, :convergence_time => 0.000423421, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.1628801762064876e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2272905936200913e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.6824923994166892e-30, 7.37769986354683e-30, 1.9854738848603772e-29, 4.2909175083387337e-29, 1.0580635409875709e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.9653627092129696e-20], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2273028980137064e-9], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.4775171727633758e-14], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.187380922751391e-12], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.964162678904245e-31, 3.993608332681372e-30, 1.0945445059941539e-29, 2.01159530831358e-29, 4.4965071597597673e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [7.195237787413847e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1744149394372957e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.030009411095989e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 3.0287e-5, :stopnow => false, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 2.6860362388657355e-5, max = 2.8140508736076986e-7), x = (sum = 1.223257494306755, max = 0.005193345252961949), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 5.828419313369873e-5, max = 3.0450943844760603e-7), x = (sum = 2.4488519723285864, max = 0.005201547048556946), n = 480), :Cp => (dx = (sum = 495762.1921402721, max = 259.51153515002466), x = (sum = 1.0454148418862078e7, max = 29576.670381699372), n = 2400), :Cs => (dx = (sum = 99162.06445873926, max = 249.02944500919943), x = (sum = 1.8569598111659316e6, max = 29576.670387142316), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 61.075408087182346, max = 0.14233816800158938), x = (sum = 434.7765205686777, max = 1.0607418658141123), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 8.428739662972726e-15, max = 3.777613162233535e-17), x = (sum = 1.337219257654387e-12, max = 2.2150831570699157e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 196.6631321819399, max = 0.1501759495534749), x = (sum = 1545.416378512863, max = 1.8351337949829944), n = 1440), :C => (dx = (sum = 2777.021780185975, max = 21.114486443443866), x = (sum = 1.4374302627952877e6, max = 2583.7307654922765), n = 1440), :Conductivity => (dx = (sum = 0.14754183872220072, max = 0.002341147771212304), x = (sum = 282.99322650018115, max = 0.3059980761057147), n = 1440), :Diffusivity => (dx = (sum = 1.1229151795311493e-10, max = 9.731143825641884e-13), x = (sum = 5.9424945645048256e-8, max = 8.993282082672368e-11), n = 1440), :DmuDc => (dx = (sum = 9.879290239311201, max = 0.38716730064061977), x = (sum = 4053.428424755357, max = 43.651134967783186), n = 1440), :ChemCoef => (dx = (sum = 2.013463415043745e-5, max = 1.711033634889544e-7), x = (sum = 0.012006709935086507, max = 2.0149054993002258e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 1.2669150484448228e-6, max = 1.3120309783682305e-8), x = (sum = 0.0005984119351108632, max = 1.0349065572350633e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 72.0853860995294, max = 0.15029963687975556), x = (sum = 1164.34396856907, max = 2.4307283501607633), n = 480), :Cp => (dx = (sum = 633875.1975204782, max = 332.3263271117612), x = (sum = 1.1600326950204661e8, max = 56661.15556872021), n = 2400), :Cs => (dx = (sum = 126628.46031822532, max = 317.05613870133675), x = (sum = 2.5158264059311286e7, max = 58157.11880402209), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.6241348055951539, max = 0.004064793877317285), x = (sum = 1748.2462749200627, max = 4.254457287123708), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 1.723086494979884e-15, max = 1.0642757886552304e-17), x = (sum = 1.2086194612008743e-12, max = 2.0217560234033162e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 36.04220541064983, max = 0.1501759561633338), x = (sum = 580.6454571469133, max = 2.419389063495245), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.1501758478894697, max = 0.1501758478894697), x = (sum = 2.419270760073701, max = 2.419270760073701), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.000127759)], :total_time => 0.775853254, :output_time => 7.7825e-5), OrderedCollections.OrderedDict{Symbol, Any}(:ministeps => Any[OrderedCollections.OrderedDict{Symbol, Any}(:dt => 50.0, :steps => OrderedCollections.OrderedDict{Symbol, Any}[OrderedCollections.OrderedDict(:secondary_time => 9.0e-8, :equations_time => 0.135059052, :linear_system_time => 0.000726928, :convergence_time => 0.000657047, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.1628801762064876e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2272905936200913e-9], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.499919913605726e-17, 2.444874985400184e-16, 6.604765578382409e-16, 1.2751199015555991e-15, 2.072015116678678e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.9653627092129696e-20], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.2273028980137064e-9], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.6240619563248286e-10], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.187380922751391e-12], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [3.1241847005475563e-17, 2.193950765009168e-16, 5.989599749501365e-16, 1.1721591249467872e-15, 1.9088634313964437e-15], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [7.195237787413847e-24], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.1744149394372957e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.030009411095989e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 224.35996849123816, max = 0.17079373844024004)
        :C => (sum = 3068.7236718234735, max = 24.562180856895917)
    }
    :NeAm =>     {
        :Cp => (sum = 495776.0782192259, max = 256.8784134941027)
        :Cs => (sum = 99161.71271402895, max = 246.03434492109594)
        :Phi => (sum = 4.640758477550866e-5, max = 2.4855908657767336e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 40.99047748553187, max = 0.1707937453338458)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.17079364895495638, max = 0.17079364895495638)
    }
    :NeCc =>     {
        :Phi => (sum = 2.1286575269359444e-5, max = 2.2781612789072012e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 633819.0410300064, max = 330.4879857192509)
        :Cs => (sum = 126593.54411062405, max = 322.9832234243407)
        :Phi => (sum = 81.98183661991986, max = 0.1709021550863707)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 48
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  1.3e-06  1.3e-06 ...  3.2e-13  1.4e-13  8.4e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 42.20ms
 status: solution good enough given atol and rtol
, prepare = 0.003862863, precond = 0.03283944499999999, precond_count = 48), :linear_iterations => 48…), OrderedCollections.OrderedDict(:secondary_time => 0.000769206, :equations_time => 0.120638908, :linear_system_time => 0.000634876, :convergence_time => 0.000593428, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.4322634513174466e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.0003888477982548458], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.6403516317437434e-26, 3.2413150747218805e-25, 8.755807789624102e-25, 1.694227494242757e-24, 2.759255586176709e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.812296711736975e-15], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00038887143681304987], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.9843259764761867e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0718876736428738e-6], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.1462387429972474e-26, 2.919902573574763e-25, 7.953789670580136e-25, 1.5599018370235336e-24, 2.555422605737557e-24], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.455400773786678e-18], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.4831817718843083e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.4470091791451978e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 42.1835471304299, max = 0.031761687212615845)
        :C => (sum = 618.3492406562941, max = 2.272327193781711)
    }
    :NeAm =>     {
        :Cp => (sum = 967.4625193837849, max = 2.3855177282098734)
        :Cs => (sum = 657.5007620537021, max = 3.550695867817207)
        :Phi => (sum = 1.965601444723523e-5, max = 1.1245340314050052e-7)
    }
    :PeCc =>     {
        :Phi => (sum = 7.531614398444876, max = 0.03138176445038376)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.03138172362450113, max = 0.03138172362450113)
    }
    :NeCc =>     {
        :Phi => (sum = 9.073333538985059e-6, max = 1.0171670081731548e-7)
    }
    :PeAm =>     {
        :Cp => (sum = 887.0023217300726, max = 3.4459641727500947)
        :Cs => (sum = 2526.3967940671073, max = 11.99061928197341)
        :Phi => (sum = 15.063584049222294, max = 0.03142798099825393)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 30
 solved: true
 inconsistent: false
 residuals: [ 8.1e-03  3.1e-03  1.1e-03 ...  2.9e-09  1.4e-09  4.6e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.89ms
 status: solution good enough given atol and rtol
, prepare = 0.0039551049999999996, precond = 0.020666531, precond_count = 30), :linear_iterations => 30…), OrderedCollections.OrderedDict(:secondary_time => 0.000779866, :equations_time => 0.119831316, :linear_system_time => 0.000617352, :convergence_time => 0.000554945, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.874805369885297e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00014117110330520927], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7365318218201793e-30, 8.358632255137823e-30, 2.4664229239800697e-29, 4.7731141613264073e-29, 1.2211320293788381e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [6.890394709466007e-16], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [0.00014117081478245985], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.0836095059605038e-9], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.675949919147673e-9], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.8717180415736575e-31, 4.1168678491221554e-30, 1.0748229833636286e-29, 2.129924444096732e-29, 4.338734978715565e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.046461141109946e-20], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.7658113310828044e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.486544800234697e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 8.278963064559925, max = 0.006274934452980498)
        :C => (sum = 184.28898942673064, max = 0.8128412371191495)
    }
    :NeAm =>     {
        :Cp => (sum = 289.59685812605215, max = 0.7385966239264001)
        :Cs => (sum = 196.81396968345882, max = 1.099355516400838)
        :Phi => (sum = 6.174653829405487e-6, max = 3.3267322781202426e-8)
    }
    :PeCc =>     {
        :Phi => (sum = 1.4773605492970223, max = 0.006155680054532491)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.006155668078232354, max = 0.006155668078232354)
    }
    :NeCc =>     {
        :Phi => (sum = 2.8712971046401447e-6, max = 2.983794940060739e-8)
    }
    :PeAm =>     {
        :Cp => (sum = 265.35036516127013, max = 1.1559746530451205)
        :Cs => (sum = 755.7817801405499, max = 4.022343875985594)
        :Phi => (sum = 2.954823842364846, max = 0.0061696048641832505)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 30
 solved: true
 inconsistent: false
 residuals: [ 2.9e-03  1.2e-03  2.8e-04 ...  1.5e-09  5.2e-10  1.7e-10 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.78ms
 status: solution good enough given atol and rtol
, prepare = 0.020286979, precond = 0.020543705000000002, precond_count = 30), :linear_iterations => 30…), OrderedCollections.OrderedDict(:secondary_time => 0.000793901, :equations_time => 0.119608308, :linear_system_time => 0.00062173, :convergence_time => 0.000547551, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.096530119990615e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.30657189168681e-6], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.739429208030406e-30, 8.190997622711355e-30, 2.0365180261045094e-29, 4.0964286625050717e-29, 9.983280566486989e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.2919489753262066e-17], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [8.306554384455143e-6], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.376033937189216e-11], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.11483389279907e-10], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.933347799794049e-31, 4.018260235969529e-30, 1.1142660286246792e-29, 2.129924444096732e-29, 4.259848888193464e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.26882717978752e-21], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.292097676432272e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.286015986565417e-13], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.5244325445861635, max = 0.00040456728962427806)
        :C => (sum = 22.019706752600328, max = 0.09431557952999566)
    }
    :NeAm =>     {
        :Cp => (sum = 34.67581384173943, max = 0.08317729595649774)
        :Cs => (sum = 23.566155442272304, max = 0.12380427446708585)
        :Phi => (sum = 6.606089952090002e-7, max = 3.909484810628597e-9)
    }
    :PeCc =>     {
        :Phi => (sum = 0.09352525766989951, max = 0.0003896899853157633)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 0.00038968846084030647, max = 0.00038968846084030647)
    }
    :NeCc =>     {
        :Phi => (sum = 3.033043099307774e-7, max = 3.514421718584604e-9)
    }
    :PeAm =>     {
        :Cp => (sum = 31.77298690307219, max = 0.13237154080566502)
        :Cs => (sum = 90.4971228790176, max = 0.46060167073864955)
        :Phi => (sum = 0.1870638159182742, max = 0.0003914282700867001)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 30
 solved: true
 inconsistent: false
 residuals: [ 1.6e-04  6.9e-05  1.7e-05 ...  1.1e-10  3.5e-11  1.2e-11 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.67ms
 status: solution good enough given atol and rtol
, prepare = 0.003956098999999999, precond = 0.02050652, precond_count = 30), :linear_iterations => 30…), OrderedCollections.OrderedDict(:secondary_time => 0.000769004, :equations_time => 0.11980806, :linear_system_time => 0.000629915, :convergence_time => 0.000558872, :solved => true, :converged => false, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.9557364390232765e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.3267215913436454e-8], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.5818174482063624e-30, 7.611334512968648e-30, 2.029185510398282e-29, 4.8962301346255284e-29, 9.293767539635045e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [1.9267771552115802e-19], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.326759428568318e-8], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [2.5536853976111034e-13], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [6.785525483513077e-12], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [6.964162678904245e-31, 3.8456969129524326e-30, 1.0945445059941539e-29, 2.129924444096732e-29, 4.4965071597597673e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [4.172420025713498e-23], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.0504597503099723e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0572653863505366e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]), :update => {
    :Elyte =>     {
        :Phi => (sum = 0.0019768462434286383, max = 1.574359389631059e-6)
        :C => (sum = 0.1470306588284405, max = 0.0005608473382915258)
    }
    :NeAm =>     {
        :Cp => (sum = 0.23126875701492502, max = 0.0004918461138266762)
        :Cs => (sum = 0.1571733976102038, max = 0.0007320826023000536)
        :Phi => (sum = 5.04736478340129e-9, max = 2.9336952988645664e-11)
    }
    :PeCc =>     {
        :Phi => (sum = 0.00035211088775156333, max = 1.4671392374324313e-6)
    }
    :Control =>     {
        :Current => (sum = 0.0, max = 0.0)
        :Phi => (sum = 1.4671278265369001e-6, max = 1.4671278265369001e-6)
    }
    :NeCc =>     {
        :Phi => (sum = 2.3725266517078794e-9, max = 2.6959914643601074e-11)
    }
    :PeAm =>     {
        :Cp => (sum = 0.2119872168645736, max = 0.0007806158781892054)
        :Cs => (sum = 0.6037906752280704, max = 0.002716240786461751)
        :Phi => (sum = 0.0007043275359517497, max = 1.4796326374829004e-6)
    }
}, :linear_solver => (stats = SimpleStats
 niter: 30
 solved: true
 inconsistent: false
 residuals: [ 1.3e-06  3.1e-07  6.6e-08 ...  5.1e-13  1.5e-13  5.2e-14 ]
 Aresiduals: []
 κ₂(A): []
 timer: 25.64ms
 status: solution good enough given atol and rtol
, prepare = 0.00393543, precond = 0.020499947999999994, precond_count = 30), :linear_iterations => 30…), OrderedCollections.OrderedDict(:secondary_time => 0.000754006, :equations_time => 0.13526562, :linear_system_time => 0.000656154, :convergence_time => 0.000424993, :solved => false, :converged => true, :errors => OrderedCollections.OrderedDict{Any, Any}(:NeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [3.203731326452755e-10], names = "R"),), tolerances = {
    :AbsMax => 7.979097088165623e-6
})], :NeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.367876282358353e-13], names = "R"),), tolerances = {
    :AbsMax => 1.5065966202459542e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [1.7404695486325455e-30, 7.926164686125669e-30, 2.141364467966392e-29, 3.8111842483490133e-29, 1.0110637172097026e-28], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 6.293082006960006e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [3.829937049787927e-24], names = "R"),), tolerances = {
    :AbsMax => 6.293082006960006e-20
})], :Elyte => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [5.331336500741246e-13], names = "R"),), tolerances = {
    :AbsMax => 9.925684643808136e-9
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [4.093577914638603e-18], names = "R"),), tolerances = {
    :AbsMax => 1.0287247134334276e-13
})], :PeAm => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [4.665864049291368e-15], names = "R"),), tolerances = {
    :AbsMax => 1.2589120658195943e-8
}), (name = :mass_conservation, criterions = (AbsMax = (errors = [7.179866832675615e-31, 4.0429121392576855e-30, 1.0551014607331033e-29, 2.0904813988356813e-29, 4.259848888193464e-29], names = ["R_1", "R_2", "R_3", "R_4", "R_5"]),), tolerances = {
    :AbsMax => 4.448176917761748e-20
}), (name = :solid_diffusion_bc, criterions = (AbsMax = (errors = [2.6393313736432e-26], names = "R"),), tolerances = {
    :AbsMax => 4.448176917761748e-20
})], :PeCc => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [2.893126067773748e-7], names = "R"),), tolerances = {
    :AbsMax => 0.01601201439371309
})], :Control => Any[(name = :charge_conservation, criterions = (AbsMax = (errors = [1.0221823387723816e-12], names = "R"),), tolerances = {
    :AbsMax => 0.001
}), (name = :control, criterions = (AbsMax = (errors = [0.0], names = "R"),), tolerances = {
    :AbsMax => 0.001
})]))], :success => true, :prepare_time => 3.0568e-5, :stopnow => true, :post_update => OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 2.7172665277679954e-5, max = 2.9615349767409677e-7), x = (sum = 1.2232509698852636, max = 0.005193458125413677), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :NeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 5.9175314511557275e-5, max = 3.2358976195714234e-7), x = (sum = 2.4488424746507187, max = 0.0052015816536194436), n = 480), :Cp => (dx = (sum = 495777.12431754434, max = 256.690628049902), x = (sum = 9.958371295862095e6, max = 29576.67038947318), n = 2400), :Cs => (dx = (sum = 99162.42334464233, max = 244.23278298549326), x = (sum = 1.7577973880808589e6, max = 29576.67039488596), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 80.12916507297332, max = 0.18678520038715196), x = (sum = 514.9056856416508, max = 1.2446781659962278), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 3.223680000000016e-9, max = 6.716e-12), n = 480), :SolidDiffFlux => (dx = (sum = 1.0404140990872816e-14, max = 4.2434206165244206e-17), x = (sum = 1.3372625452827196e-12, max = 2.182170168526499e-15), n = 1920)), :Elyte => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 257.73814316627835, max = 0.19562866570696746), x = (sum = 1803.1544858296609, max = 2.030762419766561), n = 1440), :C => (dx = (sum = 3475.3819988703076, max = 25.123421234746957), x = (sum = 1.4376485216198813e6, max = 2597.1292782014643), n = 1440), :Conductivity => (dx = (sum = 0.18412232234478232, max = 0.0028457070177798083), x = (sum = 282.9913168033206, max = 0.3059967026886109), n = 1440), :Diffusivity => (dx = (sum = 1.406696095257446e-10, max = 1.1200614012899251e-12), x = (sum = 5.940906443421457e-8, max = 8.997136224298784e-11), n = 1440), :DmuDc => (dx = (sum = 11.838209075907278, max = 0.39822236432175373), x = (sum = 4055.0390809292485, max = 44.04935733210494), n = 1440), :ChemCoef => (dx = (sum = 2.520334951071883e-5, max = 1.9807052552865145e-7), x = (sum = 0.012003944748152763, max = 2.0168990785979357e-5), n = 1440), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 1440), :Mass => (dx = (sum = 1.578088338810177e-6, max = 1.561141779643768e-8), x = (sum = 0.0005984119351108411, max = 1.0317892248835198e-6), n = 1440)), :PeAm => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 93.90282868332308, max = 0.1957676233177179), x = (sum = 1070.4411398857465, max = 2.2349607975380303), n = 480), :Cp => (dx = (sum = 633801.1904754968, max = 330.43067394884565), x = (sum = 1.1663707069252218e8, max = 56981.189341923484), n = 2400), :Cs => (dx = (sum = 126542.69922646505, max = 327.83836024544144), x = (sum = 2.528480675853774e7, max = 58457.78526453967), n = 480), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 480), :Ocp => (dx = (sum = 1.6230309084356254, max = 0.00420300904097104), x = (sum = 1746.623244011628, max = 4.254457280525431), n = 480), :ReactionRateConst => (dx = (sum = 0.0, max = 0.0), x = (sum = 1.7015999999999992e-8, max = 3.545e-11), n = 480), :SolidDiffFlux => (dx = (sum = 2.684071070270315e-15, max = 1.415148424128795e-17), x = (sum = 1.208557904609083e-12, max = 2.013380975763229e-15), n = 1920)), :PeCc => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 46.95085396612204, max = 0.19562867260514372), x = (sum = 533.6946031807913, max = 2.223760599646921), n = 240), :Charge => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.0, max = 0.0), n = 240)), :Control => OrderedCollections.OrderedDict{Symbol, Any}(:Phi => (dx = (sum = 0.19562854891255865, max = 0.19562854891255865), x = (sum = 2.2236422111611422, max = 2.2236422111611422), n = 1), :Current => (dx = (sum = 0.0, max = 0.0), x = (sum = 0.2920173995165871, max = 0.2920173995165871), n = 1))), :finalize_time => 0.00012864)], :total_time => 0.944429657, :output_time => 0.0)], inputparams = {
    "NonLinearSolver" =>     {
        "LinearSolver" =>         {
            "method" => "iterative"
        }
    }
    "include_current_collectors" => true
    "use_thermal" => false
    "Geometry" =>     {
        "innerRadius" => 0.002
        "numberOfDiscretizationCellsVertical" => 2
        "height" => 0.065
        "case" => "jellyRoll"
        "outerRadius" => 0.004
        "faceArea" => 0.1027
        "width" => nothing
        "Nh" => nothing
        "numberOfDiscretizationCellsAngular" => 8
        "Nw" => nothing
    }
    "Separator" =>     {
        "density" => 946
        "thickness" => 1.2e-5
        "N" => 3
        "bruggemanCoefficient" => 1.5
        "thermalConductivity" => nothing
        "specificHeatCapacity" => nothing
        "porosity" => 0.47
    }
    "Control" =>     {
        "initialControl" => "discharging"
        "lowerCutoffVoltage" => 2.4
        "upperCutoffVoltage" => 4.1
        "filePath" => nothing
        "dEdtLimit" => nothing
        "DRate" => 0.5
        "functionName" => nothing
        "controlPolicy" => "CCDischarge"
        "numberOfCycles" => 0
        "CRate" => nothing
        "rampupTime" => 10
        "dIdtLimit" => nothing
        "useCVswitch" => false
    }
    "TimeStepping" =>     {
        "useRampup" => true
        "numberOfRampupSteps" => 5
        "timeStepDuration" => 50
        "totalTime" => nothing
    }
    "G" => Any[]
    "SOC" => 0.99
    "Electrolyte" =>     {
        "ionicConductivity" =>         {
            "function" => "0.1297*(c/1000)^3 - 2.51*(c/1000)^(1.5) + 3.329*(c/1000)"
            "type" => "function"
        }
        "density" => 1200
        "diffusionCoefficient" =>         {
            "function" => "8.794*10^(-11)*(c/1000)^2 - 3.972*10^(-10)*(c/1000) + 4.862*10^(-10)"
            "type" => "function"
        }
        "thermalConductivity" => nothing
        "initialConcentration" => 1000
        "specificHeatCapacity" => nothing
        "bruggemanCoefficient" => 1.5
        "species" =>         {
            "transferenceNumber" => 0.2594
            "nominalConcentration" => 1000
            "chargeNumber" => 1
        }
    }
    "initT" => 298.15
    "PositiveElectrode" =>     {
        "use_normed_current_collector" => false
        "Coating" =>         {
            "effectiveDensity" => 3292
            "ActiveMaterial" =>             {
                "diffusionModelType" => "full"
                "density" => 4950
                "massFraction" => 1.0
                "Interface" =>                 {
                    "volumetricSurfaceArea" => 383959.0
                    "reactionRateConstant" => 3.545e-11
                    "chargeTransferCoefficient" => 0.5
                    "numberOfElectronsTransferred" => 1
                    "guestStoichiometry100" => 0.27
                    "openCircuitPotential" =>                     {
                        "function" => "-0.8090 * (c/cmax) + 4.4875 - 0.0428 * tanh(18.5138*((c/cmax) - 0.5542)) - 17.7326 * tanh(15.7890*((c/cmax) - 0.3117)) + 17.5842 * tanh(15.9308*((c/cmax) - 0.3120))"
                        "type" => "function"
                    }
                    "guestStoichiometry0" => 0.9084
                    "saturationConcentration" => 63104.0
                    "activationEnergyOfReaction" => 17800.0
                }
                "SolidDiffusion" =>                 {
                    "activationEnergyOfDiffusion" => 5000
                    "particleRadius" => 5.22e-6
                    "N" => 5
                    "referenceDiffusionCoefficient" => 4.0e-15
                }
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 0.18
            }
            "Binder" =>             {
                "density" => 1780.0
                "massFraction" => 0.0
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 100
            }
            "thickness" => 7.56e-5
            "bruggemanCoefficient" => 1.5
            "N" => 3
            "ConductingAdditive" =>             {
                "density" => 1800.0
                "massFraction" => 0.0
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 100
            }
        }
        "CurrentCollector" =>         {
            "density" => 2700
            "thickness" => 1.63e-5
            "N" => 3
            "thermalConductivity" => nothing
            "specificHeatCapacity" => nothing
            "electronicConductivity" => 5.96e7
            "tab" =>             {
                "height" => nothing
                "Nh" => nothing
                "width" => 0.002
                "Nw" => nothing
            }
        }
    }
    "ThermalModel" =>     {
        "externalHeatTransferCoefficientTab" => nothing
        "externalHeatTransferCoefficient" => nothing
        "externalTemperature" => nothing
    }
    "NegativeElectrode" =>     {
        "use_normed_current_collector" => false
        "Coating" =>         {
            "effectiveDensity" => 1695
            "ActiveMaterial" =>             {
                "diffusionModelType" => "full"
                "density" => 2260.0
                "massFraction" => 1.0
                "Interface" =>                 {
                    "reactionRateConstant" => 6.716e-12
                    "guestStoichiometry100" => 0.9014
                    "SEIionicConductivity" => 1.0e-5
                    "openCircuitPotential" =>                     {
                        "function" => "1.9793 * exp(-39.3631*(c/cmax)) + 0.2482 - 0.0909 * tanh(29.8538*((c/cmax) - 0.1234)) - 0.04478 * tanh(14.9159*((c/cmax) - 0.2769)) - 0.0205 * tanh(30.4444*((c/cmax) - 0.6103))"
                        "type" => "function"
                    }
                    "SEIinterstitialConcentration" => 0.015
                    "SEIlengthRef" => 1.0e-8
                    "numberOfElectronsTransferred" => 1
                    "SEIvoltageDropRef" => 0.5
                    "SEIlengthInitial" => 1.0e-8
                    "activationEnergyOfReaction" => 35000
                    "volumetricSurfaceArea" => 383959.0
                    "SEIstoichiometricCoefficient" => 2
                    "chargeTransferCoefficient" => 0.5
                    "density" => 2260.0
                    "SEImolarVolume" => 9.586e-5
                    "guestStoichiometry0" => 0.0279
                    "saturationConcentration" => 33133.0
                    "SEIelectronicDiffusionCoefficient" => 1.6e-12
                }
                "SolidDiffusion" =>                 {
                    "activationEnergyOfDiffusion" => 5000
                    "particleRadius" => 5.86e-6
                    "N" => 5
                    "referenceDiffusionCoefficient" => 3.3e-14
                }
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 215
                "SEImodel" => nothing
            }
            "Binder" =>             {
                "density" => 1100.0
                "massFraction" => 0.0
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 100.0
            }
            "thickness" => 8.52e-5
            "bruggemanCoefficient" => 1.5
            "N" => 3
            "ConductingAdditive" =>             {
                "density" => 1950.0
                "massFraction" => 0.0
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 100.0
            }
        }
        "CurrentCollector" =>         {
            "tabparams" =>             {
                "usetab" => true
                "width" => 0.002
                "fractions" => [0.5]
            }
            "density" => 8960
            "thickness" => 1.17e-5
            "N" => 3
            "thermalConductivity" => nothing
            "specificHeatCapacity" => nothing
            "electronicConductivity" => 3.55e7
            "tab" =>             {
                "height" => nothing
                "Nh" => nothing
                "width" => 0.002
                "Nw" => nothing
            }
        }
    }
}, extra = {
    :simulator => Simulator{Jutul.DefaultExecutor, MultiModel{:Battery, JutulStorage{Nothing}, Vector{Jutul.CrossTermPair}, Nothing, DefaultContext, Dict{Symbol, Int64}}, JutulStorage{@NamedTuple{NeCc::JutulStorage{@NamedTuple{state0::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, state::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, parameters::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi}, secondary_variables::@NamedTuple{Charge::Charge}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Conductivity::BattMo.Conductivity, BoundaryPhi::BoundaryPotential{:Phi}}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, NeAm::JutulStorage{@NamedTuple{state0::@NamedTuple{Cs::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{Float64}, Charge::Vector{Float64}, Cp::Matrix{Float64}, Ocp::Vector{Float64}, Phi::Vector{Float64}, SolidDiffFlux::Matrix{Float64}}, state::@NamedTuple{Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, parameters::@NamedTuple{Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, Cp::BattMo.Cp, Cs::BattMo.Cs}, secondary_variables::@NamedTuple{Charge::Charge, Ocp::BattMo.Ocp, ReactionRateConst::BattMo.ReactionRateConst, SolidDiffFlux::BattMo.SolidDiffFlux}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, Conductivity::BattMo.Conductivity, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, mass_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{5, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, solid_diffusion_bc::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, mass_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, solid_diffusion_bc::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cp::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cs::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, Elyte::JutulStorage{@NamedTuple{state0::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{Float64}, Charge::Vector{Float64}, Diffusivity::Vector{Float64}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{Float64}, Phi::Vector{Float64}, C::Vector{Float64}}, state::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Diffusivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, C::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, parameters::@NamedTuple{BruggemanCoefficient::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, C::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, C::C}, secondary_variables::@NamedTuple{Conductivity::BattMo.Conductivity, Diffusivity::BattMo.Diffusivity, DmuDc::DmuDc, ChemCoef::ChemCoef, Charge::Charge, Mass::Mass}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, BruggemanCoefficient::BattMo.BruggemanCoefficient, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, mass_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, mass_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, C::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, PeAm::JutulStorage{@NamedTuple{state0::@NamedTuple{Cs::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{Float64}, Charge::Vector{Float64}, Cp::Matrix{Float64}, Ocp::Vector{Float64}, Phi::Vector{Float64}, SolidDiffFlux::Matrix{Float64}}, state::@NamedTuple{Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, parameters::@NamedTuple{Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, Cp::BattMo.Cp, Cs::BattMo.Cs}, secondary_variables::@NamedTuple{Charge::Charge, Ocp::BattMo.Ocp, ReactionRateConst::BattMo.ReactionRateConst, SolidDiffFlux::BattMo.SolidDiffFlux}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, Conductivity::BattMo.Conductivity, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, mass_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{5, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, solid_diffusion_bc::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, mass_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, solid_diffusion_bc::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cp::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cs::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, PeCc::JutulStorage{@NamedTuple{state0::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, state::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, parameters::@NamedTuple{Volume::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi}, secondary_variables::@NamedTuple{Charge::Charge}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Conductivity::BattMo.Conductivity}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, Control::JutulStorage{@NamedTuple{state0::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{Float64}, Phi::Vector{Float64}, ImaxCharge::Vector{Float64}}, state::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ImaxCharge::Vector{Float64}}, parameters::@NamedTuple{ImaxDischarge::Vector{Float64}, ImaxCharge::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Current::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::VoltageVar, Current::CurrentVar}, secondary_variables::@NamedTuple{}, parameters::@NamedTuple{ImaxDischarge::BattMo.ImaxDischarge, ImaxCharge::BattMo.ImaxCharge}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, control::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, control::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Current::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, state::JutulStorage{@NamedTuple{NeCc::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, NeAm::@NamedTuple{Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, Elyte::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Diffusivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, C::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, PeAm::@NamedTuple{Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, PeCc::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, Control::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ImaxCharge::Vector{Float64}}}}, state0::JutulStorage{@NamedTuple{NeCc::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, NeAm::@NamedTuple{Cs::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{Float64}, Charge::Vector{Float64}, Cp::Matrix{Float64}, Ocp::Vector{Float64}, Phi::Vector{Float64}, SolidDiffFlux::Matrix{Float64}}, Elyte::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{Float64}, Charge::Vector{Float64}, Diffusivity::Vector{Float64}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{Float64}, Phi::Vector{Float64}, C::Vector{Float64}}, PeAm::@NamedTuple{Cs::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{Float64}, Charge::Vector{Float64}, Cp::Matrix{Float64}, Ocp::Vector{Float64}, Phi::Vector{Float64}, SolidDiffFlux::Matrix{Float64}}, PeCc::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, Control::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{Float64}, Phi::Vector{Float64}, ImaxCharge::Vector{Float64}}}}, cross_terms::Vector{Any}, LinearizedSystem::LinearizedSystem{EquationMajorLayout, SparseArrays.SparseMatrixCSC{Float64, Int64}, Vector{Float64}, Vector{Float64}, Vector{Float64}}, multi_model_maps::@NamedTuple{offset_map::Vector{Int64}}, eq_maps::Jutul.MutableWrapper, recorder::ProgressRecorder}}}(Jutul.DefaultExecutor(), MultiModel{:Battery, JutulStorage{Nothing}, Vector{Jutul.CrossTermPair}, Nothing, DefaultContext, Dict{Symbol, Int64}}(JutulStorage{Nothing}(OrderedCollections.OrderedDict{Symbol, Any}(:NeCc => SimulationModel{DiscretizedDomain{DataDomain{UnstructuredMesh{3, Nothing, Nothing, Vector{Int64}, Jutul.IndirectionMap{Int64}, Float64, Nothing, Nothing, Int64}, Dict{JutulEntity, Int64}, OrderedCollections.OrderedDict{Symbol, Any}}, @NamedTuple{flow::PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}}, Dict{JutulEntity, Int64}, Jutul.TrivialGlobalMap}, CurrentCollector{JutulStorage{@NamedTuple{density::Int64}}, Dict{Any, Any}}, FullyImplicitFormulation, DefaultContext}(DiscretizedDomain with DataDomain{UnstructuredMesh{3, Nothing, Nothing, Vector{Int64}, Jutul.IndirectionMap{Int64}, Float64, Nothing, Nothing, Int64}, Dict{JutulEntity, Int64}, OrderedCollections.OrderedDict{Symbol, Any}}(UnstructuredMesh{3, Nothing, Nothing, Vector{Int64}, Jutul.IndirectionMap{Int64}, Float64, Nothing, Nothing, Int64}(nothing, Jutul.FaceMap{Jutul.IndirectionMap{Int64}, Tuple{Int64, Int64}}(Jutul.IndirectionMap{Int64}([13, 118, 395, 14, 118, 119, 396, 15, 119, 397, 1, 16, 120, 398, 2, 17, 120, 121, 399, 3, 18, 121, 400, 4, 19, 122, 401, 5, 20, 122, 123, 402, 6, 21, 123, 403, 7, 22, 124, 404, 8, 23, 124, 125, 405, 9, 24, 125, 406, 10, 25, 126, 407, 11, 26, 126, 127, 408, 12, 27, 127, 409, 13, 28, 128, 410, 14, 29, 128, 129, 411, 15, 30, 129, 412, 16, 31, 130, 413, 17, 32, 130, 131, 414, 18, 33, 131, 415, 19, 34, 132, 416, 20, 35, 132, 133, 417, 21, 36, 133, 418, 22, 37, 134, 419, 23, 38, 134, 135, 420, 24, 39, 135, 421, 25, 40, 136, 422, 26, 41, 136, 137, 423, 27, 42, 137, 424, 28, 43, 138, 425, 29, 44, 138, 139, 426, 30, 45, 139, 427, 31, 46, 140, 428, 32, 47, 140, 141, 429, 33, 48, 141, 430, 34, 49, 142, 431, 35, 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Any}(:charge_conservation => ConservationLaw{:Charge, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(4, 106, 1), TPFA{Int64}(5, 107, 1), TPFA{Int64}(6, 108, 1), TPFA{Int64}(7, 109, 1), TPFA{Int64}(8, 110, 1), TPFA{Int64}(9, 111, 1), TPFA{Int64}(10, 112, 1), TPFA{Int64}(11, 113, 1), TPFA{Int64}(12, 114, 1), TPFA{Int64}(13, 115, 1), TPFA{Int64}(14, 116, 1), TPFA{Int64}(15, 117, 1), TPFA{Int64}(16, 1, 1), TPFA{Int64}(17, 2, 1), TPFA{Int64}(18, 3, 1), TPFA{Int64}(19, 4, 1), TPFA{Int64}(20, 5, 1), TPFA{Int64}(21, 6, 1), TPFA{Int64}(22, 7, 1), TPFA{Int64}(23, 8, 1), TPFA{Int64}(24, 9, 1), TPFA{Int64}(25, 10, 1), TPFA{Int64}(26, 11, 1), TPFA{Int64}(27, 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TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(124, 226, 1), TPFA{Int64}(125, 227, 1), TPFA{Int64}(126, 228, 1), TPFA{Int64}(127, 229, 1), TPFA{Int64}(128, 230, 1), TPFA{Int64}(129, 231, 1), TPFA{Int64}(130, 232, 1), TPFA{Int64}(131, 233, 1), TPFA{Int64}(132, 234, 1), TPFA{Int64}(133, 235, 1), TPFA{Int64}(134, 236, 1), TPFA{Int64}(135, 237, 1), TPFA{Int64}(136, 121, 1), TPFA{Int64}(137, 122, 1), TPFA{Int64}(138, 123, 1), TPFA{Int64}(139, 124, 1), TPFA{Int64}(140, 125, 1), TPFA{Int64}(141, 126, 1), TPFA{Int64}(142, 127, 1), TPFA{Int64}(143, 128, 1), TPFA{Int64}(144, 129, 1), TPFA{Int64}(145, 130, 1), TPFA{Int64}(146, 131, 1), TPFA{Int64}(147, 132, 1), TPFA{Int64}(148, 133, 1), TPFA{Int64}(149, 134, 1), TPFA{Int64}(150, 135, 1), TPFA{Int64}(151, 136, 1), TPFA{Int64}(152, 137, 1), TPFA{Int64}(153, 138, 1), TPFA{Int64}(154, 139, 1), TPFA{Int64}(155, 140, 1), TPFA{Int64}(156, 141, 1), TPFA{Int64}(157, 142, 1), TPFA{Int64}(158, 143, 1), TPFA{Int64}(159, 144, 1), TPFA{Int64}(160, 145, 1), TPFA{Int64}(161, 146, 1), TPFA{Int64}(162, 147, 1), TPFA{Int64}(163, 148, 1), TPFA{Int64}(164, 149, 1), TPFA{Int64}(165, 150, 1), TPFA{Int64}(166, 151, 1), TPFA{Int64}(167, 152, 1), TPFA{Int64}(168, 153, 1), TPFA{Int64}(169, 154, 1), TPFA{Int64}(170, 155, 1), TPFA{Int64}(171, 156, 1), TPFA{Int64}(172, 157, 1), TPFA{Int64}(173, 158, 1), TPFA{Int64}(174, 159, 1), TPFA{Int64}(175, 160, 1), TPFA{Int64}(176, 161, 1), TPFA{Int64}(177, 162, 1), TPFA{Int64}(178, 163, 1), TPFA{Int64}(179, 164, 1), TPFA{Int64}(180, 165, 1), TPFA{Int64}(181, 166, 1), TPFA{Int64}(182, 167, 1), TPFA{Int64}(183, 168, 1), TPFA{Int64}(184, 169, 1), TPFA{Int64}(185, 170, 1), TPFA{Int64}(186, 171, 1), TPFA{Int64}(187, 172, 1), TPFA{Int64}(188, 173, 1), TPFA{Int64}(189, 174, 1), TPFA{Int64}(190, 175, 1), TPFA{Int64}(191, 176, 1), TPFA{Int64}(192, 177, 1), TPFA{Int64}(193, 178, 1), TPFA{Int64}(194, 179, 1), TPFA{Int64}(195, 180, 1), TPFA{Int64}(196, 181, 1), TPFA{Int64}(197, 182, 1), TPFA{Int64}(198, 183, 1), TPFA{Int64}(199, 184, 1), TPFA{Int64}(200, 185, 1), TPFA{Int64}(201, 186, 1), TPFA{Int64}(202, 187, 1), TPFA{Int64}(203, 188, 1), TPFA{Int64}(204, 189, 1), TPFA{Int64}(205, 190, 1), TPFA{Int64}(206, 191, 1), TPFA{Int64}(207, 192, 1), TPFA{Int64}(208, 193, 1), TPFA{Int64}(209, 194, 1), TPFA{Int64}(210, 195, 1), TPFA{Int64}(211, 196, 1), TPFA{Int64}(212, 197, 1), TPFA{Int64}(213, 198, 1), TPFA{Int64}(214, 199, 1), TPFA{Int64}(215, 200, 1), TPFA{Int64}(216, 201, 1), TPFA{Int64}(217, 202, 1), TPFA{Int64}(218, 203, 1), TPFA{Int64}(219, 204, 1), TPFA{Int64}(220, 205, 1), TPFA{Int64}(221, 206, 1), TPFA{Int64}(222, 207, 1), TPFA{Int64}(223, 208, 1), TPFA{Int64}(224, 209, 1), TPFA{Int64}(225, 210, 1), TPFA{Int64}(226, 211, 1), TPFA{Int64}(227, 212, 1), TPFA{Int64}(228, 213, 1), TPFA{Int64}(229, 214, 1), TPFA{Int64}(230, 215, 1), TPFA{Int64}(231, 216, 1), TPFA{Int64}(232, 217, 1), TPFA{Int64}(233, 218, 1), TPFA{Int64}(234, 219, 1), TPFA{Int64}(235, 220, 1), TPFA{Int64}(236, 221, 1), TPFA{Int64}(237, 222, 1), TPFA{Int64}(238, 223, 1), TPFA{Int64}(239, 224, 1), TPFA{Int64}(240, 225, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(1, 121, 1), TPFA{Int64}(2, 122, 1), TPFA{Int64}(3, 123, 1), TPFA{Int64}(4, 124, 1), TPFA{Int64}(5, 125, 1), TPFA{Int64}(6, 126, 1), TPFA{Int64}(7, 127, 1), TPFA{Int64}(8, 128, 1), TPFA{Int64}(9, 129, 1), TPFA{Int64}(10, 130, 1), TPFA{Int64}(11, 131, 1), TPFA{Int64}(12, 132, 1), TPFA{Int64}(13, 133, 1), TPFA{Int64}(14, 134, 1), TPFA{Int64}(15, 135, 1), TPFA{Int64}(16, 136, 1), TPFA{Int64}(17, 137, 1), TPFA{Int64}(18, 138, 1), TPFA{Int64}(19, 139, 1), TPFA{Int64}(20, 140, 1), TPFA{Int64}(21, 141, 1), TPFA{Int64}(22, 142, 1), TPFA{Int64}(23, 143, 1), TPFA{Int64}(24, 144, 1), TPFA{Int64}(25, 145, 1), TPFA{Int64}(26, 146, 1), TPFA{Int64}(27, 147, 1), TPFA{Int64}(28, 148, 1), TPFA{Int64}(29, 149, 1), TPFA{Int64}(30, 150, 1), TPFA{Int64}(31, 151, 1), TPFA{Int64}(32, 152, 1), TPFA{Int64}(33, 153, 1), TPFA{Int64}(34, 154, 1), TPFA{Int64}(35, 155, 1), TPFA{Int64}(36, 156, 1), TPFA{Int64}(37, 157, 1), TPFA{Int64}(38, 158, 1), TPFA{Int64}(39, 159, 1), TPFA{Int64}(40, 160, 1), TPFA{Int64}(41, 161, 1), TPFA{Int64}(42, 162, 1), TPFA{Int64}(43, 163, 1), TPFA{Int64}(44, 164, 1), TPFA{Int64}(45, 165, 1), TPFA{Int64}(46, 166, 1), TPFA{Int64}(47, 167, 1), TPFA{Int64}(48, 168, 1), TPFA{Int64}(49, 169, 1), TPFA{Int64}(50, 170, 1), TPFA{Int64}(51, 171, 1), TPFA{Int64}(52, 172, 1), TPFA{Int64}(53, 173, 1), TPFA{Int64}(54, 174, 1), TPFA{Int64}(55, 175, 1), TPFA{Int64}(56, 176, 1), TPFA{Int64}(57, 177, 1), TPFA{Int64}(58, 178, 1), TPFA{Int64}(59, 179, 1), TPFA{Int64}(60, 180, 1), TPFA{Int64}(61, 181, 1), TPFA{Int64}(62, 182, 1), TPFA{Int64}(63, 183, 1), TPFA{Int64}(64, 184, 1), TPFA{Int64}(65, 185, 1), TPFA{Int64}(66, 186, 1), TPFA{Int64}(67, 187, 1), TPFA{Int64}(68, 188, 1), TPFA{Int64}(69, 189, 1), TPFA{Int64}(70, 190, 1), TPFA{Int64}(71, 191, 1), TPFA{Int64}(72, 192, 1), TPFA{Int64}(73, 193, 1), TPFA{Int64}(74, 194, 1), TPFA{Int64}(75, 195, 1), TPFA{Int64}(76, 196, 1), TPFA{Int64}(77, 197, 1), TPFA{Int64}(78, 198, 1), TPFA{Int64}(79, 199, 1), TPFA{Int64}(80, 200, 1), TPFA{Int64}(81, 201, 1), TPFA{Int64}(82, 202, 1), TPFA{Int64}(83, 203, 1), TPFA{Int64}(84, 204, 1), TPFA{Int64}(85, 205, 1), TPFA{Int64}(86, 206, 1), TPFA{Int64}(87, 207, 1), TPFA{Int64}(88, 208, 1), TPFA{Int64}(89, 209, 1), TPFA{Int64}(90, 210, 1), TPFA{Int64}(91, 211, 1), TPFA{Int64}(92, 212, 1), TPFA{Int64}(93, 213, 1), TPFA{Int64}(94, 214, 1), TPFA{Int64}(95, 215, 1), TPFA{Int64}(96, 216, 1), TPFA{Int64}(97, 217, 1), TPFA{Int64}(98, 218, 1), TPFA{Int64}(99, 219, 1), TPFA{Int64}(100, 220, 1), TPFA{Int64}(101, 221, 1), TPFA{Int64}(102, 222, 1), TPFA{Int64}(103, 223, 1), TPFA{Int64}(104, 224, 1), TPFA{Int64}(105, 225, 1), TPFA{Int64}(106, 226, 1), TPFA{Int64}(107, 227, 1), TPFA{Int64}(108, 228, 1), TPFA{Int64}(109, 229, 1), TPFA{Int64}(110, 230, 1), TPFA{Int64}(111, 231, 1), TPFA{Int64}(112, 232, 1), TPFA{Int64}(113, 233, 1), TPFA{Int64}(114, 234, 1), TPFA{Int64}(115, 235, 1), TPFA{Int64}(116, 236, 1), TPFA{Int64}(117, 237, 1), TPFA{Int64}(118, 238, 1), TPFA{Int64}(119, 239, 1), TPFA{Int64}(120, 240, 1)], SPU{Int64}[SPU{Int64}(4, 106), SPU{Int64}(5, 107), SPU{Int64}(6, 108), SPU{Int64}(7, 109), SPU{Int64}(8, 110), SPU{Int64}(9, 111), SPU{Int64}(10, 112), SPU{Int64}(11, 113), SPU{Int64}(12, 114), SPU{Int64}(13, 115), SPU{Int64}(14, 116), SPU{Int64}(15, 117), SPU{Int64}(16, 1), SPU{Int64}(17, 2), SPU{Int64}(18, 3), SPU{Int64}(19, 4), SPU{Int64}(20, 5), SPU{Int64}(21, 6), SPU{Int64}(22, 7), SPU{Int64}(23, 8), SPU{Int64}(24, 9), SPU{Int64}(25, 10), SPU{Int64}(26, 11), SPU{Int64}(27, 12), SPU{Int64}(28, 13), SPU{Int64}(29, 14), SPU{Int64}(30, 15), SPU{Int64}(31, 16), SPU{Int64}(32, 17), SPU{Int64}(33, 18), SPU{Int64}(34, 19), SPU{Int64}(35, 20), SPU{Int64}(36, 21), SPU{Int64}(37, 22), SPU{Int64}(38, 23), SPU{Int64}(39, 24), SPU{Int64}(40, 25), SPU{Int64}(41, 26), SPU{Int64}(42, 27), SPU{Int64}(43, 28), SPU{Int64}(44, 29), SPU{Int64}(45, 30), SPU{Int64}(46, 31), SPU{Int64}(47, 32), SPU{Int64}(48, 33), SPU{Int64}(49, 34), SPU{Int64}(50, 35), SPU{Int64}(51, 36), SPU{Int64}(52, 37), SPU{Int64}(53, 38), SPU{Int64}(54, 39), SPU{Int64}(55, 40), SPU{Int64}(56, 41), SPU{Int64}(57, 42), SPU{Int64}(58, 43), SPU{Int64}(59, 44), SPU{Int64}(60, 45), SPU{Int64}(61, 46), SPU{Int64}(62, 47), SPU{Int64}(63, 48), SPU{Int64}(64, 49), SPU{Int64}(65, 50), SPU{Int64}(66, 51), SPU{Int64}(67, 52), SPU{Int64}(68, 53), SPU{Int64}(69, 54), SPU{Int64}(70, 55), SPU{Int64}(71, 56), SPU{Int64}(72, 57), SPU{Int64}(73, 58), SPU{Int64}(74, 59), SPU{Int64}(75, 60), SPU{Int64}(76, 61), SPU{Int64}(77, 62), SPU{Int64}(78, 63), SPU{Int64}(79, 64), SPU{Int64}(80, 65), SPU{Int64}(81, 66), SPU{Int64}(82, 67), SPU{Int64}(83, 68), SPU{Int64}(84, 69), SPU{Int64}(85, 70), SPU{Int64}(86, 71), SPU{Int64}(87, 72), SPU{Int64}(88, 73), SPU{Int64}(89, 74), SPU{Int64}(90, 75), SPU{Int64}(91, 76), SPU{Int64}(92, 77), SPU{Int64}(93, 78), SPU{Int64}(94, 79), SPU{Int64}(95, 80), SPU{Int64}(96, 81), SPU{Int64}(97, 82), SPU{Int64}(98, 83), SPU{Int64}(99, 84), SPU{Int64}(100, 85), SPU{Int64}(101, 86), SPU{Int64}(102, 87), SPU{Int64}(103, 88), SPU{Int64}(104, 89), SPU{Int64}(105, 90), SPU{Int64}(106, 91), SPU{Int64}(107, 92), SPU{Int64}(108, 93), SPU{Int64}(109, 94), SPU{Int64}(110, 95), SPU{Int64}(111, 96), SPU{Int64}(112, 97), SPU{Int64}(113, 98), SPU{Int64}(114, 99), SPU{Int64}(115, 100), SPU{Int64}(116, 101), SPU{Int64}(117, 102), SPU{Int64}(118, 103), SPU{Int64}(119, 104), SPU{Int64}(120, 105), SPU{Int64}(1, 2), SPU{Int64}(2, 3), SPU{Int64}(4, 5), SPU{Int64}(5, 6), SPU{Int64}(7, 8), SPU{Int64}(8, 9), SPU{Int64}(10, 11), SPU{Int64}(11, 12), SPU{Int64}(13, 14), SPU{Int64}(14, 15), SPU{Int64}(16, 17), SPU{Int64}(17, 18), SPU{Int64}(19, 20), SPU{Int64}(20, 21), SPU{Int64}(22, 23), SPU{Int64}(23, 24), SPU{Int64}(25, 26), SPU{Int64}(26, 27), SPU{Int64}(28, 29), SPU{Int64}(29, 30), SPU{Int64}(31, 32), SPU{Int64}(32, 33), SPU{Int64}(34, 35), SPU{Int64}(35, 36), SPU{Int64}(37, 38), SPU{Int64}(38, 39), SPU{Int64}(40, 41), SPU{Int64}(41, 42), SPU{Int64}(43, 44), SPU{Int64}(44, 45), SPU{Int64}(46, 47), SPU{Int64}(47, 48), SPU{Int64}(49, 50), SPU{Int64}(50, 51), SPU{Int64}(52, 53), SPU{Int64}(53, 54), SPU{Int64}(55, 56), SPU{Int64}(56, 57), SPU{Int64}(58, 59), SPU{Int64}(59, 60), SPU{Int64}(61, 62), SPU{Int64}(62, 63), SPU{Int64}(64, 65), SPU{Int64}(65, 66), SPU{Int64}(67, 68), SPU{Int64}(68, 69), SPU{Int64}(70, 71), SPU{Int64}(71, 72), SPU{Int64}(73, 74), SPU{Int64}(74, 75), SPU{Int64}(76, 77), SPU{Int64}(77, 78), SPU{Int64}(79, 80), SPU{Int64}(80, 81), SPU{Int64}(82, 83), SPU{Int64}(83, 84), SPU{Int64}(85, 86), SPU{Int64}(86, 87), SPU{Int64}(88, 89), SPU{Int64}(89, 90), SPU{Int64}(91, 92), SPU{Int64}(92, 93), SPU{Int64}(94, 95), SPU{Int64}(95, 96), SPU{Int64}(97, 98), SPU{Int64}(98, 99), SPU{Int64}(100, 101), SPU{Int64}(101, 102), SPU{Int64}(103, 104), SPU{Int64}(104, 105), SPU{Int64}(106, 107), SPU{Int64}(107, 108), SPU{Int64}(109, 110), SPU{Int64}(110, 111), SPU{Int64}(112, 113), SPU{Int64}(113, 114), SPU{Int64}(115, 116), SPU{Int64}(116, 117), SPU{Int64}(118, 119), SPU{Int64}(119, 120), SPU{Int64}(124, 226), SPU{Int64}(125, 227), SPU{Int64}(126, 228), SPU{Int64}(127, 229), SPU{Int64}(128, 230), SPU{Int64}(129, 231), SPU{Int64}(130, 232), SPU{Int64}(131, 233), SPU{Int64}(132, 234), SPU{Int64}(133, 235), SPU{Int64}(134, 236), SPU{Int64}(135, 237), SPU{Int64}(136, 121), SPU{Int64}(137, 122), SPU{Int64}(138, 123), SPU{Int64}(139, 124), SPU{Int64}(140, 125), SPU{Int64}(141, 126), SPU{Int64}(142, 127), SPU{Int64}(143, 128), SPU{Int64}(144, 129), SPU{Int64}(145, 130), SPU{Int64}(146, 131), SPU{Int64}(147, 132), SPU{Int64}(148, 133), SPU{Int64}(149, 134), SPU{Int64}(150, 135), SPU{Int64}(151, 136), SPU{Int64}(152, 137), SPU{Int64}(153, 138), SPU{Int64}(154, 139), SPU{Int64}(155, 140), SPU{Int64}(156, 141), SPU{Int64}(157, 142), SPU{Int64}(158, 143), SPU{Int64}(159, 144), SPU{Int64}(160, 145), SPU{Int64}(161, 146), SPU{Int64}(162, 147), SPU{Int64}(163, 148), SPU{Int64}(164, 149), SPU{Int64}(165, 150), SPU{Int64}(166, 151), SPU{Int64}(167, 152), SPU{Int64}(168, 153), SPU{Int64}(169, 154), SPU{Int64}(170, 155), SPU{Int64}(171, 156), SPU{Int64}(172, 157), SPU{Int64}(173, 158), SPU{Int64}(174, 159), SPU{Int64}(175, 160), SPU{Int64}(176, 161), SPU{Int64}(177, 162), SPU{Int64}(178, 163), SPU{Int64}(179, 164), SPU{Int64}(180, 165), SPU{Int64}(181, 166), SPU{Int64}(182, 167), SPU{Int64}(183, 168), SPU{Int64}(184, 169), SPU{Int64}(185, 170), SPU{Int64}(186, 171), SPU{Int64}(187, 172), SPU{Int64}(188, 173), SPU{Int64}(189, 174), SPU{Int64}(190, 175), SPU{Int64}(191, 176), SPU{Int64}(192, 177), SPU{Int64}(193, 178), SPU{Int64}(194, 179), SPU{Int64}(195, 180), SPU{Int64}(196, 181), SPU{Int64}(197, 182), SPU{Int64}(198, 183), SPU{Int64}(199, 184), SPU{Int64}(200, 185), SPU{Int64}(201, 186), SPU{Int64}(202, 187), SPU{Int64}(203, 188), SPU{Int64}(204, 189), SPU{Int64}(205, 190), SPU{Int64}(206, 191), SPU{Int64}(207, 192), SPU{Int64}(208, 193), SPU{Int64}(209, 194), SPU{Int64}(210, 195), SPU{Int64}(211, 196), SPU{Int64}(212, 197), SPU{Int64}(213, 198), SPU{Int64}(214, 199), SPU{Int64}(215, 200), SPU{Int64}(216, 201), SPU{Int64}(217, 202), SPU{Int64}(218, 203), SPU{Int64}(219, 204), SPU{Int64}(220, 205), SPU{Int64}(221, 206), SPU{Int64}(222, 207), SPU{Int64}(223, 208), SPU{Int64}(224, 209), SPU{Int64}(225, 210), SPU{Int64}(226, 211), SPU{Int64}(227, 212), SPU{Int64}(228, 213), SPU{Int64}(229, 214), SPU{Int64}(230, 215), SPU{Int64}(231, 216), SPU{Int64}(232, 217), SPU{Int64}(233, 218), SPU{Int64}(234, 219), SPU{Int64}(235, 220), SPU{Int64}(236, 221), SPU{Int64}(237, 222), SPU{Int64}(238, 223), SPU{Int64}(239, 224), SPU{Int64}(240, 225), SPU{Int64}(121, 122), SPU{Int64}(122, 123), SPU{Int64}(124, 125), SPU{Int64}(125, 126), SPU{Int64}(127, 128), SPU{Int64}(128, 129), SPU{Int64}(130, 131), SPU{Int64}(131, 132), SPU{Int64}(133, 134), SPU{Int64}(134, 135), SPU{Int64}(136, 137), SPU{Int64}(137, 138), SPU{Int64}(139, 140), SPU{Int64}(140, 141), SPU{Int64}(142, 143), SPU{Int64}(143, 144), SPU{Int64}(145, 146), SPU{Int64}(146, 147), SPU{Int64}(148, 149), SPU{Int64}(149, 150), SPU{Int64}(151, 152), SPU{Int64}(152, 153), SPU{Int64}(154, 155), SPU{Int64}(155, 156), SPU{Int64}(157, 158), SPU{Int64}(158, 159), SPU{Int64}(160, 161), SPU{Int64}(161, 162), SPU{Int64}(163, 164), SPU{Int64}(164, 165), SPU{Int64}(166, 167), SPU{Int64}(167, 168), SPU{Int64}(169, 170), SPU{Int64}(170, 171), SPU{Int64}(172, 173), SPU{Int64}(173, 174), SPU{Int64}(175, 176), SPU{Int64}(176, 177), SPU{Int64}(178, 179), SPU{Int64}(179, 180), SPU{Int64}(181, 182), SPU{Int64}(182, 183), SPU{Int64}(184, 185), SPU{Int64}(185, 186), SPU{Int64}(187, 188), SPU{Int64}(188, 189), SPU{Int64}(190, 191), SPU{Int64}(191, 192), SPU{Int64}(193, 194), SPU{Int64}(194, 195), SPU{Int64}(196, 197), SPU{Int64}(197, 198), SPU{Int64}(199, 200), SPU{Int64}(200, 201), SPU{Int64}(202, 203), SPU{Int64}(203, 204), SPU{Int64}(205, 206), SPU{Int64}(206, 207), SPU{Int64}(208, 209), SPU{Int64}(209, 210), SPU{Int64}(211, 212), SPU{Int64}(212, 213), SPU{Int64}(214, 215), SPU{Int64}(215, 216), SPU{Int64}(217, 218), SPU{Int64}(218, 219), SPU{Int64}(220, 221), SPU{Int64}(221, 222), SPU{Int64}(223, 224), SPU{Int64}(224, 225), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(1, 121), SPU{Int64}(2, 122), SPU{Int64}(3, 123), SPU{Int64}(4, 124), SPU{Int64}(5, 125), SPU{Int64}(6, 126), SPU{Int64}(7, 127), SPU{Int64}(8, 128), SPU{Int64}(9, 129), SPU{Int64}(10, 130), SPU{Int64}(11, 131), SPU{Int64}(12, 132), SPU{Int64}(13, 133), SPU{Int64}(14, 134), SPU{Int64}(15, 135), SPU{Int64}(16, 136), SPU{Int64}(17, 137), SPU{Int64}(18, 138), SPU{Int64}(19, 139), SPU{Int64}(20, 140), SPU{Int64}(21, 141), SPU{Int64}(22, 142), SPU{Int64}(23, 143), SPU{Int64}(24, 144), SPU{Int64}(25, 145), SPU{Int64}(26, 146), SPU{Int64}(27, 147), SPU{Int64}(28, 148), SPU{Int64}(29, 149), SPU{Int64}(30, 150), SPU{Int64}(31, 151), SPU{Int64}(32, 152), SPU{Int64}(33, 153), SPU{Int64}(34, 154), SPU{Int64}(35, 155), SPU{Int64}(36, 156), SPU{Int64}(37, 157), SPU{Int64}(38, 158), SPU{Int64}(39, 159), SPU{Int64}(40, 160), SPU{Int64}(41, 161), SPU{Int64}(42, 162), SPU{Int64}(43, 163), SPU{Int64}(44, 164), SPU{Int64}(45, 165), SPU{Int64}(46, 166), SPU{Int64}(47, 167), SPU{Int64}(48, 168), SPU{Int64}(49, 169), SPU{Int64}(50, 170), SPU{Int64}(51, 171), SPU{Int64}(52, 172), SPU{Int64}(53, 173), SPU{Int64}(54, 174), SPU{Int64}(55, 175), SPU{Int64}(56, 176), SPU{Int64}(57, 177), SPU{Int64}(58, 178), SPU{Int64}(59, 179), SPU{Int64}(60, 180), SPU{Int64}(61, 181), SPU{Int64}(62, 182), SPU{Int64}(63, 183), SPU{Int64}(64, 184), SPU{Int64}(65, 185), SPU{Int64}(66, 186), SPU{Int64}(67, 187), SPU{Int64}(68, 188), SPU{Int64}(69, 189), SPU{Int64}(70, 190), SPU{Int64}(71, 191), SPU{Int64}(72, 192), SPU{Int64}(73, 193), SPU{Int64}(74, 194), SPU{Int64}(75, 195), SPU{Int64}(76, 196), SPU{Int64}(77, 197), SPU{Int64}(78, 198), SPU{Int64}(79, 199), SPU{Int64}(80, 200), SPU{Int64}(81, 201), SPU{Int64}(82, 202), SPU{Int64}(83, 203), SPU{Int64}(84, 204), SPU{Int64}(85, 205), SPU{Int64}(86, 206), SPU{Int64}(87, 207), SPU{Int64}(88, 208), SPU{Int64}(89, 209), SPU{Int64}(90, 210), SPU{Int64}(91, 211), SPU{Int64}(92, 212), SPU{Int64}(93, 213), SPU{Int64}(94, 214), SPU{Int64}(95, 215), SPU{Int64}(96, 216), SPU{Int64}(97, 217), SPU{Int64}(98, 218), SPU{Int64}(99, 219), SPU{Int64}(100, 220), SPU{Int64}(101, 221), SPU{Int64}(102, 222), SPU{Int64}(103, 223), 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, ActiveMaterial{nothing, BattMo.P2Ddiscretization{@NamedTuple{N::Int64, rp::Float64, hT::StaticArraysCore.SVector{6, Float64}, D::Float64, div::StaticArraysCore.SVector{8, Tuple{Int64, Int64, Int64}}, vols::StaticArraysCore.SVector{5, Float64}}}, JutulStorage{@NamedTuple{volume_fraction::Float64, volume_fractions::Vector{Float64}, effective_density::Int64, n_charge_carriers::Int64, maximum_concentration::Float64, volumetric_surface_area::Float64, theta0::Float64, theta100::Float64, reaction_rate_constant_func::BattMo.var"#102#108"{Int64, Float64}, ocp_funcexp::Bool, ocp_func::RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T, :refT, :cmax), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x794076a0, 0x184a47b1, 0xb07e4c53, 0xa7451ebb, 0x9f3f44ff), Expr}}}, Dict{Any, Any}}(JutulStorage{@NamedTuple{volume_fraction::Float64, volume_fractions::Vector{Float64}, effective_density::Int64, n_charge_carriers::Int64, maximum_concentration::Float64, volumetric_surface_area::Float64, theta0::Float64, theta100::Float64, reaction_rate_constant_func::BattMo.var"#102#108"{Int64, Float64}, ocp_funcexp::Bool, ocp_func::RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T, :refT, :cmax), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x794076a0, 0x184a47b1, 0xb07e4c53, 0xa7451ebb, 0x9f3f44ff), Expr}}}((volume_fraction = 0.75, volume_fractions = [1.0, 0.0, 0.0], effective_density = 1695, n_charge_carriers = 1, maximum_concentration = 33133.0, volumetric_surface_area = 383959.0, theta0 = 0.0279, theta100 = 0.9014, reaction_rate_constant_func = BattMo.var"#102#108"{Int64, Float64}(35000, 6.716e-12), ocp_funcexp = true, ocp_func = RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T, :refT, :cmax), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x794076a0, 0x184a47b1, 0xb07e4c53, 0xa7451ebb, 0x9f3f44ff), Expr}(quote
    #= none:1 =#
    #= none:1 =#
    return (((1.9793 * exp(-39.3631 * (c / cmax)) + 0.2482) - 0.0909 * tanh(29.8538 * (c / cmax - 0.1234))) - 0.04478 * tanh(14.9159 * (c / cmax - 0.2769))) - 0.0205 * tanh(30.4444 * (c / cmax - 0.6103))
end))), BattMo.P2Ddiscretization{@NamedTuple{N::Int64, rp::Float64, hT::StaticArraysCore.SVector{6, Float64}, D::Float64, div::StaticArraysCore.SVector{8, Tuple{Int64, Int64, Int64}}, vols::StaticArraysCore.SVector{5, Float64}}}((N = 5, rp = 5.86e-6, hT = [0.0, 2.94555727200579e-5, 0.0001178222908802316, 0.0002651001544805211, 0.0004712891635209264, 0.0007363893180014474], D = 3.3e-14, div = [(1, 1, 1), (2, 1, -1), (2, 2, 1), (3, 2, -1), (3, 3, 1), (4, 3, -1), (4, 4, 1), (5, 4, -1)], vols = [6.743283899851334e-18, 4.720298729895934e-17, 1.2812239409717533e-16, 2.495015042944994e-16, 4.1134031789093135e-16])), {
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1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(7, 211, 1), TPFA{Int64}(8, 212, 1), TPFA{Int64}(9, 213, 1), TPFA{Int64}(10, 214, 1), TPFA{Int64}(11, 215, 1), TPFA{Int64}(12, 216, 1), TPFA{Int64}(13, 217, 1), TPFA{Int64}(14, 218, 1), TPFA{Int64}(15, 219, 1), TPFA{Int64}(16, 220, 1), TPFA{Int64}(17, 221, 1), TPFA{Int64}(18, 222, 1), TPFA{Int64}(19, 223, 1), TPFA{Int64}(20, 224, 1), TPFA{Int64}(21, 225, 1), TPFA{Int64}(22, 226, 1), TPFA{Int64}(23, 227, 1), TPFA{Int64}(24, 228, 1), TPFA{Int64}(25, 229, 1), TPFA{Int64}(26, 230, 1), TPFA{Int64}(27, 231, 1), TPFA{Int64}(28, 232, 1), TPFA{Int64}(29, 233, 1), TPFA{Int64}(30, 234, 1), TPFA{Int64}(31, 1, 1), TPFA{Int64}(32, 2, 1), TPFA{Int64}(33, 3, 1), TPFA{Int64}(34, 4, 1), TPFA{Int64}(35, 5, 1), TPFA{Int64}(36, 6, 1), TPFA{Int64}(37, 7, 1), TPFA{Int64}(38, 8, 1), TPFA{Int64}(39, 9, 1), TPFA{Int64}(40, 10, 1), TPFA{Int64}(41, 11, 1), TPFA{Int64}(42, 12, 1), TPFA{Int64}(43, 13, 1), TPFA{Int64}(44, 14, 1), TPFA{Int64}(45, 15, 1), TPFA{Int64}(46, 16, 1), TPFA{Int64}(47, 17, 1), TPFA{Int64}(48, 18, 1), TPFA{Int64}(49, 19, 1), TPFA{Int64}(50, 20, 1), TPFA{Int64}(51, 21, 1), TPFA{Int64}(52, 22, 1), TPFA{Int64}(53, 23, 1), TPFA{Int64}(54, 24, 1), TPFA{Int64}(55, 25, 1), TPFA{Int64}(56, 26, 1), TPFA{Int64}(57, 27, 1), TPFA{Int64}(58, 28, 1), TPFA{Int64}(59, 29, 1), TPFA{Int64}(60, 30, 1), TPFA{Int64}(61, 31, 1), TPFA{Int64}(62, 32, 1), TPFA{Int64}(63, 33, 1), TPFA{Int64}(64, 34, 1), TPFA{Int64}(65, 35, 1), TPFA{Int64}(66, 36, 1), TPFA{Int64}(67, 37, 1), TPFA{Int64}(68, 38, 1), TPFA{Int64}(69, 39, 1), TPFA{Int64}(70, 40, 1), TPFA{Int64}(71, 41, 1), TPFA{Int64}(72, 42, 1), TPFA{Int64}(73, 43, 1), TPFA{Int64}(74, 44, 1), TPFA{Int64}(75, 45, 1), TPFA{Int64}(76, 46, 1), TPFA{Int64}(77, 47, 1), TPFA{Int64}(78, 48, 1), TPFA{Int64}(79, 49, 1), TPFA{Int64}(80, 50, 1), TPFA{Int64}(81, 51, 1), TPFA{Int64}(82, 52, 1), TPFA{Int64}(83, 53, 1), TPFA{Int64}(84, 54, 1), TPFA{Int64}(85, 55, 1), TPFA{Int64}(86, 56, 1), TPFA{Int64}(87, 57, 1), TPFA{Int64}(88, 58, 1), TPFA{Int64}(89, 59, 1), TPFA{Int64}(90, 60, 1), TPFA{Int64}(91, 61, 1), TPFA{Int64}(92, 62, 1), TPFA{Int64}(93, 63, 1), TPFA{Int64}(94, 64, 1), TPFA{Int64}(95, 65, 1), TPFA{Int64}(96, 66, 1), TPFA{Int64}(97, 67, 1), TPFA{Int64}(98, 68, 1), TPFA{Int64}(99, 69, 1), TPFA{Int64}(100, 70, 1), TPFA{Int64}(101, 71, 1), TPFA{Int64}(102, 72, 1), TPFA{Int64}(103, 73, 1), TPFA{Int64}(104, 74, 1), TPFA{Int64}(105, 75, 1), TPFA{Int64}(106, 76, 1), TPFA{Int64}(107, 77, 1), TPFA{Int64}(108, 78, 1), TPFA{Int64}(109, 79, 1), TPFA{Int64}(110, 80, 1), TPFA{Int64}(111, 81, 1), TPFA{Int64}(112, 82, 1), TPFA{Int64}(113, 83, 1), TPFA{Int64}(114, 84, 1), TPFA{Int64}(115, 85, 1), TPFA{Int64}(116, 86, 1), TPFA{Int64}(117, 87, 1), TPFA{Int64}(118, 88, 1), TPFA{Int64}(119, 89, 1), TPFA{Int64}(120, 90, 1), TPFA{Int64}(121, 91, 1), TPFA{Int64}(122, 92, 1), TPFA{Int64}(123, 93, 1), TPFA{Int64}(124, 94, 1), TPFA{Int64}(125, 95, 1), TPFA{Int64}(126, 96, 1), TPFA{Int64}(127, 97, 1), TPFA{Int64}(128, 98, 1), TPFA{Int64}(129, 99, 1), TPFA{Int64}(130, 100, 1), TPFA{Int64}(131, 101, 1), TPFA{Int64}(132, 102, 1), TPFA{Int64}(133, 103, 1), TPFA{Int64}(134, 104, 1), TPFA{Int64}(135, 105, 1), TPFA{Int64}(136, 106, 1), TPFA{Int64}(137, 107, 1), TPFA{Int64}(138, 108, 1), TPFA{Int64}(139, 109, 1), TPFA{Int64}(140, 110, 1), TPFA{Int64}(141, 111, 1), TPFA{Int64}(142, 112, 1), TPFA{Int64}(143, 113, 1), TPFA{Int64}(144, 114, 1), TPFA{Int64}(145, 115, 1), TPFA{Int64}(146, 116, 1), TPFA{Int64}(147, 117, 1), TPFA{Int64}(148, 118, 1), TPFA{Int64}(149, 119, 1), TPFA{Int64}(150, 120, 1), TPFA{Int64}(151, 121, 1), TPFA{Int64}(152, 122, 1), TPFA{Int64}(153, 123, 1), TPFA{Int64}(154, 124, 1), TPFA{Int64}(155, 125, 1), TPFA{Int64}(156, 126, 1), TPFA{Int64}(157, 127, 1), TPFA{Int64}(158, 128, 1), TPFA{Int64}(159, 129, 1), TPFA{Int64}(160, 130, 1), TPFA{Int64}(161, 131, 1), TPFA{Int64}(162, 132, 1), TPFA{Int64}(163, 133, 1), TPFA{Int64}(164, 134, 1), TPFA{Int64}(165, 135, 1), TPFA{Int64}(166, 136, 1), TPFA{Int64}(167, 137, 1), TPFA{Int64}(168, 138, 1), TPFA{Int64}(169, 139, 1), TPFA{Int64}(170, 140, 1), TPFA{Int64}(171, 141, 1), TPFA{Int64}(172, 142, 1), TPFA{Int64}(173, 143, 1), TPFA{Int64}(174, 144, 1), TPFA{Int64}(175, 145, 1), TPFA{Int64}(176, 146, 1), TPFA{Int64}(177, 147, 1), TPFA{Int64}(178, 148, 1), TPFA{Int64}(179, 149, 1), TPFA{Int64}(180, 150, 1), TPFA{Int64}(181, 151, 1), TPFA{Int64}(182, 152, 1), TPFA{Int64}(183, 153, 1), TPFA{Int64}(184, 154, 1), TPFA{Int64}(185, 155, 1), TPFA{Int64}(186, 156, 1), TPFA{Int64}(187, 157, 1), TPFA{Int64}(188, 158, 1), TPFA{Int64}(189, 159, 1), TPFA{Int64}(190, 160, 1), TPFA{Int64}(191, 161, 1), TPFA{Int64}(192, 162, 1), TPFA{Int64}(193, 163, 1), TPFA{Int64}(194, 164, 1), TPFA{Int64}(195, 165, 1), TPFA{Int64}(196, 166, 1), TPFA{Int64}(197, 167, 1), TPFA{Int64}(198, 168, 1), TPFA{Int64}(199, 169, 1), TPFA{Int64}(200, 170, 1), TPFA{Int64}(201, 171, 1), TPFA{Int64}(202, 172, 1), TPFA{Int64}(203, 173, 1), TPFA{Int64}(204, 174, 1), TPFA{Int64}(205, 175, 1), TPFA{Int64}(206, 176, 1), TPFA{Int64}(207, 177, 1), TPFA{Int64}(208, 178, 1), TPFA{Int64}(209, 179, 1), TPFA{Int64}(210, 180, 1), TPFA{Int64}(211, 181, 1), TPFA{Int64}(212, 182, 1), TPFA{Int64}(213, 183, 1), TPFA{Int64}(214, 184, 1), TPFA{Int64}(215, 185, 1), TPFA{Int64}(216, 186, 1), TPFA{Int64}(217, 187, 1), TPFA{Int64}(218, 188, 1), TPFA{Int64}(219, 189, 1), TPFA{Int64}(220, 190, 1), TPFA{Int64}(221, 191, 1), TPFA{Int64}(222, 192, 1), TPFA{Int64}(223, 193, 1), TPFA{Int64}(224, 194, 1), TPFA{Int64}(225, 195, 1), TPFA{Int64}(226, 196, 1), TPFA{Int64}(227, 197, 1), TPFA{Int64}(228, 198, 1), TPFA{Int64}(229, 199, 1), TPFA{Int64}(230, 200, 1), TPFA{Int64}(231, 201, 1), TPFA{Int64}(232, 202, 1), TPFA{Int64}(233, 203, 1), TPFA{Int64}(234, 204, 1), TPFA{Int64}(235, 205, 1), TPFA{Int64}(236, 206, 1), TPFA{Int64}(237, 207, 1), TPFA{Int64}(238, 208, 1), TPFA{Int64}(239, 209, 1), TPFA{Int64}(240, 210, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(247, 451, 1), TPFA{Int64}(248, 452, 1), TPFA{Int64}(249, 453, 1), TPFA{Int64}(250, 454, 1), TPFA{Int64}(251, 455, 1), TPFA{Int64}(252, 456, 1), TPFA{Int64}(253, 457, 1), TPFA{Int64}(254, 458, 1), TPFA{Int64}(255, 459, 1), TPFA{Int64}(256, 460, 1), TPFA{Int64}(257, 461, 1), TPFA{Int64}(258, 462, 1), TPFA{Int64}(259, 463, 1), TPFA{Int64}(260, 464, 1), TPFA{Int64}(261, 465, 1), TPFA{Int64}(262, 466, 1), TPFA{Int64}(263, 467, 1), TPFA{Int64}(264, 468, 1), TPFA{Int64}(265, 469, 1), TPFA{Int64}(266, 470, 1), TPFA{Int64}(267, 471, 1), TPFA{Int64}(268, 472, 1), TPFA{Int64}(269, 473, 1), TPFA{Int64}(270, 474, 1), TPFA{Int64}(271, 241, 1), TPFA{Int64}(272, 242, 1), TPFA{Int64}(273, 243, 1), TPFA{Int64}(274, 244, 1), TPFA{Int64}(275, 245, 1), TPFA{Int64}(276, 246, 1), TPFA{Int64}(277, 247, 1), TPFA{Int64}(278, 248, 1), TPFA{Int64}(279, 249, 1), TPFA{Int64}(280, 250, 1), TPFA{Int64}(281, 251, 1), TPFA{Int64}(282, 252, 1), TPFA{Int64}(283, 253, 1), TPFA{Int64}(284, 254, 1), TPFA{Int64}(285, 255, 1), TPFA{Int64}(286, 256, 1), TPFA{Int64}(287, 257, 1), TPFA{Int64}(288, 258, 1), TPFA{Int64}(289, 259, 1), TPFA{Int64}(290, 260, 1), TPFA{Int64}(291, 261, 1), TPFA{Int64}(292, 262, 1), TPFA{Int64}(293, 263, 1), TPFA{Int64}(294, 264, 1), TPFA{Int64}(295, 265, 1), TPFA{Int64}(296, 266, 1), TPFA{Int64}(297, 267, 1), TPFA{Int64}(298, 268, 1), TPFA{Int64}(299, 269, 1), TPFA{Int64}(300, 270, 1), TPFA{Int64}(301, 271, 1), TPFA{Int64}(302, 272, 1), TPFA{Int64}(303, 273, 1), TPFA{Int64}(304, 274, 1), TPFA{Int64}(305, 275, 1), TPFA{Int64}(306, 276, 1), TPFA{Int64}(307, 277, 1), TPFA{Int64}(308, 278, 1), TPFA{Int64}(309, 279, 1), TPFA{Int64}(310, 280, 1), TPFA{Int64}(311, 281, 1), TPFA{Int64}(312, 282, 1), TPFA{Int64}(313, 283, 1), TPFA{Int64}(314, 284, 1), TPFA{Int64}(315, 285, 1), TPFA{Int64}(316, 286, 1), TPFA{Int64}(317, 287, 1), TPFA{Int64}(318, 288, 1), TPFA{Int64}(319, 289, 1), TPFA{Int64}(320, 290, 1), TPFA{Int64}(321, 291, 1), TPFA{Int64}(322, 292, 1), TPFA{Int64}(323, 293, 1), TPFA{Int64}(324, 294, 1), TPFA{Int64}(325, 295, 1), TPFA{Int64}(326, 296, 1), TPFA{Int64}(327, 297, 1), TPFA{Int64}(328, 298, 1), TPFA{Int64}(329, 299, 1), TPFA{Int64}(330, 300, 1), TPFA{Int64}(331, 301, 1), TPFA{Int64}(332, 302, 1), TPFA{Int64}(333, 303, 1), TPFA{Int64}(334, 304, 1), TPFA{Int64}(335, 305, 1), TPFA{Int64}(336, 306, 1), TPFA{Int64}(337, 307, 1), TPFA{Int64}(338, 308, 1), TPFA{Int64}(339, 309, 1), TPFA{Int64}(340, 310, 1), TPFA{Int64}(341, 311, 1), TPFA{Int64}(342, 312, 1), TPFA{Int64}(343, 313, 1), TPFA{Int64}(344, 314, 1), TPFA{Int64}(345, 315, 1), TPFA{Int64}(346, 316, 1), TPFA{Int64}(347, 317, 1), TPFA{Int64}(348, 318, 1), TPFA{Int64}(349, 319, 1), TPFA{Int64}(350, 320, 1), TPFA{Int64}(351, 321, 1), TPFA{Int64}(352, 322, 1), TPFA{Int64}(353, 323, 1), TPFA{Int64}(354, 324, 1), TPFA{Int64}(355, 325, 1), TPFA{Int64}(356, 326, 1), TPFA{Int64}(357, 327, 1), TPFA{Int64}(358, 328, 1), TPFA{Int64}(359, 329, 1), TPFA{Int64}(360, 330, 1), TPFA{Int64}(361, 331, 1), TPFA{Int64}(362, 332, 1), TPFA{Int64}(363, 333, 1), TPFA{Int64}(364, 334, 1), TPFA{Int64}(365, 335, 1), TPFA{Int64}(366, 336, 1), TPFA{Int64}(367, 337, 1), TPFA{Int64}(368, 338, 1), TPFA{Int64}(369, 339, 1), TPFA{Int64}(370, 340, 1), TPFA{Int64}(371, 341, 1), TPFA{Int64}(372, 342, 1), TPFA{Int64}(373, 343, 1), TPFA{Int64}(374, 344, 1), TPFA{Int64}(375, 345, 1), TPFA{Int64}(376, 346, 1), TPFA{Int64}(377, 347, 1), TPFA{Int64}(378, 348, 1), TPFA{Int64}(379, 349, 1), TPFA{Int64}(380, 350, 1), TPFA{Int64}(381, 351, 1), TPFA{Int64}(382, 352, 1), TPFA{Int64}(383, 353, 1), TPFA{Int64}(384, 354, 1), TPFA{Int64}(385, 355, 1), TPFA{Int64}(386, 356, 1), TPFA{Int64}(387, 357, 1), TPFA{Int64}(388, 358, 1), TPFA{Int64}(389, 359, 1), TPFA{Int64}(390, 360, 1), TPFA{Int64}(391, 361, 1), TPFA{Int64}(392, 362, 1), TPFA{Int64}(393, 363, 1), TPFA{Int64}(394, 364, 1), TPFA{Int64}(395, 365, 1), TPFA{Int64}(396, 366, 1), TPFA{Int64}(397, 367, 1), TPFA{Int64}(398, 368, 1), TPFA{Int64}(399, 369, 1), TPFA{Int64}(400, 370, 1), TPFA{Int64}(401, 371, 1), TPFA{Int64}(402, 372, 1), TPFA{Int64}(403, 373, 1), TPFA{Int64}(404, 374, 1), TPFA{Int64}(405, 375, 1), TPFA{Int64}(406, 376, 1), TPFA{Int64}(407, 377, 1), TPFA{Int64}(408, 378, 1), TPFA{Int64}(409, 379, 1), TPFA{Int64}(410, 380, 1), TPFA{Int64}(411, 381, 1), TPFA{Int64}(412, 382, 1), TPFA{Int64}(413, 383, 1), TPFA{Int64}(414, 384, 1), TPFA{Int64}(415, 385, 1), TPFA{Int64}(416, 386, 1), TPFA{Int64}(417, 387, 1), TPFA{Int64}(418, 388, 1), TPFA{Int64}(419, 389, 1), TPFA{Int64}(420, 390, 1), TPFA{Int64}(421, 391, 1), TPFA{Int64}(422, 392, 1), TPFA{Int64}(423, 393, 1), TPFA{Int64}(424, 394, 1), TPFA{Int64}(425, 395, 1), TPFA{Int64}(426, 396, 1), TPFA{Int64}(427, 397, 1), TPFA{Int64}(428, 398, 1), TPFA{Int64}(429, 399, 1), TPFA{Int64}(430, 400, 1), TPFA{Int64}(431, 401, 1), TPFA{Int64}(432, 402, 1), TPFA{Int64}(433, 403, 1), TPFA{Int64}(434, 404, 1), TPFA{Int64}(435, 405, 1), TPFA{Int64}(436, 406, 1), TPFA{Int64}(437, 407, 1), TPFA{Int64}(438, 408, 1), TPFA{Int64}(439, 409, 1), TPFA{Int64}(440, 410, 1), TPFA{Int64}(441, 411, 1), TPFA{Int64}(442, 412, 1), TPFA{Int64}(443, 413, 1), TPFA{Int64}(444, 414, 1), TPFA{Int64}(445, 415, 1), TPFA{Int64}(446, 416, 1), TPFA{Int64}(447, 417, 1), TPFA{Int64}(448, 418, 1), TPFA{Int64}(449, 419, 1), TPFA{Int64}(450, 420, 1), TPFA{Int64}(451, 421, 1), TPFA{Int64}(452, 422, 1), TPFA{Int64}(453, 423, 1), TPFA{Int64}(454, 424, 1), TPFA{Int64}(455, 425, 1), TPFA{Int64}(456, 426, 1), TPFA{Int64}(457, 427, 1), TPFA{Int64}(458, 428, 1), TPFA{Int64}(459, 429, 1), TPFA{Int64}(460, 430, 1), TPFA{Int64}(461, 431, 1), TPFA{Int64}(462, 432, 1), TPFA{Int64}(463, 433, 1), TPFA{Int64}(464, 434, 1), TPFA{Int64}(465, 435, 1), TPFA{Int64}(466, 436, 1), TPFA{Int64}(467, 437, 1), TPFA{Int64}(468, 438, 1), TPFA{Int64}(469, 439, 1), TPFA{Int64}(470, 440, 1), TPFA{Int64}(471, 441, 1), TPFA{Int64}(472, 442, 1), TPFA{Int64}(473, 443, 1), TPFA{Int64}(474, 444, 1), TPFA{Int64}(475, 445, 1), TPFA{Int64}(476, 446, 1), TPFA{Int64}(477, 447, 1), TPFA{Int64}(478, 448, 1), TPFA{Int64}(479, 449, 1), TPFA{Int64}(480, 450, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(1, 241, 1), TPFA{Int64}(2, 242, 1), TPFA{Int64}(3, 243, 1), TPFA{Int64}(4, 244, 1), TPFA{Int64}(5, 245, 1), TPFA{Int64}(6, 246, 1), TPFA{Int64}(7, 247, 1), TPFA{Int64}(8, 248, 1), TPFA{Int64}(9, 249, 1), TPFA{Int64}(10, 250, 1), TPFA{Int64}(11, 251, 1), TPFA{Int64}(12, 252, 1), TPFA{Int64}(13, 253, 1), TPFA{Int64}(14, 254, 1), TPFA{Int64}(15, 255, 1), TPFA{Int64}(16, 256, 1), TPFA{Int64}(17, 257, 1), TPFA{Int64}(18, 258, 1), TPFA{Int64}(19, 259, 1), TPFA{Int64}(20, 260, 1), TPFA{Int64}(21, 261, 1), TPFA{Int64}(22, 262, 1), TPFA{Int64}(23, 263, 1), TPFA{Int64}(24, 264, 1), TPFA{Int64}(25, 265, 1), TPFA{Int64}(26, 266, 1), TPFA{Int64}(27, 267, 1), TPFA{Int64}(28, 268, 1), TPFA{Int64}(29, 269, 1), TPFA{Int64}(30, 270, 1), TPFA{Int64}(31, 271, 1), TPFA{Int64}(32, 272, 1), TPFA{Int64}(33, 273, 1), TPFA{Int64}(34, 274, 1), TPFA{Int64}(35, 275, 1), TPFA{Int64}(36, 276, 1), TPFA{Int64}(37, 277, 1), TPFA{Int64}(38, 278, 1), TPFA{Int64}(39, 279, 1), TPFA{Int64}(40, 280, 1), TPFA{Int64}(41, 281, 1), TPFA{Int64}(42, 282, 1), TPFA{Int64}(43, 283, 1), TPFA{Int64}(44, 284, 1), TPFA{Int64}(45, 285, 1), TPFA{Int64}(46, 286, 1), TPFA{Int64}(47, 287, 1), TPFA{Int64}(48, 288, 1), TPFA{Int64}(49, 289, 1), TPFA{Int64}(50, 290, 1), TPFA{Int64}(51, 291, 1), TPFA{Int64}(52, 292, 1), TPFA{Int64}(53, 293, 1), TPFA{Int64}(54, 294, 1), TPFA{Int64}(55, 295, 1), TPFA{Int64}(56, 296, 1), TPFA{Int64}(57, 297, 1), TPFA{Int64}(58, 298, 1), TPFA{Int64}(59, 299, 1), TPFA{Int64}(60, 300, 1), TPFA{Int64}(61, 301, 1), TPFA{Int64}(62, 302, 1), TPFA{Int64}(63, 303, 1), TPFA{Int64}(64, 304, 1), TPFA{Int64}(65, 305, 1), TPFA{Int64}(66, 306, 1), TPFA{Int64}(67, 307, 1), TPFA{Int64}(68, 308, 1), TPFA{Int64}(69, 309, 1), TPFA{Int64}(70, 310, 1), TPFA{Int64}(71, 311, 1), TPFA{Int64}(72, 312, 1), TPFA{Int64}(73, 313, 1), TPFA{Int64}(74, 314, 1), TPFA{Int64}(75, 315, 1), TPFA{Int64}(76, 316, 1), TPFA{Int64}(77, 317, 1), TPFA{Int64}(78, 318, 1), TPFA{Int64}(79, 319, 1), TPFA{Int64}(80, 320, 1), TPFA{Int64}(81, 321, 1), TPFA{Int64}(82, 322, 1), TPFA{Int64}(83, 323, 1), TPFA{Int64}(84, 324, 1), TPFA{Int64}(85, 325, 1), TPFA{Int64}(86, 326, 1), TPFA{Int64}(87, 327, 1), TPFA{Int64}(88, 328, 1), TPFA{Int64}(89, 329, 1), TPFA{Int64}(90, 330, 1), TPFA{Int64}(91, 331, 1), TPFA{Int64}(92, 332, 1), TPFA{Int64}(93, 333, 1), TPFA{Int64}(94, 334, 1), TPFA{Int64}(95, 335, 1), TPFA{Int64}(96, 336, 1), TPFA{Int64}(97, 337, 1), TPFA{Int64}(98, 338, 1), TPFA{Int64}(99, 339, 1), TPFA{Int64}(100, 340, 1), TPFA{Int64}(101, 341, 1), TPFA{Int64}(102, 342, 1), TPFA{Int64}(103, 343, 1), TPFA{Int64}(104, 344, 1), TPFA{Int64}(105, 345, 1), TPFA{Int64}(106, 346, 1), TPFA{Int64}(107, 347, 1), TPFA{Int64}(108, 348, 1), TPFA{Int64}(109, 349, 1), TPFA{Int64}(110, 350, 1), TPFA{Int64}(111, 351, 1), TPFA{Int64}(112, 352, 1), TPFA{Int64}(113, 353, 1), TPFA{Int64}(114, 354, 1), TPFA{Int64}(115, 355, 1), TPFA{Int64}(116, 356, 1), TPFA{Int64}(117, 357, 1), TPFA{Int64}(118, 358, 1), TPFA{Int64}(119, 359, 1), TPFA{Int64}(120, 360, 1), TPFA{Int64}(121, 361, 1), TPFA{Int64}(122, 362, 1), TPFA{Int64}(123, 363, 1), TPFA{Int64}(124, 364, 1), TPFA{Int64}(125, 365, 1), TPFA{Int64}(126, 366, 1), TPFA{Int64}(127, 367, 1), TPFA{Int64}(128, 368, 1), TPFA{Int64}(129, 369, 1), TPFA{Int64}(130, 370, 1), TPFA{Int64}(131, 371, 1), TPFA{Int64}(132, 372, 1), TPFA{Int64}(133, 373, 1), TPFA{Int64}(134, 374, 1), TPFA{Int64}(135, 375, 1), TPFA{Int64}(136, 376, 1), TPFA{Int64}(137, 377, 1), TPFA{Int64}(138, 378, 1), TPFA{Int64}(139, 379, 1), TPFA{Int64}(140, 380, 1), TPFA{Int64}(141, 381, 1), TPFA{Int64}(142, 382, 1), TPFA{Int64}(143, 383, 1), TPFA{Int64}(144, 384, 1), TPFA{Int64}(145, 385, 1), TPFA{Int64}(146, 386, 1), TPFA{Int64}(147, 387, 1), TPFA{Int64}(148, 388, 1), TPFA{Int64}(149, 389, 1), TPFA{Int64}(150, 390, 1), TPFA{Int64}(151, 391, 1), TPFA{Int64}(152, 392, 1), TPFA{Int64}(153, 393, 1), TPFA{Int64}(154, 394, 1), TPFA{Int64}(155, 395, 1), TPFA{Int64}(156, 396, 1), TPFA{Int64}(157, 397, 1), TPFA{Int64}(158, 398, 1), TPFA{Int64}(159, 399, 1), TPFA{Int64}(160, 400, 1), TPFA{Int64}(161, 401, 1), TPFA{Int64}(162, 402, 1), TPFA{Int64}(163, 403, 1), TPFA{Int64}(164, 404, 1), TPFA{Int64}(165, 405, 1), TPFA{Int64}(166, 406, 1), TPFA{Int64}(167, 407, 1), TPFA{Int64}(168, 408, 1), TPFA{Int64}(169, 409, 1), TPFA{Int64}(170, 410, 1), TPFA{Int64}(171, 411, 1), TPFA{Int64}(172, 412, 1), TPFA{Int64}(173, 413, 1), TPFA{Int64}(174, 414, 1), TPFA{Int64}(175, 415, 1), TPFA{Int64}(176, 416, 1), TPFA{Int64}(177, 417, 1), TPFA{Int64}(178, 418, 1), TPFA{Int64}(179, 419, 1), TPFA{Int64}(180, 420, 1), TPFA{Int64}(181, 421, 1), TPFA{Int64}(182, 422, 1), TPFA{Int64}(183, 423, 1), TPFA{Int64}(184, 424, 1), TPFA{Int64}(185, 425, 1), TPFA{Int64}(186, 426, 1), TPFA{Int64}(187, 427, 1), TPFA{Int64}(188, 428, 1), TPFA{Int64}(189, 429, 1), TPFA{Int64}(190, 430, 1), TPFA{Int64}(191, 431, 1), TPFA{Int64}(192, 432, 1), TPFA{Int64}(193, 433, 1), TPFA{Int64}(194, 434, 1), TPFA{Int64}(195, 435, 1), TPFA{Int64}(196, 436, 1), TPFA{Int64}(197, 437, 1), TPFA{Int64}(198, 438, 1), TPFA{Int64}(199, 439, 1), TPFA{Int64}(200, 440, 1), TPFA{Int64}(201, 441, 1), TPFA{Int64}(202, 442, 1), TPFA{Int64}(203, 443, 1), TPFA{Int64}(204, 444, 1), TPFA{Int64}(205, 445, 1), TPFA{Int64}(206, 446, 1), TPFA{Int64}(207, 447, 1), TPFA{Int64}(208, 448, 1), TPFA{Int64}(209, 449, 1), TPFA{Int64}(210, 450, 1), TPFA{Int64}(211, 451, 1), TPFA{Int64}(212, 452, 1), TPFA{Int64}(213, 453, 1), TPFA{Int64}(214, 454, 1), TPFA{Int64}(215, 455, 1), TPFA{Int64}(216, 456, 1), TPFA{Int64}(217, 457, 1), TPFA{Int64}(218, 458, 1), TPFA{Int64}(219, 459, 1), TPFA{Int64}(220, 460, 1), TPFA{Int64}(221, 461, 1), TPFA{Int64}(222, 462, 1), TPFA{Int64}(223, 463, 1), TPFA{Int64}(224, 464, 1), TPFA{Int64}(225, 465, 1), TPFA{Int64}(226, 466, 1), TPFA{Int64}(227, 467, 1), TPFA{Int64}(228, 468, 1), TPFA{Int64}(229, 469, 1), TPFA{Int64}(230, 470, 1), TPFA{Int64}(231, 471, 1), TPFA{Int64}(232, 472, 1), TPFA{Int64}(233, 473, 1), TPFA{Int64}(234, 474, 1), TPFA{Int64}(235, 475, 1), TPFA{Int64}(236, 476, 1), TPFA{Int64}(237, 477, 1), TPFA{Int64}(238, 478, 1), TPFA{Int64}(239, 479, 1), TPFA{Int64}(240, 480, 1)], SPU{Int64}[SPU{Int64}(7, 211), SPU{Int64}(8, 212), SPU{Int64}(9, 213), SPU{Int64}(10, 214), SPU{Int64}(11, 215), SPU{Int64}(12, 216), SPU{Int64}(13, 217), SPU{Int64}(14, 218), SPU{Int64}(15, 219), SPU{Int64}(16, 220), SPU{Int64}(17, 221), SPU{Int64}(18, 222), SPU{Int64}(19, 223), SPU{Int64}(20, 224), SPU{Int64}(21, 225), SPU{Int64}(22, 226), SPU{Int64}(23, 227), SPU{Int64}(24, 228), SPU{Int64}(25, 229), SPU{Int64}(26, 230), SPU{Int64}(27, 231), SPU{Int64}(28, 232), SPU{Int64}(29, 233), SPU{Int64}(30, 234), SPU{Int64}(31, 1), SPU{Int64}(32, 2), SPU{Int64}(33, 3), SPU{Int64}(34, 4), SPU{Int64}(35, 5), SPU{Int64}(36, 6), SPU{Int64}(37, 7), SPU{Int64}(38, 8), SPU{Int64}(39, 9), SPU{Int64}(40, 10), SPU{Int64}(41, 11), SPU{Int64}(42, 12), SPU{Int64}(43, 13), SPU{Int64}(44, 14), SPU{Int64}(45, 15), SPU{Int64}(46, 16), SPU{Int64}(47, 17), SPU{Int64}(48, 18), SPU{Int64}(49, 19), SPU{Int64}(50, 20), SPU{Int64}(51, 21), SPU{Int64}(52, 22), SPU{Int64}(53, 23), SPU{Int64}(54, 24), SPU{Int64}(55, 25), SPU{Int64}(56, 26), SPU{Int64}(57, 27), SPU{Int64}(58, 28), SPU{Int64}(59, 29), SPU{Int64}(60, 30), SPU{Int64}(61, 31), SPU{Int64}(62, 32), SPU{Int64}(63, 33), SPU{Int64}(64, 34), SPU{Int64}(65, 35), SPU{Int64}(66, 36), SPU{Int64}(67, 37), SPU{Int64}(68, 38), SPU{Int64}(69, 39), SPU{Int64}(70, 40), SPU{Int64}(71, 41), SPU{Int64}(72, 42), SPU{Int64}(73, 43), SPU{Int64}(74, 44), SPU{Int64}(75, 45), SPU{Int64}(76, 46), SPU{Int64}(77, 47), SPU{Int64}(78, 48), SPU{Int64}(79, 49), SPU{Int64}(80, 50), SPU{Int64}(81, 51), SPU{Int64}(82, 52), SPU{Int64}(83, 53), SPU{Int64}(84, 54), SPU{Int64}(85, 55), SPU{Int64}(86, 56), SPU{Int64}(87, 57), SPU{Int64}(88, 58), SPU{Int64}(89, 59), SPU{Int64}(90, 60), SPU{Int64}(91, 61), SPU{Int64}(92, 62), SPU{Int64}(93, 63), SPU{Int64}(94, 64), SPU{Int64}(95, 65), SPU{Int64}(96, 66), SPU{Int64}(97, 67), SPU{Int64}(98, 68), SPU{Int64}(99, 69), SPU{Int64}(100, 70), SPU{Int64}(101, 71), SPU{Int64}(102, 72), SPU{Int64}(103, 73), SPU{Int64}(104, 74), SPU{Int64}(105, 75), SPU{Int64}(106, 76), SPU{Int64}(107, 77), SPU{Int64}(108, 78), SPU{Int64}(109, 79), SPU{Int64}(110, 80), SPU{Int64}(111, 81), SPU{Int64}(112, 82), SPU{Int64}(113, 83), SPU{Int64}(114, 84), SPU{Int64}(115, 85), SPU{Int64}(116, 86), SPU{Int64}(117, 87), SPU{Int64}(118, 88), SPU{Int64}(119, 89), SPU{Int64}(120, 90), SPU{Int64}(121, 91), SPU{Int64}(122, 92), SPU{Int64}(123, 93), SPU{Int64}(124, 94), SPU{Int64}(125, 95), SPU{Int64}(126, 96), SPU{Int64}(127, 97), SPU{Int64}(128, 98), SPU{Int64}(129, 99), SPU{Int64}(130, 100), SPU{Int64}(131, 101), SPU{Int64}(132, 102), SPU{Int64}(133, 103), SPU{Int64}(134, 104), SPU{Int64}(135, 105), SPU{Int64}(136, 106), SPU{Int64}(137, 107), SPU{Int64}(138, 108), SPU{Int64}(139, 109), SPU{Int64}(140, 110), SPU{Int64}(141, 111), SPU{Int64}(142, 112), SPU{Int64}(143, 113), SPU{Int64}(144, 114), SPU{Int64}(145, 115), SPU{Int64}(146, 116), SPU{Int64}(147, 117), SPU{Int64}(148, 118), SPU{Int64}(149, 119), SPU{Int64}(150, 120), SPU{Int64}(151, 121), SPU{Int64}(152, 122), SPU{Int64}(153, 123), SPU{Int64}(154, 124), SPU{Int64}(155, 125), SPU{Int64}(156, 126), SPU{Int64}(157, 127), SPU{Int64}(158, 128), SPU{Int64}(159, 129), SPU{Int64}(160, 130), SPU{Int64}(161, 131), SPU{Int64}(162, 132), SPU{Int64}(163, 133), SPU{Int64}(164, 134), 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0.0, 0.53, 0.53, 0.53], Cells()))) and discretizations for flow
, Electrolyte{Dict{Any, Any}}(JutulStorage{Nothing}(OrderedCollections.OrderedDict{Symbol, Any}(:transference => 0.2594, :charge => 1, :separator_porosity => 0.47, :bruggeman => 1.5, :electrolyte_density => 0.47, :separator_density => 1200, :diffusivity_func => RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0xee2235f8, 0xd04ba524, 0x244c5077, 0x15da4b3a, 0xf624324c), Expr}(quote
    #= none:1 =#
    #= none:1 =#
    return (8.794 * 10 ^ -11 * (c / 1000) ^ 2 - 3.972 * 10 ^ -10 * (c / 1000)) + 4.862 * 10 ^ -10
end), :conductivity_func => RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x6d3933d7, 0x54a514ab, 0x5fe1ef12, 0x21826394, 0xabdf6a37), Expr}(quote
    #= none:1 =#
    #= none:1 =#
    return (0.1297 * (c / 1000) ^ 3 - 2.51 * (c / 1000) ^ 1.5) + 3.329 * (c / 1000)
end))), {
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0.0, 0.53, 0.53, 0.53], Cells()))), OrderedCollections.OrderedDict{Symbol, Any}(:Phi => Phi(), :C => C()), OrderedCollections.OrderedDict{Symbol, Any}(:Conductivity => BattMo.Conductivity(), :Diffusivity => BattMo.Diffusivity(), :DmuDc => DmuDc(), :ChemCoef => ChemCoef(), :Charge => Charge(), :Mass => Mass()), OrderedCollections.OrderedDict{Symbol, Any}(:ECTransmissibilities => BattMo.ECTransmissibilities(), :Volume => BattMo.Volume(), :Temperature => Temperature(), :BruggemanCoefficient => BattMo.BruggemanCoefficient(), :VolumeFraction => BattMo.VolumeFraction()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => ConservationLaw{:Charge, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(19, 631, 1), TPFA{Int64}(20, 632, 1), TPFA{Int64}(21, 633, 1), TPFA{Int64}(22, 634, 1), TPFA{Int64}(23, 635, 1), TPFA{Int64}(24, 636, 1), TPFA{Int64}(25, 637, 1), TPFA{Int64}(26, 638, 1), TPFA{Int64}(27, 639, 1), TPFA{Int64}(28, 640, 1), TPFA{Int64}(29, 641, 1), TPFA{Int64}(30, 642, 1), TPFA{Int64}(31, 643, 1), TPFA{Int64}(32, 644, 1), TPFA{Int64}(33, 645, 1), TPFA{Int64}(34, 646, 1), TPFA{Int64}(35, 647, 1), TPFA{Int64}(36, 648, 1), TPFA{Int64}(37, 649, 1), TPFA{Int64}(38, 650, 1), TPFA{Int64}(39, 651, 1), TPFA{Int64}(40, 652, 1), TPFA{Int64}(41, 653, 1), TPFA{Int64}(42, 654, 1), TPFA{Int64}(43, 655, 1), TPFA{Int64}(44, 656, 1), TPFA{Int64}(45, 657, 1), TPFA{Int64}(46, 658, 1), TPFA{Int64}(47, 659, 1), TPFA{Int64}(48, 660, 1), TPFA{Int64}(49, 661, 1), TPFA{Int64}(50, 662, 1), TPFA{Int64}(51, 663, 1), TPFA{Int64}(52, 664, 1), TPFA{Int64}(53, 665, 1), TPFA{Int64}(54, 666, 1), TPFA{Int64}(55, 667, 1), TPFA{Int64}(56, 668, 1), TPFA{Int64}(57, 669, 1), TPFA{Int64}(58, 670, 1), TPFA{Int64}(59, 671, 1), TPFA{Int64}(60, 672, 1), TPFA{Int64}(61, 673, 1), TPFA{Int64}(62, 674, 1), TPFA{Int64}(63, 675, 1), TPFA{Int64}(64, 676, 1), TPFA{Int64}(65, 677, 1), TPFA{Int64}(66, 678, 1), TPFA{Int64}(67, 679, 1), TPFA{Int64}(68, 680, 1), TPFA{Int64}(69, 681, 1), TPFA{Int64}(70, 682, 1), TPFA{Int64}(71, 683, 1), TPFA{Int64}(72, 684, 1), TPFA{Int64}(73, 685, 1), TPFA{Int64}(74, 686, 1), TPFA{Int64}(75, 687, 1), TPFA{Int64}(76, 688, 1), TPFA{Int64}(77, 689, 1), TPFA{Int64}(78, 690, 1), TPFA{Int64}(79, 691, 1), TPFA{Int64}(80, 692, 1), TPFA{Int64}(81, 693, 1), TPFA{Int64}(82, 694, 1), TPFA{Int64}(83, 695, 1), TPFA{Int64}(84, 696, 1), TPFA{Int64}(85, 697, 1), TPFA{Int64}(86, 698, 1), TPFA{Int64}(87, 699, 1), TPFA{Int64}(88, 700, 1), TPFA{Int64}(89, 701, 1), TPFA{Int64}(90, 702, 1), TPFA{Int64}(91, 1, 1), TPFA{Int64}(92, 2, 1), TPFA{Int64}(93, 3, 1), TPFA{Int64}(94, 4, 1), TPFA{Int64}(95, 5, 1), TPFA{Int64}(96, 6, 1), TPFA{Int64}(97, 7, 1), TPFA{Int64}(98, 8, 1), TPFA{Int64}(99, 9, 1), TPFA{Int64}(100, 10, 1), TPFA{Int64}(101, 11, 1), TPFA{Int64}(102, 12, 1), TPFA{Int64}(103, 13, 1), TPFA{Int64}(104, 14, 1), TPFA{Int64}(105, 15, 1), TPFA{Int64}(106, 16, 1), TPFA{Int64}(107, 17, 1), TPFA{Int64}(108, 18, 1), TPFA{Int64}(109, 19, 1), TPFA{Int64}(110, 20, 1), TPFA{Int64}(111, 21, 1), TPFA{Int64}(112, 22, 1), TPFA{Int64}(113, 23, 1), TPFA{Int64}(114, 24, 1), TPFA{Int64}(115, 25, 1), TPFA{Int64}(116, 26, 1), TPFA{Int64}(117, 27, 1), TPFA{Int64}(118, 28, 1), TPFA{Int64}(119, 29, 1), TPFA{Int64}(120, 30, 1), TPFA{Int64}(121, 31, 1), TPFA{Int64}(122, 32, 1), TPFA{Int64}(123, 33, 1), TPFA{Int64}(124, 34, 1), TPFA{Int64}(125, 35, 1), TPFA{Int64}(126, 36, 1), TPFA{Int64}(127, 37, 1), TPFA{Int64}(128, 38, 1), TPFA{Int64}(129, 39, 1), TPFA{Int64}(130, 40, 1), TPFA{Int64}(131, 41, 1), TPFA{Int64}(132, 42, 1), TPFA{Int64}(133, 43, 1), TPFA{Int64}(134, 44, 1), TPFA{Int64}(135, 45, 1), TPFA{Int64}(136, 46, 1), TPFA{Int64}(137, 47, 1), TPFA{Int64}(138, 48, 1), TPFA{Int64}(139, 49, 1), TPFA{Int64}(140, 50, 1), TPFA{Int64}(141, 51, 1), TPFA{Int64}(142, 52, 1), TPFA{Int64}(143, 53, 1), TPFA{Int64}(144, 54, 1), TPFA{Int64}(145, 55, 1), TPFA{Int64}(146, 56, 1), TPFA{Int64}(147, 57, 1), TPFA{Int64}(148, 58, 1), TPFA{Int64}(149, 59, 1), TPFA{Int64}(150, 60, 1), TPFA{Int64}(151, 61, 1), TPFA{Int64}(152, 62, 1), TPFA{Int64}(153, 63, 1), TPFA{Int64}(154, 64, 1), TPFA{Int64}(155, 65, 1), TPFA{Int64}(156, 66, 1), TPFA{Int64}(157, 67, 1), TPFA{Int64}(158, 68, 1), TPFA{Int64}(159, 69, 1), TPFA{Int64}(160, 70, 1), TPFA{Int64}(161, 71, 1), TPFA{Int64}(162, 72, 1), TPFA{Int64}(163, 73, 1), TPFA{Int64}(164, 74, 1), TPFA{Int64}(165, 75, 1), TPFA{Int64}(166, 76, 1), TPFA{Int64}(167, 77, 1), TPFA{Int64}(168, 78, 1), TPFA{Int64}(169, 79, 1), TPFA{Int64}(170, 80, 1), TPFA{Int64}(171, 81, 1), TPFA{Int64}(172, 82, 1), TPFA{Int64}(173, 83, 1), TPFA{Int64}(174, 84, 1), TPFA{Int64}(175, 85, 1), TPFA{Int64}(176, 86, 1), TPFA{Int64}(177, 87, 1), TPFA{Int64}(178, 88, 1), TPFA{Int64}(179, 89, 1), TPFA{Int64}(180, 90, 1), TPFA{Int64}(181, 91, 1), TPFA{Int64}(182, 92, 1), TPFA{Int64}(183, 93, 1), TPFA{Int64}(184, 94, 1), TPFA{Int64}(185, 95, 1), TPFA{Int64}(186, 96, 1), TPFA{Int64}(187, 97, 1), TPFA{Int64}(188, 98, 1), TPFA{Int64}(189, 99, 1), TPFA{Int64}(190, 100, 1), TPFA{Int64}(191, 101, 1), TPFA{Int64}(192, 102, 1), TPFA{Int64}(193, 103, 1), TPFA{Int64}(194, 104, 1), TPFA{Int64}(195, 105, 1), TPFA{Int64}(196, 106, 1), TPFA{Int64}(197, 107, 1), TPFA{Int64}(198, 108, 1), TPFA{Int64}(199, 109, 1), TPFA{Int64}(200, 110, 1), TPFA{Int64}(201, 111, 1), TPFA{Int64}(202, 112, 1), TPFA{Int64}(203, 113, 1), TPFA{Int64}(204, 114, 1), TPFA{Int64}(205, 115, 1), TPFA{Int64}(206, 116, 1), TPFA{Int64}(207, 117, 1), TPFA{Int64}(208, 118, 1), TPFA{Int64}(209, 119, 1), TPFA{Int64}(210, 120, 1), TPFA{Int64}(211, 121, 1), TPFA{Int64}(212, 122, 1), TPFA{Int64}(213, 123, 1), TPFA{Int64}(214, 124, 1), TPFA{Int64}(215, 125, 1), TPFA{Int64}(216, 126, 1), TPFA{Int64}(217, 127, 1), TPFA{Int64}(218, 128, 1), TPFA{Int64}(219, 129, 1), TPFA{Int64}(220, 130, 1), TPFA{Int64}(221, 131, 1), TPFA{Int64}(222, 132, 1), TPFA{Int64}(223, 133, 1), TPFA{Int64}(224, 134, 1), TPFA{Int64}(225, 135, 1), TPFA{Int64}(226, 136, 1), TPFA{Int64}(227, 137, 1), TPFA{Int64}(228, 138, 1), TPFA{Int64}(229, 139, 1), TPFA{Int64}(230, 140, 1), TPFA{Int64}(231, 141, 1), TPFA{Int64}(232, 142, 1), TPFA{Int64}(233, 143, 1), TPFA{Int64}(234, 144, 1), TPFA{Int64}(235, 145, 1), TPFA{Int64}(236, 146, 1), TPFA{Int64}(237, 147, 1), TPFA{Int64}(238, 148, 1), TPFA{Int64}(239, 149, 1), TPFA{Int64}(240, 150, 1), TPFA{Int64}(241, 151, 1), TPFA{Int64}(242, 152, 1), TPFA{Int64}(243, 153, 1), TPFA{Int64}(244, 154, 1), TPFA{Int64}(245, 155, 1), TPFA{Int64}(246, 156, 1), TPFA{Int64}(247, 157, 1), TPFA{Int64}(248, 158, 1), TPFA{Int64}(249, 159, 1), TPFA{Int64}(250, 160, 1), TPFA{Int64}(251, 161, 1), TPFA{Int64}(252, 162, 1), TPFA{Int64}(253, 163, 1), TPFA{Int64}(254, 164, 1), TPFA{Int64}(255, 165, 1), TPFA{Int64}(256, 166, 1), TPFA{Int64}(257, 167, 1), TPFA{Int64}(258, 168, 1), TPFA{Int64}(259, 169, 1), TPFA{Int64}(260, 170, 1), TPFA{Int64}(261, 171, 1), TPFA{Int64}(262, 172, 1), TPFA{Int64}(263, 173, 1), TPFA{Int64}(264, 174, 1), TPFA{Int64}(265, 175, 1), TPFA{Int64}(266, 176, 1), TPFA{Int64}(267, 177, 1), TPFA{Int64}(268, 178, 1), TPFA{Int64}(269, 179, 1), TPFA{Int64}(270, 180, 1), TPFA{Int64}(271, 181, 1), TPFA{Int64}(272, 182, 1), TPFA{Int64}(273, 183, 1), TPFA{Int64}(274, 184, 1), TPFA{Int64}(275, 185, 1), TPFA{Int64}(276, 186, 1), TPFA{Int64}(277, 187, 1), TPFA{Int64}(278, 188, 1), TPFA{Int64}(279, 189, 1), TPFA{Int64}(280, 190, 1), TPFA{Int64}(281, 191, 1), TPFA{Int64}(282, 192, 1), TPFA{Int64}(283, 193, 1), TPFA{Int64}(284, 194, 1), TPFA{Int64}(285, 195, 1), TPFA{Int64}(286, 196, 1), TPFA{Int64}(287, 197, 1), TPFA{Int64}(288, 198, 1), TPFA{Int64}(289, 199, 1), TPFA{Int64}(290, 200, 1), TPFA{Int64}(291, 201, 1), TPFA{Int64}(292, 202, 1), TPFA{Int64}(293, 203, 1), TPFA{Int64}(294, 204, 1), TPFA{Int64}(295, 205, 1), TPFA{Int64}(296, 206, 1), TPFA{Int64}(297, 207, 1), TPFA{Int64}(298, 208, 1), TPFA{Int64}(299, 209, 1), TPFA{Int64}(300, 210, 1), TPFA{Int64}(301, 211, 1), TPFA{Int64}(302, 212, 1), TPFA{Int64}(303, 213, 1), TPFA{Int64}(304, 214, 1), TPFA{Int64}(305, 215, 1), TPFA{Int64}(306, 216, 1), TPFA{Int64}(307, 217, 1), TPFA{Int64}(308, 218, 1), TPFA{Int64}(309, 219, 1), TPFA{Int64}(310, 220, 1), TPFA{Int64}(311, 221, 1), TPFA{Int64}(312, 222, 1), TPFA{Int64}(313, 223, 1), TPFA{Int64}(314, 224, 1), TPFA{Int64}(315, 225, 1), TPFA{Int64}(316, 226, 1), TPFA{Int64}(317, 227, 1), TPFA{Int64}(318, 228, 1), TPFA{Int64}(319, 229, 1), TPFA{Int64}(320, 230, 1), TPFA{Int64}(321, 231, 1), TPFA{Int64}(322, 232, 1), TPFA{Int64}(323, 233, 1), TPFA{Int64}(324, 234, 1), TPFA{Int64}(325, 235, 1), TPFA{Int64}(326, 236, 1), TPFA{Int64}(327, 237, 1), TPFA{Int64}(328, 238, 1), TPFA{Int64}(329, 239, 1), TPFA{Int64}(330, 240, 1), TPFA{Int64}(331, 241, 1), TPFA{Int64}(332, 242, 1), TPFA{Int64}(333, 243, 1), TPFA{Int64}(334, 244, 1), TPFA{Int64}(335, 245, 1), TPFA{Int64}(336, 246, 1), TPFA{Int64}(337, 247, 1), TPFA{Int64}(338, 248, 1), TPFA{Int64}(339, 249, 1), TPFA{Int64}(340, 250, 1), TPFA{Int64}(341, 251, 1), TPFA{Int64}(342, 252, 1), TPFA{Int64}(343, 253, 1), TPFA{Int64}(344, 254, 1), TPFA{Int64}(345, 255, 1), TPFA{Int64}(346, 256, 1), TPFA{Int64}(347, 257, 1), TPFA{Int64}(348, 258, 1), TPFA{Int64}(349, 259, 1), TPFA{Int64}(350, 260, 1), TPFA{Int64}(351, 261, 1), TPFA{Int64}(352, 262, 1), TPFA{Int64}(353, 263, 1), TPFA{Int64}(354, 264, 1), TPFA{Int64}(355, 265, 1), TPFA{Int64}(356, 266, 1), TPFA{Int64}(357, 267, 1), TPFA{Int64}(358, 268, 1), TPFA{Int64}(359, 269, 1), TPFA{Int64}(360, 270, 1), TPFA{Int64}(361, 271, 1), TPFA{Int64}(362, 272, 1), TPFA{Int64}(363, 273, 1), TPFA{Int64}(364, 274, 1), TPFA{Int64}(365, 275, 1), TPFA{Int64}(366, 276, 1), TPFA{Int64}(367, 277, 1), TPFA{Int64}(368, 278, 1), TPFA{Int64}(369, 279, 1), TPFA{Int64}(370, 280, 1), TPFA{Int64}(371, 281, 1), TPFA{Int64}(372, 282, 1), TPFA{Int64}(373, 283, 1), TPFA{Int64}(374, 284, 1), TPFA{Int64}(375, 285, 1), TPFA{Int64}(376, 286, 1), TPFA{Int64}(377, 287, 1), TPFA{Int64}(378, 288, 1), TPFA{Int64}(379, 289, 1), TPFA{Int64}(380, 290, 1), TPFA{Int64}(381, 291, 1), TPFA{Int64}(382, 292, 1), TPFA{Int64}(383, 293, 1), TPFA{Int64}(384, 294, 1), TPFA{Int64}(385, 295, 1), TPFA{Int64}(386, 296, 1), TPFA{Int64}(387, 297, 1), TPFA{Int64}(388, 298, 1), TPFA{Int64}(389, 299, 1), TPFA{Int64}(390, 300, 1), TPFA{Int64}(391, 301, 1), TPFA{Int64}(392, 302, 1), TPFA{Int64}(393, 303, 1), TPFA{Int64}(394, 304, 1), TPFA{Int64}(395, 305, 1), TPFA{Int64}(396, 306, 1), TPFA{Int64}(397, 307, 1), TPFA{Int64}(398, 308, 1), TPFA{Int64}(399, 309, 1), TPFA{Int64}(400, 310, 1), TPFA{Int64}(401, 311, 1), TPFA{Int64}(402, 312, 1), TPFA{Int64}(403, 313, 1), TPFA{Int64}(404, 314, 1), TPFA{Int64}(405, 315, 1), TPFA{Int64}(406, 316, 1), TPFA{Int64}(407, 317, 1), TPFA{Int64}(408, 318, 1), TPFA{Int64}(409, 319, 1), TPFA{Int64}(410, 320, 1), TPFA{Int64}(411, 321, 1), TPFA{Int64}(412, 322, 1), TPFA{Int64}(413, 323, 1), TPFA{Int64}(414, 324, 1), TPFA{Int64}(415, 325, 1), TPFA{Int64}(416, 326, 1), TPFA{Int64}(417, 327, 1), TPFA{Int64}(418, 328, 1), TPFA{Int64}(419, 329, 1), TPFA{Int64}(420, 330, 1), TPFA{Int64}(421, 331, 1), TPFA{Int64}(422, 332, 1), TPFA{Int64}(423, 333, 1), TPFA{Int64}(424, 334, 1), TPFA{Int64}(425, 335, 1), TPFA{Int64}(426, 336, 1), TPFA{Int64}(427, 337, 1), TPFA{Int64}(428, 338, 1), TPFA{Int64}(429, 339, 1), TPFA{Int64}(430, 340, 1), TPFA{Int64}(431, 341, 1), TPFA{Int64}(432, 342, 1), TPFA{Int64}(433, 343, 1), TPFA{Int64}(434, 344, 1), TPFA{Int64}(435, 345, 1), TPFA{Int64}(436, 346, 1), TPFA{Int64}(437, 347, 1), TPFA{Int64}(438, 348, 1), TPFA{Int64}(439, 349, 1), TPFA{Int64}(440, 350, 1), TPFA{Int64}(441, 351, 1), TPFA{Int64}(442, 352, 1), TPFA{Int64}(443, 353, 1), TPFA{Int64}(444, 354, 1), TPFA{Int64}(445, 355, 1), TPFA{Int64}(446, 356, 1), TPFA{Int64}(447, 357, 1), TPFA{Int64}(448, 358, 1), TPFA{Int64}(449, 359, 1), TPFA{Int64}(450, 360, 1), TPFA{Int64}(451, 361, 1), TPFA{Int64}(452, 362, 1), TPFA{Int64}(453, 363, 1), TPFA{Int64}(454, 364, 1), TPFA{Int64}(455, 365, 1), TPFA{Int64}(456, 366, 1), TPFA{Int64}(457, 367, 1), TPFA{Int64}(458, 368, 1), TPFA{Int64}(459, 369, 1), TPFA{Int64}(460, 370, 1), TPFA{Int64}(461, 371, 1), TPFA{Int64}(462, 372, 1), TPFA{Int64}(463, 373, 1), TPFA{Int64}(464, 374, 1), TPFA{Int64}(465, 375, 1), TPFA{Int64}(466, 376, 1), TPFA{Int64}(467, 377, 1), TPFA{Int64}(468, 378, 1), TPFA{Int64}(469, 379, 1), TPFA{Int64}(470, 380, 1), TPFA{Int64}(471, 381, 1), TPFA{Int64}(472, 382, 1), TPFA{Int64}(473, 383, 1), TPFA{Int64}(474, 384, 1), TPFA{Int64}(475, 385, 1), TPFA{Int64}(476, 386, 1), TPFA{Int64}(477, 387, 1), TPFA{Int64}(478, 388, 1), TPFA{Int64}(479, 389, 1), TPFA{Int64}(480, 390, 1), TPFA{Int64}(481, 391, 1), TPFA{Int64}(482, 392, 1), TPFA{Int64}(483, 393, 1), TPFA{Int64}(484, 394, 1), TPFA{Int64}(485, 395, 1), TPFA{Int64}(486, 396, 1), TPFA{Int64}(487, 397, 1), TPFA{Int64}(488, 398, 1), TPFA{Int64}(489, 399, 1), TPFA{Int64}(490, 400, 1), TPFA{Int64}(491, 401, 1), TPFA{Int64}(492, 402, 1), TPFA{Int64}(493, 403, 1), TPFA{Int64}(494, 404, 1), TPFA{Int64}(495, 405, 1), TPFA{Int64}(496, 406, 1), TPFA{Int64}(497, 407, 1), TPFA{Int64}(498, 408, 1), TPFA{Int64}(499, 409, 1), TPFA{Int64}(500, 410, 1), TPFA{Int64}(501, 411, 1), TPFA{Int64}(502, 412, 1), TPFA{Int64}(503, 413, 1), TPFA{Int64}(504, 414, 1), TPFA{Int64}(505, 415, 1), TPFA{Int64}(506, 416, 1), TPFA{Int64}(507, 417, 1), TPFA{Int64}(508, 418, 1), TPFA{Int64}(509, 419, 1), TPFA{Int64}(510, 420, 1), TPFA{Int64}(511, 421, 1), TPFA{Int64}(512, 422, 1), TPFA{Int64}(513, 423, 1), TPFA{Int64}(514, 424, 1), TPFA{Int64}(515, 425, 1), TPFA{Int64}(516, 426, 1), TPFA{Int64}(517, 427, 1), TPFA{Int64}(518, 428, 1), TPFA{Int64}(519, 429, 1), TPFA{Int64}(520, 430, 1), TPFA{Int64}(521, 431, 1), TPFA{Int64}(522, 432, 1), TPFA{Int64}(523, 433, 1), TPFA{Int64}(524, 434, 1), TPFA{Int64}(525, 435, 1), TPFA{Int64}(526, 436, 1), TPFA{Int64}(527, 437, 1), TPFA{Int64}(528, 438, 1), TPFA{Int64}(529, 439, 1), TPFA{Int64}(530, 440, 1), TPFA{Int64}(531, 441, 1), TPFA{Int64}(532, 442, 1), TPFA{Int64}(533, 443, 1), TPFA{Int64}(534, 444, 1), TPFA{Int64}(535, 445, 1), TPFA{Int64}(536, 446, 1), TPFA{Int64}(537, 447, 1), TPFA{Int64}(538, 448, 1), TPFA{Int64}(539, 449, 1), TPFA{Int64}(540, 450, 1), TPFA{Int64}(541, 451, 1), TPFA{Int64}(542, 452, 1), TPFA{Int64}(543, 453, 1), TPFA{Int64}(544, 454, 1), TPFA{Int64}(545, 455, 1), TPFA{Int64}(546, 456, 1), TPFA{Int64}(547, 457, 1), TPFA{Int64}(548, 458, 1), TPFA{Int64}(549, 459, 1), TPFA{Int64}(550, 460, 1), TPFA{Int64}(551, 461, 1), TPFA{Int64}(552, 462, 1), TPFA{Int64}(553, 463, 1), TPFA{Int64}(554, 464, 1), TPFA{Int64}(555, 465, 1), TPFA{Int64}(556, 466, 1), TPFA{Int64}(557, 467, 1), TPFA{Int64}(558, 468, 1), TPFA{Int64}(559, 469, 1), TPFA{Int64}(560, 470, 1), TPFA{Int64}(561, 471, 1), TPFA{Int64}(562, 472, 1), TPFA{Int64}(563, 473, 1), TPFA{Int64}(564, 474, 1), TPFA{Int64}(565, 475, 1), TPFA{Int64}(566, 476, 1), TPFA{Int64}(567, 477, 1), TPFA{Int64}(568, 478, 1), TPFA{Int64}(569, 479, 1), TPFA{Int64}(570, 480, 1), TPFA{Int64}(571, 481, 1), TPFA{Int64}(572, 482, 1), TPFA{Int64}(573, 483, 1), TPFA{Int64}(574, 484, 1), TPFA{Int64}(575, 485, 1), TPFA{Int64}(576, 486, 1), TPFA{Int64}(577, 487, 1), TPFA{Int64}(578, 488, 1), TPFA{Int64}(579, 489, 1), TPFA{Int64}(580, 490, 1), TPFA{Int64}(581, 491, 1), TPFA{Int64}(582, 492, 1), TPFA{Int64}(583, 493, 1), TPFA{Int64}(584, 494, 1), TPFA{Int64}(585, 495, 1), TPFA{Int64}(586, 496, 1), TPFA{Int64}(587, 497, 1), TPFA{Int64}(588, 498, 1), TPFA{Int64}(589, 499, 1), TPFA{Int64}(590, 500, 1), TPFA{Int64}(591, 501, 1), TPFA{Int64}(592, 502, 1), TPFA{Int64}(593, 503, 1), TPFA{Int64}(594, 504, 1), TPFA{Int64}(595, 505, 1), TPFA{Int64}(596, 506, 1), TPFA{Int64}(597, 507, 1), TPFA{Int64}(598, 508, 1), TPFA{Int64}(599, 509, 1), TPFA{Int64}(600, 510, 1), TPFA{Int64}(601, 511, 1), TPFA{Int64}(602, 512, 1), TPFA{Int64}(603, 513, 1), TPFA{Int64}(604, 514, 1), TPFA{Int64}(605, 515, 1), TPFA{Int64}(606, 516, 1), TPFA{Int64}(607, 517, 1), TPFA{Int64}(608, 518, 1), TPFA{Int64}(609, 519, 1), TPFA{Int64}(610, 520, 1), TPFA{Int64}(611, 521, 1), TPFA{Int64}(612, 522, 1), TPFA{Int64}(613, 523, 1), TPFA{Int64}(614, 524, 1), TPFA{Int64}(615, 525, 1), TPFA{Int64}(616, 526, 1), TPFA{Int64}(617, 527, 1), TPFA{Int64}(618, 528, 1), TPFA{Int64}(619, 529, 1), TPFA{Int64}(620, 530, 1), TPFA{Int64}(621, 531, 1), TPFA{Int64}(622, 532, 1), TPFA{Int64}(623, 533, 1), TPFA{Int64}(624, 534, 1), TPFA{Int64}(625, 535, 1), TPFA{Int64}(626, 536, 1), TPFA{Int64}(627, 537, 1), TPFA{Int64}(628, 538, 1), TPFA{Int64}(629, 539, 1), TPFA{Int64}(630, 540, 1), TPFA{Int64}(631, 541, 1), TPFA{Int64}(632, 542, 1), TPFA{Int64}(633, 543, 1), TPFA{Int64}(634, 544, 1), TPFA{Int64}(635, 545, 1), TPFA{Int64}(636, 546, 1), TPFA{Int64}(637, 547, 1), TPFA{Int64}(638, 548, 1), TPFA{Int64}(639, 549, 1), TPFA{Int64}(640, 550, 1), TPFA{Int64}(641, 551, 1), TPFA{Int64}(642, 552, 1), TPFA{Int64}(643, 553, 1), TPFA{Int64}(644, 554, 1), TPFA{Int64}(645, 555, 1), TPFA{Int64}(646, 556, 1), TPFA{Int64}(647, 557, 1), TPFA{Int64}(648, 558, 1), TPFA{Int64}(649, 559, 1), TPFA{Int64}(650, 560, 1), TPFA{Int64}(651, 561, 1), TPFA{Int64}(652, 562, 1), TPFA{Int64}(653, 563, 1), TPFA{Int64}(654, 564, 1), TPFA{Int64}(655, 565, 1), TPFA{Int64}(656, 566, 1), TPFA{Int64}(657, 567, 1), TPFA{Int64}(658, 568, 1), TPFA{Int64}(659, 569, 1), TPFA{Int64}(660, 570, 1), TPFA{Int64}(661, 571, 1), TPFA{Int64}(662, 572, 1), TPFA{Int64}(663, 573, 1), TPFA{Int64}(664, 574, 1), TPFA{Int64}(665, 575, 1), TPFA{Int64}(666, 576, 1), TPFA{Int64}(667, 577, 1), TPFA{Int64}(668, 578, 1), TPFA{Int64}(669, 579, 1), TPFA{Int64}(670, 580, 1), TPFA{Int64}(671, 581, 1), TPFA{Int64}(672, 582, 1), TPFA{Int64}(673, 583, 1), TPFA{Int64}(674, 584, 1), TPFA{Int64}(675, 585, 1), TPFA{Int64}(676, 586, 1), TPFA{Int64}(677, 587, 1), TPFA{Int64}(678, 588, 1), TPFA{Int64}(679, 589, 1), TPFA{Int64}(680, 590, 1), TPFA{Int64}(681, 591, 1), TPFA{Int64}(682, 592, 1), TPFA{Int64}(683, 593, 1), TPFA{Int64}(684, 594, 1), TPFA{Int64}(685, 595, 1), TPFA{Int64}(686, 596, 1), TPFA{Int64}(687, 597, 1), TPFA{Int64}(688, 598, 1), TPFA{Int64}(689, 599, 1), TPFA{Int64}(690, 600, 1), TPFA{Int64}(691, 601, 1), TPFA{Int64}(692, 602, 1), TPFA{Int64}(693, 603, 1), TPFA{Int64}(694, 604, 1), TPFA{Int64}(695, 605, 1), TPFA{Int64}(696, 606, 1), TPFA{Int64}(697, 607, 1), TPFA{Int64}(698, 608, 1), TPFA{Int64}(699, 609, 1), TPFA{Int64}(700, 610, 1), TPFA{Int64}(701, 611, 1), TPFA{Int64}(702, 612, 1), TPFA{Int64}(703, 613, 1), TPFA{Int64}(704, 614, 1), TPFA{Int64}(705, 615, 1), TPFA{Int64}(706, 616, 1), TPFA{Int64}(707, 617, 1), TPFA{Int64}(708, 618, 1), TPFA{Int64}(709, 619, 1), TPFA{Int64}(710, 620, 1), TPFA{Int64}(711, 621, 1), TPFA{Int64}(712, 622, 1), TPFA{Int64}(713, 623, 1), TPFA{Int64}(714, 624, 1), TPFA{Int64}(715, 625, 1), TPFA{Int64}(716, 626, 1), TPFA{Int64}(717, 627, 1), TPFA{Int64}(718, 628, 1), TPFA{Int64}(719, 629, 1), TPFA{Int64}(720, 630, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(6, 7, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(9, 10, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(15, 16, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(18, 19, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(24, 25, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(27, 28, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(33, 34, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(36, 37, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(42, 43, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(45, 46, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(51, 52, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(54, 55, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(60, 61, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(63, 64, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(69, 70, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(72, 73, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(78, 79, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(81, 82, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(87, 88, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(96, 97, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(99, 100, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(105, 106, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(108, 109, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(114, 115, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(117, 118, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(123, 124, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(126, 127, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(132, 133, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(135, 136, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(141, 142, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(144, 145, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(150, 151, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(153, 154, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(159, 160, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(162, 163, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(168, 169, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(171, 172, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(177, 178, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(186, 187, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(189, 190, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(195, 196, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(198, 199, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(204, 205, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(207, 208, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(213, 214, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(216, 217, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(222, 223, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(225, 226, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(231, 232, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(234, 235, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(240, 241, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(243, 244, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(249, 250, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(252, 253, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(258, 259, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(261, 262, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(267, 268, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(276, 277, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(279, 280, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(285, 286, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(288, 289, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(294, 295, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(297, 298, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(303, 304, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(306, 307, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(312, 313, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(315, 316, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(321, 322, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(324, 325, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(330, 331, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(333, 334, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(339, 340, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(342, 343, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(348, 349, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(351, 352, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(357, 358, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(366, 367, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(369, 370, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(375, 376, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(378, 379, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(384, 385, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(387, 388, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(393, 394, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(396, 397, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(402, 403, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(405, 406, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(411, 412, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(414, 415, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(420, 421, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(423, 424, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(429, 430, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(432, 433, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(438, 439, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(441, 442, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(447, 448, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(456, 457, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(459, 460, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(465, 466, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(468, 469, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(474, 475, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(477, 478, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(481, 482, 1), TPFA{Int64}(482, 483, 1), TPFA{Int64}(483, 484, 1), TPFA{Int64}(484, 485, 1), TPFA{Int64}(485, 486, 1), TPFA{Int64}(486, 487, 1), TPFA{Int64}(487, 488, 1), TPFA{Int64}(488, 489, 1), TPFA{Int64}(490, 491, 1), TPFA{Int64}(491, 492, 1), TPFA{Int64}(492, 493, 1), TPFA{Int64}(493, 494, 1), TPFA{Int64}(494, 495, 1), TPFA{Int64}(495, 496, 1), TPFA{Int64}(496, 497, 1), TPFA{Int64}(497, 498, 1), TPFA{Int64}(499, 500, 1), TPFA{Int64}(500, 501, 1), TPFA{Int64}(501, 502, 1), TPFA{Int64}(502, 503, 1), TPFA{Int64}(503, 504, 1), TPFA{Int64}(504, 505, 1), TPFA{Int64}(505, 506, 1), TPFA{Int64}(506, 507, 1), TPFA{Int64}(508, 509, 1), TPFA{Int64}(509, 510, 1), TPFA{Int64}(510, 511, 1), TPFA{Int64}(511, 512, 1), TPFA{Int64}(512, 513, 1), TPFA{Int64}(513, 514, 1), TPFA{Int64}(514, 515, 1), TPFA{Int64}(515, 516, 1), TPFA{Int64}(517, 518, 1), TPFA{Int64}(518, 519, 1), TPFA{Int64}(519, 520, 1), TPFA{Int64}(520, 521, 1), TPFA{Int64}(521, 522, 1), TPFA{Int64}(522, 523, 1), TPFA{Int64}(523, 524, 1), TPFA{Int64}(524, 525, 1), TPFA{Int64}(526, 527, 1), TPFA{Int64}(527, 528, 1), TPFA{Int64}(528, 529, 1), TPFA{Int64}(529, 530, 1), TPFA{Int64}(530, 531, 1), TPFA{Int64}(531, 532, 1), TPFA{Int64}(532, 533, 1), TPFA{Int64}(533, 534, 1), TPFA{Int64}(535, 536, 1), TPFA{Int64}(536, 537, 1), TPFA{Int64}(537, 538, 1), TPFA{Int64}(538, 539, 1), TPFA{Int64}(539, 540, 1), TPFA{Int64}(541, 542, 1), TPFA{Int64}(542, 543, 1), TPFA{Int64}(544, 545, 1), TPFA{Int64}(545, 546, 1), TPFA{Int64}(546, 547, 1), TPFA{Int64}(547, 548, 1), TPFA{Int64}(548, 549, 1), TPFA{Int64}(549, 550, 1), TPFA{Int64}(550, 551, 1), TPFA{Int64}(551, 552, 1), TPFA{Int64}(553, 554, 1), TPFA{Int64}(554, 555, 1), TPFA{Int64}(555, 556, 1), TPFA{Int64}(556, 557, 1), TPFA{Int64}(557, 558, 1), TPFA{Int64}(558, 559, 1), TPFA{Int64}(559, 560, 1), TPFA{Int64}(560, 561, 1), TPFA{Int64}(562, 563, 1), TPFA{Int64}(563, 564, 1), TPFA{Int64}(564, 565, 1), TPFA{Int64}(565, 566, 1), TPFA{Int64}(566, 567, 1), TPFA{Int64}(567, 568, 1), TPFA{Int64}(568, 569, 1), TPFA{Int64}(569, 570, 1), TPFA{Int64}(571, 572, 1), TPFA{Int64}(572, 573, 1), TPFA{Int64}(573, 574, 1), TPFA{Int64}(574, 575, 1), TPFA{Int64}(575, 576, 1), TPFA{Int64}(576, 577, 1), TPFA{Int64}(577, 578, 1), TPFA{Int64}(578, 579, 1), TPFA{Int64}(580, 581, 1), TPFA{Int64}(581, 582, 1), TPFA{Int64}(582, 583, 1), TPFA{Int64}(583, 584, 1), TPFA{Int64}(584, 585, 1), TPFA{Int64}(585, 586, 1), TPFA{Int64}(586, 587, 1), TPFA{Int64}(587, 588, 1), TPFA{Int64}(589, 590, 1), TPFA{Int64}(590, 591, 1), TPFA{Int64}(591, 592, 1), TPFA{Int64}(592, 593, 1), TPFA{Int64}(593, 594, 1), TPFA{Int64}(594, 595, 1), TPFA{Int64}(595, 596, 1), TPFA{Int64}(596, 597, 1), TPFA{Int64}(598, 599, 1), TPFA{Int64}(599, 600, 1), TPFA{Int64}(600, 601, 1), TPFA{Int64}(601, 602, 1), TPFA{Int64}(602, 603, 1), TPFA{Int64}(603, 604, 1), TPFA{Int64}(604, 605, 1), TPFA{Int64}(605, 606, 1), TPFA{Int64}(607, 608, 1), TPFA{Int64}(608, 609, 1), TPFA{Int64}(609, 610, 1), TPFA{Int64}(610, 611, 1), TPFA{Int64}(611, 612, 1), TPFA{Int64}(612, 613, 1), TPFA{Int64}(613, 614, 1), TPFA{Int64}(614, 615, 1), TPFA{Int64}(616, 617, 1), TPFA{Int64}(617, 618, 1), TPFA{Int64}(618, 619, 1), TPFA{Int64}(619, 620, 1), TPFA{Int64}(620, 621, 1), TPFA{Int64}(621, 622, 1), TPFA{Int64}(622, 623, 1), TPFA{Int64}(623, 624, 1), TPFA{Int64}(625, 626, 1), TPFA{Int64}(626, 627, 1), TPFA{Int64}(627, 628, 1), TPFA{Int64}(628, 629, 1), TPFA{Int64}(629, 630, 1), TPFA{Int64}(631, 632, 1), TPFA{Int64}(632, 633, 1), TPFA{Int64}(634, 635, 1), TPFA{Int64}(635, 636, 1), TPFA{Int64}(636, 637, 1), TPFA{Int64}(637, 638, 1), TPFA{Int64}(638, 639, 1), TPFA{Int64}(639, 640, 1), TPFA{Int64}(640, 641, 1), TPFA{Int64}(641, 642, 1), TPFA{Int64}(643, 644, 1), TPFA{Int64}(644, 645, 1), TPFA{Int64}(645, 646, 1), TPFA{Int64}(646, 647, 1), TPFA{Int64}(647, 648, 1), TPFA{Int64}(648, 649, 1), TPFA{Int64}(649, 650, 1), TPFA{Int64}(650, 651, 1), TPFA{Int64}(652, 653, 1), TPFA{Int64}(653, 654, 1), TPFA{Int64}(654, 655, 1), TPFA{Int64}(655, 656, 1), TPFA{Int64}(656, 657, 1), TPFA{Int64}(657, 658, 1), TPFA{Int64}(658, 659, 1), TPFA{Int64}(659, 660, 1), TPFA{Int64}(661, 662, 1), TPFA{Int64}(662, 663, 1), TPFA{Int64}(663, 664, 1), TPFA{Int64}(664, 665, 1), TPFA{Int64}(665, 666, 1), TPFA{Int64}(666, 667, 1), TPFA{Int64}(667, 668, 1), TPFA{Int64}(668, 669, 1), TPFA{Int64}(670, 671, 1), TPFA{Int64}(671, 672, 1), TPFA{Int64}(672, 673, 1), TPFA{Int64}(673, 674, 1), TPFA{Int64}(674, 675, 1), TPFA{Int64}(675, 676, 1), TPFA{Int64}(676, 677, 1), TPFA{Int64}(677, 678, 1), TPFA{Int64}(679, 680, 1), TPFA{Int64}(680, 681, 1), TPFA{Int64}(681, 682, 1), TPFA{Int64}(682, 683, 1), TPFA{Int64}(683, 684, 1), TPFA{Int64}(684, 685, 1), TPFA{Int64}(685, 686, 1), TPFA{Int64}(686, 687, 1), TPFA{Int64}(688, 689, 1), TPFA{Int64}(689, 690, 1), TPFA{Int64}(690, 691, 1), TPFA{Int64}(691, 692, 1), TPFA{Int64}(692, 693, 1), TPFA{Int64}(693, 694, 1), TPFA{Int64}(694, 695, 1), TPFA{Int64}(695, 696, 1), TPFA{Int64}(697, 698, 1), TPFA{Int64}(698, 699, 1), TPFA{Int64}(699, 700, 1), TPFA{Int64}(700, 701, 1), TPFA{Int64}(701, 702, 1), TPFA{Int64}(702, 703, 1), TPFA{Int64}(703, 704, 1), TPFA{Int64}(704, 705, 1), TPFA{Int64}(706, 707, 1), TPFA{Int64}(707, 708, 1), TPFA{Int64}(708, 709, 1), TPFA{Int64}(709, 710, 1), TPFA{Int64}(710, 711, 1), TPFA{Int64}(711, 712, 1), TPFA{Int64}(712, 713, 1), TPFA{Int64}(713, 714, 1), TPFA{Int64}(715, 716, 1), TPFA{Int64}(716, 717, 1), TPFA{Int64}(717, 718, 1), TPFA{Int64}(718, 719, 1), TPFA{Int64}(719, 720, 1), TPFA{Int64}(739, 1351, 1), TPFA{Int64}(740, 1352, 1), TPFA{Int64}(741, 1353, 1), TPFA{Int64}(742, 1354, 1), TPFA{Int64}(743, 1355, 1), TPFA{Int64}(744, 1356, 1), TPFA{Int64}(745, 1357, 1), TPFA{Int64}(746, 1358, 1), TPFA{Int64}(747, 1359, 1), TPFA{Int64}(748, 1360, 1), TPFA{Int64}(749, 1361, 1), TPFA{Int64}(750, 1362, 1), TPFA{Int64}(751, 1363, 1), TPFA{Int64}(752, 1364, 1), TPFA{Int64}(753, 1365, 1), TPFA{Int64}(754, 1366, 1), TPFA{Int64}(755, 1367, 1), TPFA{Int64}(756, 1368, 1), TPFA{Int64}(757, 1369, 1), TPFA{Int64}(758, 1370, 1), TPFA{Int64}(759, 1371, 1), TPFA{Int64}(760, 1372, 1), TPFA{Int64}(761, 1373, 1), TPFA{Int64}(762, 1374, 1), TPFA{Int64}(763, 1375, 1), TPFA{Int64}(764, 1376, 1), TPFA{Int64}(765, 1377, 1), TPFA{Int64}(766, 1378, 1), TPFA{Int64}(767, 1379, 1), TPFA{Int64}(768, 1380, 1), TPFA{Int64}(769, 1381, 1), TPFA{Int64}(770, 1382, 1), TPFA{Int64}(771, 1383, 1), TPFA{Int64}(772, 1384, 1), TPFA{Int64}(773, 1385, 1), TPFA{Int64}(774, 1386, 1), TPFA{Int64}(775, 1387, 1), TPFA{Int64}(776, 1388, 1), TPFA{Int64}(777, 1389, 1), TPFA{Int64}(778, 1390, 1), TPFA{Int64}(779, 1391, 1), TPFA{Int64}(780, 1392, 1), TPFA{Int64}(781, 1393, 1), TPFA{Int64}(782, 1394, 1), TPFA{Int64}(783, 1395, 1), TPFA{Int64}(784, 1396, 1), TPFA{Int64}(785, 1397, 1), TPFA{Int64}(786, 1398, 1), TPFA{Int64}(787, 1399, 1), TPFA{Int64}(788, 1400, 1), TPFA{Int64}(789, 1401, 1), TPFA{Int64}(790, 1402, 1), TPFA{Int64}(791, 1403, 1), TPFA{Int64}(792, 1404, 1), TPFA{Int64}(793, 1405, 1), TPFA{Int64}(794, 1406, 1), TPFA{Int64}(795, 1407, 1), TPFA{Int64}(796, 1408, 1), TPFA{Int64}(797, 1409, 1), TPFA{Int64}(798, 1410, 1), TPFA{Int64}(799, 1411, 1), TPFA{Int64}(800, 1412, 1), TPFA{Int64}(801, 1413, 1), TPFA{Int64}(802, 1414, 1), TPFA{Int64}(803, 1415, 1), TPFA{Int64}(804, 1416, 1), TPFA{Int64}(805, 1417, 1), TPFA{Int64}(806, 1418, 1), TPFA{Int64}(807, 1419, 1), TPFA{Int64}(808, 1420, 1), TPFA{Int64}(809, 1421, 1), TPFA{Int64}(810, 1422, 1), TPFA{Int64}(811, 721, 1), TPFA{Int64}(812, 722, 1), TPFA{Int64}(813, 723, 1), TPFA{Int64}(814, 724, 1), TPFA{Int64}(815, 725, 1), TPFA{Int64}(816, 726, 1), TPFA{Int64}(817, 727, 1), TPFA{Int64}(818, 728, 1), TPFA{Int64}(819, 729, 1), TPFA{Int64}(820, 730, 1), TPFA{Int64}(821, 731, 1), TPFA{Int64}(822, 732, 1), TPFA{Int64}(823, 733, 1), TPFA{Int64}(824, 734, 1), TPFA{Int64}(825, 735, 1), TPFA{Int64}(826, 736, 1), TPFA{Int64}(827, 737, 1), TPFA{Int64}(828, 738, 1), TPFA{Int64}(829, 739, 1), TPFA{Int64}(830, 740, 1), TPFA{Int64}(831, 741, 1), TPFA{Int64}(832, 742, 1), TPFA{Int64}(833, 743, 1), TPFA{Int64}(834, 744, 1), TPFA{Int64}(835, 745, 1), TPFA{Int64}(836, 746, 1), TPFA{Int64}(837, 747, 1), TPFA{Int64}(838, 748, 1), TPFA{Int64}(839, 749, 1), TPFA{Int64}(840, 750, 1), TPFA{Int64}(841, 751, 1), TPFA{Int64}(842, 752, 1), TPFA{Int64}(843, 753, 1), TPFA{Int64}(844, 754, 1), TPFA{Int64}(845, 755, 1), TPFA{Int64}(846, 756, 1), TPFA{Int64}(847, 757, 1), TPFA{Int64}(848, 758, 1), TPFA{Int64}(849, 759, 1), TPFA{Int64}(850, 760, 1), TPFA{Int64}(851, 761, 1), TPFA{Int64}(852, 762, 1), TPFA{Int64}(853, 763, 1), TPFA{Int64}(854, 764, 1), TPFA{Int64}(855, 765, 1), TPFA{Int64}(856, 766, 1), TPFA{Int64}(857, 767, 1), TPFA{Int64}(858, 768, 1), TPFA{Int64}(859, 769, 1), TPFA{Int64}(860, 770, 1), TPFA{Int64}(861, 771, 1), TPFA{Int64}(862, 772, 1), TPFA{Int64}(863, 773, 1), TPFA{Int64}(864, 774, 1), TPFA{Int64}(865, 775, 1), TPFA{Int64}(866, 776, 1), TPFA{Int64}(867, 777, 1), TPFA{Int64}(868, 778, 1), TPFA{Int64}(869, 779, 1), TPFA{Int64}(870, 780, 1), TPFA{Int64}(871, 781, 1), TPFA{Int64}(872, 782, 1), TPFA{Int64}(873, 783, 1), TPFA{Int64}(874, 784, 1), TPFA{Int64}(875, 785, 1), TPFA{Int64}(876, 786, 1), TPFA{Int64}(877, 787, 1), TPFA{Int64}(878, 788, 1), TPFA{Int64}(879, 789, 1), TPFA{Int64}(880, 790, 1), TPFA{Int64}(881, 791, 1), TPFA{Int64}(882, 792, 1), TPFA{Int64}(883, 793, 1), TPFA{Int64}(884, 794, 1), TPFA{Int64}(885, 795, 1), TPFA{Int64}(886, 796, 1), TPFA{Int64}(887, 797, 1), TPFA{Int64}(888, 798, 1), TPFA{Int64}(889, 799, 1), TPFA{Int64}(890, 800, 1), TPFA{Int64}(891, 801, 1), TPFA{Int64}(892, 802, 1), TPFA{Int64}(893, 803, 1), TPFA{Int64}(894, 804, 1), TPFA{Int64}(895, 805, 1), TPFA{Int64}(896, 806, 1), TPFA{Int64}(897, 807, 1), TPFA{Int64}(898, 808, 1), TPFA{Int64}(899, 809, 1), TPFA{Int64}(900, 810, 1), TPFA{Int64}(901, 811, 1), TPFA{Int64}(902, 812, 1), TPFA{Int64}(903, 813, 1), TPFA{Int64}(904, 814, 1), TPFA{Int64}(905, 815, 1), TPFA{Int64}(906, 816, 1), TPFA{Int64}(907, 817, 1), TPFA{Int64}(908, 818, 1), TPFA{Int64}(909, 819, 1), TPFA{Int64}(910, 820, 1), TPFA{Int64}(911, 821, 1), TPFA{Int64}(912, 822, 1), TPFA{Int64}(913, 823, 1), TPFA{Int64}(914, 824, 1), TPFA{Int64}(915, 825, 1), TPFA{Int64}(916, 826, 1), TPFA{Int64}(917, 827, 1), TPFA{Int64}(918, 828, 1), TPFA{Int64}(919, 829, 1), TPFA{Int64}(920, 830, 1), TPFA{Int64}(921, 831, 1), TPFA{Int64}(922, 832, 1), TPFA{Int64}(923, 833, 1), TPFA{Int64}(924, 834, 1), TPFA{Int64}(925, 835, 1), TPFA{Int64}(926, 836, 1), TPFA{Int64}(927, 837, 1), TPFA{Int64}(928, 838, 1), TPFA{Int64}(929, 839, 1), TPFA{Int64}(930, 840, 1), TPFA{Int64}(931, 841, 1), TPFA{Int64}(932, 842, 1), TPFA{Int64}(933, 843, 1), TPFA{Int64}(934, 844, 1), TPFA{Int64}(935, 845, 1), TPFA{Int64}(936, 846, 1), TPFA{Int64}(937, 847, 1), TPFA{Int64}(938, 848, 1), TPFA{Int64}(939, 849, 1), TPFA{Int64}(940, 850, 1), TPFA{Int64}(941, 851, 1), TPFA{Int64}(942, 852, 1), TPFA{Int64}(943, 853, 1), TPFA{Int64}(944, 854, 1), TPFA{Int64}(945, 855, 1), TPFA{Int64}(946, 856, 1), TPFA{Int64}(947, 857, 1), TPFA{Int64}(948, 858, 1), TPFA{Int64}(949, 859, 1), TPFA{Int64}(950, 860, 1), TPFA{Int64}(951, 861, 1), TPFA{Int64}(952, 862, 1), TPFA{Int64}(953, 863, 1), TPFA{Int64}(954, 864, 1), TPFA{Int64}(955, 865, 1), TPFA{Int64}(956, 866, 1), TPFA{Int64}(957, 867, 1), TPFA{Int64}(958, 868, 1), TPFA{Int64}(959, 869, 1), TPFA{Int64}(960, 870, 1), TPFA{Int64}(961, 871, 1), TPFA{Int64}(962, 872, 1), TPFA{Int64}(963, 873, 1), TPFA{Int64}(964, 874, 1), TPFA{Int64}(965, 875, 1), TPFA{Int64}(966, 876, 1), TPFA{Int64}(967, 877, 1), TPFA{Int64}(968, 878, 1), TPFA{Int64}(969, 879, 1), TPFA{Int64}(970, 880, 1), TPFA{Int64}(971, 881, 1), TPFA{Int64}(972, 882, 1), TPFA{Int64}(973, 883, 1), TPFA{Int64}(974, 884, 1), TPFA{Int64}(975, 885, 1), TPFA{Int64}(976, 886, 1), TPFA{Int64}(977, 887, 1), TPFA{Int64}(978, 888, 1), TPFA{Int64}(979, 889, 1), TPFA{Int64}(980, 890, 1), TPFA{Int64}(981, 891, 1), TPFA{Int64}(982, 892, 1), TPFA{Int64}(983, 893, 1), TPFA{Int64}(984, 894, 1), TPFA{Int64}(985, 895, 1), TPFA{Int64}(986, 896, 1), TPFA{Int64}(987, 897, 1), TPFA{Int64}(988, 898, 1), TPFA{Int64}(989, 899, 1), TPFA{Int64}(990, 900, 1), TPFA{Int64}(991, 901, 1), TPFA{Int64}(992, 902, 1), TPFA{Int64}(993, 903, 1), TPFA{Int64}(994, 904, 1), TPFA{Int64}(995, 905, 1), TPFA{Int64}(996, 906, 1), TPFA{Int64}(997, 907, 1), TPFA{Int64}(998, 908, 1), TPFA{Int64}(999, 909, 1), TPFA{Int64}(1000, 910, 1), TPFA{Int64}(1001, 911, 1), TPFA{Int64}(1002, 912, 1), TPFA{Int64}(1003, 913, 1), TPFA{Int64}(1004, 914, 1), TPFA{Int64}(1005, 915, 1), TPFA{Int64}(1006, 916, 1), TPFA{Int64}(1007, 917, 1), TPFA{Int64}(1008, 918, 1), TPFA{Int64}(1009, 919, 1), TPFA{Int64}(1010, 920, 1), TPFA{Int64}(1011, 921, 1), TPFA{Int64}(1012, 922, 1), TPFA{Int64}(1013, 923, 1), TPFA{Int64}(1014, 924, 1), TPFA{Int64}(1015, 925, 1), TPFA{Int64}(1016, 926, 1), TPFA{Int64}(1017, 927, 1), TPFA{Int64}(1018, 928, 1), TPFA{Int64}(1019, 929, 1), TPFA{Int64}(1020, 930, 1), TPFA{Int64}(1021, 931, 1), TPFA{Int64}(1022, 932, 1), TPFA{Int64}(1023, 933, 1), TPFA{Int64}(1024, 934, 1), TPFA{Int64}(1025, 935, 1), TPFA{Int64}(1026, 936, 1), TPFA{Int64}(1027, 937, 1), TPFA{Int64}(1028, 938, 1), TPFA{Int64}(1029, 939, 1), TPFA{Int64}(1030, 940, 1), TPFA{Int64}(1031, 941, 1), TPFA{Int64}(1032, 942, 1), TPFA{Int64}(1033, 943, 1), TPFA{Int64}(1034, 944, 1), TPFA{Int64}(1035, 945, 1), TPFA{Int64}(1036, 946, 1), TPFA{Int64}(1037, 947, 1), TPFA{Int64}(1038, 948, 1), TPFA{Int64}(1039, 949, 1), TPFA{Int64}(1040, 950, 1), TPFA{Int64}(1041, 951, 1), TPFA{Int64}(1042, 952, 1), TPFA{Int64}(1043, 953, 1), TPFA{Int64}(1044, 954, 1), TPFA{Int64}(1045, 955, 1), TPFA{Int64}(1046, 956, 1), TPFA{Int64}(1047, 957, 1), TPFA{Int64}(1048, 958, 1), TPFA{Int64}(1049, 959, 1), TPFA{Int64}(1050, 960, 1), TPFA{Int64}(1051, 961, 1), TPFA{Int64}(1052, 962, 1), TPFA{Int64}(1053, 963, 1), TPFA{Int64}(1054, 964, 1), TPFA{Int64}(1055, 965, 1), TPFA{Int64}(1056, 966, 1), TPFA{Int64}(1057, 967, 1), TPFA{Int64}(1058, 968, 1), TPFA{Int64}(1059, 969, 1), TPFA{Int64}(1060, 970, 1), TPFA{Int64}(1061, 971, 1), TPFA{Int64}(1062, 972, 1), TPFA{Int64}(1063, 973, 1), TPFA{Int64}(1064, 974, 1), TPFA{Int64}(1065, 975, 1), TPFA{Int64}(1066, 976, 1), TPFA{Int64}(1067, 977, 1), TPFA{Int64}(1068, 978, 1), TPFA{Int64}(1069, 979, 1), TPFA{Int64}(1070, 980, 1), TPFA{Int64}(1071, 981, 1), TPFA{Int64}(1072, 982, 1), TPFA{Int64}(1073, 983, 1), TPFA{Int64}(1074, 984, 1), TPFA{Int64}(1075, 985, 1), TPFA{Int64}(1076, 986, 1), TPFA{Int64}(1077, 987, 1), TPFA{Int64}(1078, 988, 1), TPFA{Int64}(1079, 989, 1), TPFA{Int64}(1080, 990, 1), TPFA{Int64}(1081, 991, 1), TPFA{Int64}(1082, 992, 1), TPFA{Int64}(1083, 993, 1), TPFA{Int64}(1084, 994, 1), TPFA{Int64}(1085, 995, 1), TPFA{Int64}(1086, 996, 1), TPFA{Int64}(1087, 997, 1), TPFA{Int64}(1088, 998, 1), TPFA{Int64}(1089, 999, 1), TPFA{Int64}(1090, 1000, 1), TPFA{Int64}(1091, 1001, 1), TPFA{Int64}(1092, 1002, 1), TPFA{Int64}(1093, 1003, 1), TPFA{Int64}(1094, 1004, 1), TPFA{Int64}(1095, 1005, 1), TPFA{Int64}(1096, 1006, 1), TPFA{Int64}(1097, 1007, 1), TPFA{Int64}(1098, 1008, 1), TPFA{Int64}(1099, 1009, 1), TPFA{Int64}(1100, 1010, 1), TPFA{Int64}(1101, 1011, 1), TPFA{Int64}(1102, 1012, 1), TPFA{Int64}(1103, 1013, 1), TPFA{Int64}(1104, 1014, 1), TPFA{Int64}(1105, 1015, 1), TPFA{Int64}(1106, 1016, 1), TPFA{Int64}(1107, 1017, 1), TPFA{Int64}(1108, 1018, 1), TPFA{Int64}(1109, 1019, 1), TPFA{Int64}(1110, 1020, 1), TPFA{Int64}(1111, 1021, 1), TPFA{Int64}(1112, 1022, 1), TPFA{Int64}(1113, 1023, 1), TPFA{Int64}(1114, 1024, 1), TPFA{Int64}(1115, 1025, 1), TPFA{Int64}(1116, 1026, 1), TPFA{Int64}(1117, 1027, 1), TPFA{Int64}(1118, 1028, 1), TPFA{Int64}(1119, 1029, 1), TPFA{Int64}(1120, 1030, 1), TPFA{Int64}(1121, 1031, 1), TPFA{Int64}(1122, 1032, 1), TPFA{Int64}(1123, 1033, 1), TPFA{Int64}(1124, 1034, 1), TPFA{Int64}(1125, 1035, 1), TPFA{Int64}(1126, 1036, 1), TPFA{Int64}(1127, 1037, 1), TPFA{Int64}(1128, 1038, 1), TPFA{Int64}(1129, 1039, 1), TPFA{Int64}(1130, 1040, 1), TPFA{Int64}(1131, 1041, 1), TPFA{Int64}(1132, 1042, 1), TPFA{Int64}(1133, 1043, 1), TPFA{Int64}(1134, 1044, 1), TPFA{Int64}(1135, 1045, 1), TPFA{Int64}(1136, 1046, 1), TPFA{Int64}(1137, 1047, 1), TPFA{Int64}(1138, 1048, 1), TPFA{Int64}(1139, 1049, 1), TPFA{Int64}(1140, 1050, 1), TPFA{Int64}(1141, 1051, 1), TPFA{Int64}(1142, 1052, 1), TPFA{Int64}(1143, 1053, 1), TPFA{Int64}(1144, 1054, 1), TPFA{Int64}(1145, 1055, 1), TPFA{Int64}(1146, 1056, 1), TPFA{Int64}(1147, 1057, 1), TPFA{Int64}(1148, 1058, 1), TPFA{Int64}(1149, 1059, 1), TPFA{Int64}(1150, 1060, 1), TPFA{Int64}(1151, 1061, 1), TPFA{Int64}(1152, 1062, 1), TPFA{Int64}(1153, 1063, 1), TPFA{Int64}(1154, 1064, 1), TPFA{Int64}(1155, 1065, 1), TPFA{Int64}(1156, 1066, 1), TPFA{Int64}(1157, 1067, 1), TPFA{Int64}(1158, 1068, 1), TPFA{Int64}(1159, 1069, 1), TPFA{Int64}(1160, 1070, 1), TPFA{Int64}(1161, 1071, 1), TPFA{Int64}(1162, 1072, 1), TPFA{Int64}(1163, 1073, 1), TPFA{Int64}(1164, 1074, 1), TPFA{Int64}(1165, 1075, 1), TPFA{Int64}(1166, 1076, 1), TPFA{Int64}(1167, 1077, 1), TPFA{Int64}(1168, 1078, 1), TPFA{Int64}(1169, 1079, 1), TPFA{Int64}(1170, 1080, 1), TPFA{Int64}(1171, 1081, 1), TPFA{Int64}(1172, 1082, 1), TPFA{Int64}(1173, 1083, 1), TPFA{Int64}(1174, 1084, 1), TPFA{Int64}(1175, 1085, 1), TPFA{Int64}(1176, 1086, 1), TPFA{Int64}(1177, 1087, 1), TPFA{Int64}(1178, 1088, 1), TPFA{Int64}(1179, 1089, 1), TPFA{Int64}(1180, 1090, 1), TPFA{Int64}(1181, 1091, 1), TPFA{Int64}(1182, 1092, 1), TPFA{Int64}(1183, 1093, 1), TPFA{Int64}(1184, 1094, 1), TPFA{Int64}(1185, 1095, 1), TPFA{Int64}(1186, 1096, 1), TPFA{Int64}(1187, 1097, 1), TPFA{Int64}(1188, 1098, 1), TPFA{Int64}(1189, 1099, 1), TPFA{Int64}(1190, 1100, 1), TPFA{Int64}(1191, 1101, 1), TPFA{Int64}(1192, 1102, 1), TPFA{Int64}(1193, 1103, 1), TPFA{Int64}(1194, 1104, 1), TPFA{Int64}(1195, 1105, 1), TPFA{Int64}(1196, 1106, 1), TPFA{Int64}(1197, 1107, 1), TPFA{Int64}(1198, 1108, 1), TPFA{Int64}(1199, 1109, 1), TPFA{Int64}(1200, 1110, 1), TPFA{Int64}(1201, 1111, 1), TPFA{Int64}(1202, 1112, 1), TPFA{Int64}(1203, 1113, 1), TPFA{Int64}(1204, 1114, 1), TPFA{Int64}(1205, 1115, 1), TPFA{Int64}(1206, 1116, 1), TPFA{Int64}(1207, 1117, 1), TPFA{Int64}(1208, 1118, 1), TPFA{Int64}(1209, 1119, 1), TPFA{Int64}(1210, 1120, 1), TPFA{Int64}(1211, 1121, 1), TPFA{Int64}(1212, 1122, 1), TPFA{Int64}(1213, 1123, 1), TPFA{Int64}(1214, 1124, 1), TPFA{Int64}(1215, 1125, 1), TPFA{Int64}(1216, 1126, 1), TPFA{Int64}(1217, 1127, 1), TPFA{Int64}(1218, 1128, 1), TPFA{Int64}(1219, 1129, 1), TPFA{Int64}(1220, 1130, 1), TPFA{Int64}(1221, 1131, 1), TPFA{Int64}(1222, 1132, 1), TPFA{Int64}(1223, 1133, 1), TPFA{Int64}(1224, 1134, 1), TPFA{Int64}(1225, 1135, 1), TPFA{Int64}(1226, 1136, 1), TPFA{Int64}(1227, 1137, 1), TPFA{Int64}(1228, 1138, 1), TPFA{Int64}(1229, 1139, 1), TPFA{Int64}(1230, 1140, 1), TPFA{Int64}(1231, 1141, 1), TPFA{Int64}(1232, 1142, 1), TPFA{Int64}(1233, 1143, 1), TPFA{Int64}(1234, 1144, 1), TPFA{Int64}(1235, 1145, 1), TPFA{Int64}(1236, 1146, 1), TPFA{Int64}(1237, 1147, 1), TPFA{Int64}(1238, 1148, 1), TPFA{Int64}(1239, 1149, 1), TPFA{Int64}(1240, 1150, 1), TPFA{Int64}(1241, 1151, 1), TPFA{Int64}(1242, 1152, 1), TPFA{Int64}(1243, 1153, 1), TPFA{Int64}(1244, 1154, 1), TPFA{Int64}(1245, 1155, 1), TPFA{Int64}(1246, 1156, 1), TPFA{Int64}(1247, 1157, 1), TPFA{Int64}(1248, 1158, 1), TPFA{Int64}(1249, 1159, 1), TPFA{Int64}(1250, 1160, 1), TPFA{Int64}(1251, 1161, 1), TPFA{Int64}(1252, 1162, 1), TPFA{Int64}(1253, 1163, 1), TPFA{Int64}(1254, 1164, 1), TPFA{Int64}(1255, 1165, 1), TPFA{Int64}(1256, 1166, 1), TPFA{Int64}(1257, 1167, 1), TPFA{Int64}(1258, 1168, 1), TPFA{Int64}(1259, 1169, 1), TPFA{Int64}(1260, 1170, 1), TPFA{Int64}(1261, 1171, 1), TPFA{Int64}(1262, 1172, 1), TPFA{Int64}(1263, 1173, 1), TPFA{Int64}(1264, 1174, 1), TPFA{Int64}(1265, 1175, 1), TPFA{Int64}(1266, 1176, 1), TPFA{Int64}(1267, 1177, 1), TPFA{Int64}(1268, 1178, 1), TPFA{Int64}(1269, 1179, 1), TPFA{Int64}(1270, 1180, 1), TPFA{Int64}(1271, 1181, 1), TPFA{Int64}(1272, 1182, 1), TPFA{Int64}(1273, 1183, 1), TPFA{Int64}(1274, 1184, 1), TPFA{Int64}(1275, 1185, 1), TPFA{Int64}(1276, 1186, 1), TPFA{Int64}(1277, 1187, 1), TPFA{Int64}(1278, 1188, 1), TPFA{Int64}(1279, 1189, 1), TPFA{Int64}(1280, 1190, 1), TPFA{Int64}(1281, 1191, 1), TPFA{Int64}(1282, 1192, 1), TPFA{Int64}(1283, 1193, 1), TPFA{Int64}(1284, 1194, 1), TPFA{Int64}(1285, 1195, 1), TPFA{Int64}(1286, 1196, 1), TPFA{Int64}(1287, 1197, 1), TPFA{Int64}(1288, 1198, 1), TPFA{Int64}(1289, 1199, 1), TPFA{Int64}(1290, 1200, 1), TPFA{Int64}(1291, 1201, 1), TPFA{Int64}(1292, 1202, 1), TPFA{Int64}(1293, 1203, 1), TPFA{Int64}(1294, 1204, 1), TPFA{Int64}(1295, 1205, 1), TPFA{Int64}(1296, 1206, 1), TPFA{Int64}(1297, 1207, 1), TPFA{Int64}(1298, 1208, 1), TPFA{Int64}(1299, 1209, 1), TPFA{Int64}(1300, 1210, 1), TPFA{Int64}(1301, 1211, 1), TPFA{Int64}(1302, 1212, 1), TPFA{Int64}(1303, 1213, 1), TPFA{Int64}(1304, 1214, 1), TPFA{Int64}(1305, 1215, 1), TPFA{Int64}(1306, 1216, 1), TPFA{Int64}(1307, 1217, 1), TPFA{Int64}(1308, 1218, 1), TPFA{Int64}(1309, 1219, 1), TPFA{Int64}(1310, 1220, 1), TPFA{Int64}(1311, 1221, 1), TPFA{Int64}(1312, 1222, 1), TPFA{Int64}(1313, 1223, 1), TPFA{Int64}(1314, 1224, 1), TPFA{Int64}(1315, 1225, 1), TPFA{Int64}(1316, 1226, 1), TPFA{Int64}(1317, 1227, 1), TPFA{Int64}(1318, 1228, 1), TPFA{Int64}(1319, 1229, 1), TPFA{Int64}(1320, 1230, 1), TPFA{Int64}(1321, 1231, 1), TPFA{Int64}(1322, 1232, 1), TPFA{Int64}(1323, 1233, 1), TPFA{Int64}(1324, 1234, 1), TPFA{Int64}(1325, 1235, 1), TPFA{Int64}(1326, 1236, 1), TPFA{Int64}(1327, 1237, 1), TPFA{Int64}(1328, 1238, 1), TPFA{Int64}(1329, 1239, 1), TPFA{Int64}(1330, 1240, 1), TPFA{Int64}(1331, 1241, 1), TPFA{Int64}(1332, 1242, 1), TPFA{Int64}(1333, 1243, 1), TPFA{Int64}(1334, 1244, 1), TPFA{Int64}(1335, 1245, 1), TPFA{Int64}(1336, 1246, 1), TPFA{Int64}(1337, 1247, 1), TPFA{Int64}(1338, 1248, 1), TPFA{Int64}(1339, 1249, 1), TPFA{Int64}(1340, 1250, 1), TPFA{Int64}(1341, 1251, 1), TPFA{Int64}(1342, 1252, 1), TPFA{Int64}(1343, 1253, 1), TPFA{Int64}(1344, 1254, 1), TPFA{Int64}(1345, 1255, 1), TPFA{Int64}(1346, 1256, 1), TPFA{Int64}(1347, 1257, 1), TPFA{Int64}(1348, 1258, 1), TPFA{Int64}(1349, 1259, 1), TPFA{Int64}(1350, 1260, 1), TPFA{Int64}(1351, 1261, 1), TPFA{Int64}(1352, 1262, 1), TPFA{Int64}(1353, 1263, 1), TPFA{Int64}(1354, 1264, 1), TPFA{Int64}(1355, 1265, 1), TPFA{Int64}(1356, 1266, 1), TPFA{Int64}(1357, 1267, 1), TPFA{Int64}(1358, 1268, 1), TPFA{Int64}(1359, 1269, 1), TPFA{Int64}(1360, 1270, 1), TPFA{Int64}(1361, 1271, 1), TPFA{Int64}(1362, 1272, 1), TPFA{Int64}(1363, 1273, 1), TPFA{Int64}(1364, 1274, 1), TPFA{Int64}(1365, 1275, 1), TPFA{Int64}(1366, 1276, 1), TPFA{Int64}(1367, 1277, 1), TPFA{Int64}(1368, 1278, 1), TPFA{Int64}(1369, 1279, 1), TPFA{Int64}(1370, 1280, 1), TPFA{Int64}(1371, 1281, 1), TPFA{Int64}(1372, 1282, 1), TPFA{Int64}(1373, 1283, 1), TPFA{Int64}(1374, 1284, 1), TPFA{Int64}(1375, 1285, 1), TPFA{Int64}(1376, 1286, 1), TPFA{Int64}(1377, 1287, 1), TPFA{Int64}(1378, 1288, 1), TPFA{Int64}(1379, 1289, 1), TPFA{Int64}(1380, 1290, 1), TPFA{Int64}(1381, 1291, 1), TPFA{Int64}(1382, 1292, 1), TPFA{Int64}(1383, 1293, 1), TPFA{Int64}(1384, 1294, 1), TPFA{Int64}(1385, 1295, 1), TPFA{Int64}(1386, 1296, 1), TPFA{Int64}(1387, 1297, 1), TPFA{Int64}(1388, 1298, 1), TPFA{Int64}(1389, 1299, 1), TPFA{Int64}(1390, 1300, 1), TPFA{Int64}(1391, 1301, 1), TPFA{Int64}(1392, 1302, 1), TPFA{Int64}(1393, 1303, 1), TPFA{Int64}(1394, 1304, 1), TPFA{Int64}(1395, 1305, 1), TPFA{Int64}(1396, 1306, 1), TPFA{Int64}(1397, 1307, 1), TPFA{Int64}(1398, 1308, 1), TPFA{Int64}(1399, 1309, 1), TPFA{Int64}(1400, 1310, 1), TPFA{Int64}(1401, 1311, 1), TPFA{Int64}(1402, 1312, 1), TPFA{Int64}(1403, 1313, 1), TPFA{Int64}(1404, 1314, 1), TPFA{Int64}(1405, 1315, 1), TPFA{Int64}(1406, 1316, 1), TPFA{Int64}(1407, 1317, 1), TPFA{Int64}(1408, 1318, 1), TPFA{Int64}(1409, 1319, 1), TPFA{Int64}(1410, 1320, 1), TPFA{Int64}(1411, 1321, 1), TPFA{Int64}(1412, 1322, 1), TPFA{Int64}(1413, 1323, 1), TPFA{Int64}(1414, 1324, 1), TPFA{Int64}(1415, 1325, 1), TPFA{Int64}(1416, 1326, 1), TPFA{Int64}(1417, 1327, 1), TPFA{Int64}(1418, 1328, 1), TPFA{Int64}(1419, 1329, 1), TPFA{Int64}(1420, 1330, 1), TPFA{Int64}(1421, 1331, 1), TPFA{Int64}(1422, 1332, 1), TPFA{Int64}(1423, 1333, 1), TPFA{Int64}(1424, 1334, 1), TPFA{Int64}(1425, 1335, 1), TPFA{Int64}(1426, 1336, 1), TPFA{Int64}(1427, 1337, 1), TPFA{Int64}(1428, 1338, 1), TPFA{Int64}(1429, 1339, 1), TPFA{Int64}(1430, 1340, 1), TPFA{Int64}(1431, 1341, 1), TPFA{Int64}(1432, 1342, 1), TPFA{Int64}(1433, 1343, 1), TPFA{Int64}(1434, 1344, 1), TPFA{Int64}(1435, 1345, 1), TPFA{Int64}(1436, 1346, 1), TPFA{Int64}(1437, 1347, 1), TPFA{Int64}(1438, 1348, 1), TPFA{Int64}(1439, 1349, 1), TPFA{Int64}(1440, 1350, 1), TPFA{Int64}(721, 722, 1), TPFA{Int64}(722, 723, 1), TPFA{Int64}(724, 725, 1), TPFA{Int64}(725, 726, 1), TPFA{Int64}(726, 727, 1), TPFA{Int64}(727, 728, 1), TPFA{Int64}(728, 729, 1), TPFA{Int64}(729, 730, 1), TPFA{Int64}(730, 731, 1), TPFA{Int64}(731, 732, 1), TPFA{Int64}(733, 734, 1), TPFA{Int64}(734, 735, 1), TPFA{Int64}(735, 736, 1), TPFA{Int64}(736, 737, 1), TPFA{Int64}(737, 738, 1), TPFA{Int64}(738, 739, 1), TPFA{Int64}(739, 740, 1), TPFA{Int64}(740, 741, 1), TPFA{Int64}(742, 743, 1), TPFA{Int64}(743, 744, 1), TPFA{Int64}(744, 745, 1), TPFA{Int64}(745, 746, 1), TPFA{Int64}(746, 747, 1), TPFA{Int64}(747, 748, 1), TPFA{Int64}(748, 749, 1), TPFA{Int64}(749, 750, 1), TPFA{Int64}(751, 752, 1), TPFA{Int64}(752, 753, 1), TPFA{Int64}(753, 754, 1), TPFA{Int64}(754, 755, 1), TPFA{Int64}(755, 756, 1), TPFA{Int64}(756, 757, 1), TPFA{Int64}(757, 758, 1), TPFA{Int64}(758, 759, 1), TPFA{Int64}(760, 761, 1), TPFA{Int64}(761, 762, 1), TPFA{Int64}(762, 763, 1), TPFA{Int64}(763, 764, 1), TPFA{Int64}(764, 765, 1), TPFA{Int64}(765, 766, 1), TPFA{Int64}(766, 767, 1), TPFA{Int64}(767, 768, 1), TPFA{Int64}(769, 770, 1), TPFA{Int64}(770, 771, 1), TPFA{Int64}(771, 772, 1), TPFA{Int64}(772, 773, 1), TPFA{Int64}(773, 774, 1), TPFA{Int64}(774, 775, 1), TPFA{Int64}(775, 776, 1), TPFA{Int64}(776, 777, 1), TPFA{Int64}(778, 779, 1), TPFA{Int64}(779, 780, 1), TPFA{Int64}(780, 781, 1), TPFA{Int64}(781, 782, 1), TPFA{Int64}(782, 783, 1), TPFA{Int64}(783, 784, 1), TPFA{Int64}(784, 785, 1), TPFA{Int64}(785, 786, 1), TPFA{Int64}(787, 788, 1), TPFA{Int64}(788, 789, 1), TPFA{Int64}(789, 790, 1), TPFA{Int64}(790, 791, 1), TPFA{Int64}(791, 792, 1), TPFA{Int64}(792, 793, 1), TPFA{Int64}(793, 794, 1), TPFA{Int64}(794, 795, 1), TPFA{Int64}(796, 797, 1), TPFA{Int64}(797, 798, 1), TPFA{Int64}(798, 799, 1), TPFA{Int64}(799, 800, 1), TPFA{Int64}(800, 801, 1), TPFA{Int64}(801, 802, 1), TPFA{Int64}(802, 803, 1), TPFA{Int64}(803, 804, 1), TPFA{Int64}(805, 806, 1), TPFA{Int64}(806, 807, 1), TPFA{Int64}(807, 808, 1), TPFA{Int64}(808, 809, 1), TPFA{Int64}(809, 810, 1), TPFA{Int64}(811, 812, 1), TPFA{Int64}(812, 813, 1), TPFA{Int64}(814, 815, 1), TPFA{Int64}(815, 816, 1), TPFA{Int64}(816, 817, 1), TPFA{Int64}(817, 818, 1), TPFA{Int64}(818, 819, 1), TPFA{Int64}(819, 820, 1), TPFA{Int64}(820, 821, 1), TPFA{Int64}(821, 822, 1), TPFA{Int64}(823, 824, 1), TPFA{Int64}(824, 825, 1), TPFA{Int64}(825, 826, 1), TPFA{Int64}(826, 827, 1), TPFA{Int64}(827, 828, 1), TPFA{Int64}(828, 829, 1), TPFA{Int64}(829, 830, 1), TPFA{Int64}(830, 831, 1), TPFA{Int64}(832, 833, 1), TPFA{Int64}(833, 834, 1), TPFA{Int64}(834, 835, 1), TPFA{Int64}(835, 836, 1), TPFA{Int64}(836, 837, 1), TPFA{Int64}(837, 838, 1), TPFA{Int64}(838, 839, 1), TPFA{Int64}(839, 840, 1), TPFA{Int64}(841, 842, 1), TPFA{Int64}(842, 843, 1), TPFA{Int64}(843, 844, 1), TPFA{Int64}(844, 845, 1), TPFA{Int64}(845, 846, 1), TPFA{Int64}(846, 847, 1), TPFA{Int64}(847, 848, 1), TPFA{Int64}(848, 849, 1), TPFA{Int64}(850, 851, 1), TPFA{Int64}(851, 852, 1), TPFA{Int64}(852, 853, 1), TPFA{Int64}(853, 854, 1), TPFA{Int64}(854, 855, 1), TPFA{Int64}(855, 856, 1), TPFA{Int64}(856, 857, 1), TPFA{Int64}(857, 858, 1), TPFA{Int64}(859, 860, 1), TPFA{Int64}(860, 861, 1), TPFA{Int64}(861, 862, 1), TPFA{Int64}(862, 863, 1), TPFA{Int64}(863, 864, 1), TPFA{Int64}(864, 865, 1), TPFA{Int64}(865, 866, 1), TPFA{Int64}(866, 867, 1), TPFA{Int64}(868, 869, 1), TPFA{Int64}(869, 870, 1), TPFA{Int64}(870, 871, 1), TPFA{Int64}(871, 872, 1), TPFA{Int64}(872, 873, 1), TPFA{Int64}(873, 874, 1), TPFA{Int64}(874, 875, 1), TPFA{Int64}(875, 876, 1), TPFA{Int64}(877, 878, 1), TPFA{Int64}(878, 879, 1), TPFA{Int64}(879, 880, 1), TPFA{Int64}(880, 881, 1), TPFA{Int64}(881, 882, 1), TPFA{Int64}(882, 883, 1), TPFA{Int64}(883, 884, 1), TPFA{Int64}(884, 885, 1), TPFA{Int64}(886, 887, 1), TPFA{Int64}(887, 888, 1), TPFA{Int64}(888, 889, 1), TPFA{Int64}(889, 890, 1), TPFA{Int64}(890, 891, 1), TPFA{Int64}(891, 892, 1), TPFA{Int64}(892, 893, 1), TPFA{Int64}(893, 894, 1), TPFA{Int64}(895, 896, 1), TPFA{Int64}(896, 897, 1), TPFA{Int64}(897, 898, 1), TPFA{Int64}(898, 899, 1), TPFA{Int64}(899, 900, 1), TPFA{Int64}(901, 902, 1), TPFA{Int64}(902, 903, 1), TPFA{Int64}(904, 905, 1), TPFA{Int64}(905, 906, 1), TPFA{Int64}(906, 907, 1), TPFA{Int64}(907, 908, 1), TPFA{Int64}(908, 909, 1), TPFA{Int64}(909, 910, 1), TPFA{Int64}(910, 911, 1), TPFA{Int64}(911, 912, 1), TPFA{Int64}(913, 914, 1), TPFA{Int64}(914, 915, 1), TPFA{Int64}(915, 916, 1), TPFA{Int64}(916, 917, 1), TPFA{Int64}(917, 918, 1), TPFA{Int64}(918, 919, 1), TPFA{Int64}(919, 920, 1), TPFA{Int64}(920, 921, 1), TPFA{Int64}(922, 923, 1), TPFA{Int64}(923, 924, 1), TPFA{Int64}(924, 925, 1), TPFA{Int64}(925, 926, 1), TPFA{Int64}(926, 927, 1), TPFA{Int64}(927, 928, 1), TPFA{Int64}(928, 929, 1), TPFA{Int64}(929, 930, 1), TPFA{Int64}(931, 932, 1), TPFA{Int64}(932, 933, 1), TPFA{Int64}(933, 934, 1), TPFA{Int64}(934, 935, 1), TPFA{Int64}(935, 936, 1), TPFA{Int64}(936, 937, 1), TPFA{Int64}(937, 938, 1), TPFA{Int64}(938, 939, 1), TPFA{Int64}(940, 941, 1), TPFA{Int64}(941, 942, 1), TPFA{Int64}(942, 943, 1), TPFA{Int64}(943, 944, 1), TPFA{Int64}(944, 945, 1), TPFA{Int64}(945, 946, 1), TPFA{Int64}(946, 947, 1), TPFA{Int64}(947, 948, 1), TPFA{Int64}(949, 950, 1), TPFA{Int64}(950, 951, 1), TPFA{Int64}(951, 952, 1), TPFA{Int64}(952, 953, 1), TPFA{Int64}(953, 954, 1), TPFA{Int64}(954, 955, 1), TPFA{Int64}(955, 956, 1), TPFA{Int64}(956, 957, 1), TPFA{Int64}(958, 959, 1), TPFA{Int64}(959, 960, 1), TPFA{Int64}(960, 961, 1), TPFA{Int64}(961, 962, 1), TPFA{Int64}(962, 963, 1), TPFA{Int64}(963, 964, 1), TPFA{Int64}(964, 965, 1), TPFA{Int64}(965, 966, 1), TPFA{Int64}(967, 968, 1), TPFA{Int64}(968, 969, 1), TPFA{Int64}(969, 970, 1), TPFA{Int64}(970, 971, 1), TPFA{Int64}(971, 972, 1), TPFA{Int64}(972, 973, 1), TPFA{Int64}(973, 974, 1), TPFA{Int64}(974, 975, 1), TPFA{Int64}(976, 977, 1), TPFA{Int64}(977, 978, 1), TPFA{Int64}(978, 979, 1), TPFA{Int64}(979, 980, 1), TPFA{Int64}(980, 981, 1), TPFA{Int64}(981, 982, 1), TPFA{Int64}(982, 983, 1), TPFA{Int64}(983, 984, 1), TPFA{Int64}(985, 986, 1), TPFA{Int64}(986, 987, 1), TPFA{Int64}(987, 988, 1), TPFA{Int64}(988, 989, 1), TPFA{Int64}(989, 990, 1), TPFA{Int64}(991, 992, 1), TPFA{Int64}(992, 993, 1), TPFA{Int64}(994, 995, 1), TPFA{Int64}(995, 996, 1), TPFA{Int64}(996, 997, 1), TPFA{Int64}(997, 998, 1), TPFA{Int64}(998, 999, 1), TPFA{Int64}(999, 1000, 1), TPFA{Int64}(1000, 1001, 1), TPFA{Int64}(1001, 1002, 1), TPFA{Int64}(1003, 1004, 1), TPFA{Int64}(1004, 1005, 1), TPFA{Int64}(1005, 1006, 1), TPFA{Int64}(1006, 1007, 1), TPFA{Int64}(1007, 1008, 1), TPFA{Int64}(1008, 1009, 1), TPFA{Int64}(1009, 1010, 1), TPFA{Int64}(1010, 1011, 1), TPFA{Int64}(1012, 1013, 1), TPFA{Int64}(1013, 1014, 1), TPFA{Int64}(1014, 1015, 1), TPFA{Int64}(1015, 1016, 1), TPFA{Int64}(1016, 1017, 1), TPFA{Int64}(1017, 1018, 1), TPFA{Int64}(1018, 1019, 1), TPFA{Int64}(1019, 1020, 1), TPFA{Int64}(1021, 1022, 1), TPFA{Int64}(1022, 1023, 1), TPFA{Int64}(1023, 1024, 1), TPFA{Int64}(1024, 1025, 1), TPFA{Int64}(1025, 1026, 1), TPFA{Int64}(1026, 1027, 1), TPFA{Int64}(1027, 1028, 1), TPFA{Int64}(1028, 1029, 1), TPFA{Int64}(1030, 1031, 1), TPFA{Int64}(1031, 1032, 1), TPFA{Int64}(1032, 1033, 1), TPFA{Int64}(1033, 1034, 1), TPFA{Int64}(1034, 1035, 1), TPFA{Int64}(1035, 1036, 1), TPFA{Int64}(1036, 1037, 1), TPFA{Int64}(1037, 1038, 1), TPFA{Int64}(1039, 1040, 1), TPFA{Int64}(1040, 1041, 1), TPFA{Int64}(1041, 1042, 1), TPFA{Int64}(1042, 1043, 1), TPFA{Int64}(1043, 1044, 1), TPFA{Int64}(1044, 1045, 1), TPFA{Int64}(1045, 1046, 1), TPFA{Int64}(1046, 1047, 1), TPFA{Int64}(1048, 1049, 1), TPFA{Int64}(1049, 1050, 1), TPFA{Int64}(1050, 1051, 1), TPFA{Int64}(1051, 1052, 1), TPFA{Int64}(1052, 1053, 1), TPFA{Int64}(1053, 1054, 1), TPFA{Int64}(1054, 1055, 1), TPFA{Int64}(1055, 1056, 1), TPFA{Int64}(1057, 1058, 1), TPFA{Int64}(1058, 1059, 1), TPFA{Int64}(1059, 1060, 1), TPFA{Int64}(1060, 1061, 1), TPFA{Int64}(1061, 1062, 1), TPFA{Int64}(1062, 1063, 1), TPFA{Int64}(1063, 1064, 1), TPFA{Int64}(1064, 1065, 1), TPFA{Int64}(1066, 1067, 1), TPFA{Int64}(1067, 1068, 1), TPFA{Int64}(1068, 1069, 1), TPFA{Int64}(1069, 1070, 1), TPFA{Int64}(1070, 1071, 1), TPFA{Int64}(1071, 1072, 1), TPFA{Int64}(1072, 1073, 1), TPFA{Int64}(1073, 1074, 1), TPFA{Int64}(1075, 1076, 1), TPFA{Int64}(1076, 1077, 1), TPFA{Int64}(1077, 1078, 1), TPFA{Int64}(1078, 1079, 1), TPFA{Int64}(1079, 1080, 1), TPFA{Int64}(1081, 1082, 1), TPFA{Int64}(1082, 1083, 1), TPFA{Int64}(1084, 1085, 1), TPFA{Int64}(1085, 1086, 1), TPFA{Int64}(1086, 1087, 1), TPFA{Int64}(1087, 1088, 1), TPFA{Int64}(1088, 1089, 1), TPFA{Int64}(1089, 1090, 1), TPFA{Int64}(1090, 1091, 1), TPFA{Int64}(1091, 1092, 1), TPFA{Int64}(1093, 1094, 1), TPFA{Int64}(1094, 1095, 1), TPFA{Int64}(1095, 1096, 1), TPFA{Int64}(1096, 1097, 1), TPFA{Int64}(1097, 1098, 1), TPFA{Int64}(1098, 1099, 1), TPFA{Int64}(1099, 1100, 1), TPFA{Int64}(1100, 1101, 1), TPFA{Int64}(1102, 1103, 1), TPFA{Int64}(1103, 1104, 1), TPFA{Int64}(1104, 1105, 1), TPFA{Int64}(1105, 1106, 1), TPFA{Int64}(1106, 1107, 1), TPFA{Int64}(1107, 1108, 1), TPFA{Int64}(1108, 1109, 1), TPFA{Int64}(1109, 1110, 1), TPFA{Int64}(1111, 1112, 1), TPFA{Int64}(1112, 1113, 1), TPFA{Int64}(1113, 1114, 1), TPFA{Int64}(1114, 1115, 1), TPFA{Int64}(1115, 1116, 1), TPFA{Int64}(1116, 1117, 1), TPFA{Int64}(1117, 1118, 1), TPFA{Int64}(1118, 1119, 1), TPFA{Int64}(1120, 1121, 1), TPFA{Int64}(1121, 1122, 1), TPFA{Int64}(1122, 1123, 1), TPFA{Int64}(1123, 1124, 1), TPFA{Int64}(1124, 1125, 1), TPFA{Int64}(1125, 1126, 1), TPFA{Int64}(1126, 1127, 1), TPFA{Int64}(1127, 1128, 1), TPFA{Int64}(1129, 1130, 1), TPFA{Int64}(1130, 1131, 1), TPFA{Int64}(1131, 1132, 1), TPFA{Int64}(1132, 1133, 1), TPFA{Int64}(1133, 1134, 1), TPFA{Int64}(1134, 1135, 1), TPFA{Int64}(1135, 1136, 1), TPFA{Int64}(1136, 1137, 1), TPFA{Int64}(1138, 1139, 1), TPFA{Int64}(1139, 1140, 1), TPFA{Int64}(1140, 1141, 1), TPFA{Int64}(1141, 1142, 1), TPFA{Int64}(1142, 1143, 1), TPFA{Int64}(1143, 1144, 1), TPFA{Int64}(1144, 1145, 1), TPFA{Int64}(1145, 1146, 1), TPFA{Int64}(1147, 1148, 1), TPFA{Int64}(1148, 1149, 1), TPFA{Int64}(1149, 1150, 1), TPFA{Int64}(1150, 1151, 1), TPFA{Int64}(1151, 1152, 1), TPFA{Int64}(1152, 1153, 1), TPFA{Int64}(1153, 1154, 1), TPFA{Int64}(1154, 1155, 1), TPFA{Int64}(1156, 1157, 1), TPFA{Int64}(1157, 1158, 1), TPFA{Int64}(1158, 1159, 1), TPFA{Int64}(1159, 1160, 1), TPFA{Int64}(1160, 1161, 1), TPFA{Int64}(1161, 1162, 1), TPFA{Int64}(1162, 1163, 1), TPFA{Int64}(1163, 1164, 1), TPFA{Int64}(1165, 1166, 1), TPFA{Int64}(1166, 1167, 1), TPFA{Int64}(1167, 1168, 1), TPFA{Int64}(1168, 1169, 1), TPFA{Int64}(1169, 1170, 1), TPFA{Int64}(1171, 1172, 1), TPFA{Int64}(1172, 1173, 1), TPFA{Int64}(1174, 1175, 1), TPFA{Int64}(1175, 1176, 1), TPFA{Int64}(1176, 1177, 1), TPFA{Int64}(1177, 1178, 1), TPFA{Int64}(1178, 1179, 1), TPFA{Int64}(1179, 1180, 1), TPFA{Int64}(1180, 1181, 1), TPFA{Int64}(1181, 1182, 1), TPFA{Int64}(1183, 1184, 1), TPFA{Int64}(1184, 1185, 1), TPFA{Int64}(1185, 1186, 1), TPFA{Int64}(1186, 1187, 1), TPFA{Int64}(1187, 1188, 1), TPFA{Int64}(1188, 1189, 1), TPFA{Int64}(1189, 1190, 1), TPFA{Int64}(1190, 1191, 1), TPFA{Int64}(1192, 1193, 1), TPFA{Int64}(1193, 1194, 1), TPFA{Int64}(1194, 1195, 1), TPFA{Int64}(1195, 1196, 1), TPFA{Int64}(1196, 1197, 1), TPFA{Int64}(1197, 1198, 1), TPFA{Int64}(1198, 1199, 1), TPFA{Int64}(1199, 1200, 1), TPFA{Int64}(1201, 1202, 1), TPFA{Int64}(1202, 1203, 1), TPFA{Int64}(1203, 1204, 1), TPFA{Int64}(1204, 1205, 1), TPFA{Int64}(1205, 1206, 1), TPFA{Int64}(1206, 1207, 1), TPFA{Int64}(1207, 1208, 1), TPFA{Int64}(1208, 1209, 1), TPFA{Int64}(1210, 1211, 1), TPFA{Int64}(1211, 1212, 1), TPFA{Int64}(1212, 1213, 1), TPFA{Int64}(1213, 1214, 1), TPFA{Int64}(1214, 1215, 1), TPFA{Int64}(1215, 1216, 1), TPFA{Int64}(1216, 1217, 1), TPFA{Int64}(1217, 1218, 1), TPFA{Int64}(1219, 1220, 1), TPFA{Int64}(1220, 1221, 1), TPFA{Int64}(1221, 1222, 1), TPFA{Int64}(1222, 1223, 1), TPFA{Int64}(1223, 1224, 1), TPFA{Int64}(1224, 1225, 1), TPFA{Int64}(1225, 1226, 1), TPFA{Int64}(1226, 1227, 1), TPFA{Int64}(1228, 1229, 1), TPFA{Int64}(1229, 1230, 1), TPFA{Int64}(1230, 1231, 1), TPFA{Int64}(1231, 1232, 1), TPFA{Int64}(1232, 1233, 1), TPFA{Int64}(1233, 1234, 1), TPFA{Int64}(1234, 1235, 1), TPFA{Int64}(1235, 1236, 1), TPFA{Int64}(1237, 1238, 1), TPFA{Int64}(1238, 1239, 1), TPFA{Int64}(1239, 1240, 1), TPFA{Int64}(1240, 1241, 1), TPFA{Int64}(1241, 1242, 1), TPFA{Int64}(1242, 1243, 1), TPFA{Int64}(1243, 1244, 1), TPFA{Int64}(1244, 1245, 1), TPFA{Int64}(1246, 1247, 1), TPFA{Int64}(1247, 1248, 1), TPFA{Int64}(1248, 1249, 1), TPFA{Int64}(1249, 1250, 1), TPFA{Int64}(1250, 1251, 1), TPFA{Int64}(1251, 1252, 1), TPFA{Int64}(1252, 1253, 1), TPFA{Int64}(1253, 1254, 1), TPFA{Int64}(1255, 1256, 1), TPFA{Int64}(1256, 1257, 1), TPFA{Int64}(1257, 1258, 1), TPFA{Int64}(1258, 1259, 1), TPFA{Int64}(1259, 1260, 1), TPFA{Int64}(1261, 1262, 1), TPFA{Int64}(1262, 1263, 1), TPFA{Int64}(1264, 1265, 1), TPFA{Int64}(1265, 1266, 1), TPFA{Int64}(1266, 1267, 1), TPFA{Int64}(1267, 1268, 1), TPFA{Int64}(1268, 1269, 1), TPFA{Int64}(1269, 1270, 1), TPFA{Int64}(1270, 1271, 1), TPFA{Int64}(1271, 1272, 1), TPFA{Int64}(1273, 1274, 1), TPFA{Int64}(1274, 1275, 1), TPFA{Int64}(1275, 1276, 1), TPFA{Int64}(1276, 1277, 1), TPFA{Int64}(1277, 1278, 1), TPFA{Int64}(1278, 1279, 1), TPFA{Int64}(1279, 1280, 1), TPFA{Int64}(1280, 1281, 1), TPFA{Int64}(1282, 1283, 1), TPFA{Int64}(1283, 1284, 1), TPFA{Int64}(1284, 1285, 1), TPFA{Int64}(1285, 1286, 1), TPFA{Int64}(1286, 1287, 1), TPFA{Int64}(1287, 1288, 1), TPFA{Int64}(1288, 1289, 1), TPFA{Int64}(1289, 1290, 1), TPFA{Int64}(1291, 1292, 1), TPFA{Int64}(1292, 1293, 1), TPFA{Int64}(1293, 1294, 1), TPFA{Int64}(1294, 1295, 1), TPFA{Int64}(1295, 1296, 1), TPFA{Int64}(1296, 1297, 1), TPFA{Int64}(1297, 1298, 1), TPFA{Int64}(1298, 1299, 1), TPFA{Int64}(1300, 1301, 1), TPFA{Int64}(1301, 1302, 1), TPFA{Int64}(1302, 1303, 1), TPFA{Int64}(1303, 1304, 1), TPFA{Int64}(1304, 1305, 1), TPFA{Int64}(1305, 1306, 1), TPFA{Int64}(1306, 1307, 1), TPFA{Int64}(1307, 1308, 1), TPFA{Int64}(1309, 1310, 1), TPFA{Int64}(1310, 1311, 1), TPFA{Int64}(1311, 1312, 1), TPFA{Int64}(1312, 1313, 1), TPFA{Int64}(1313, 1314, 1), TPFA{Int64}(1314, 1315, 1), TPFA{Int64}(1315, 1316, 1), TPFA{Int64}(1316, 1317, 1), TPFA{Int64}(1318, 1319, 1), TPFA{Int64}(1319, 1320, 1), TPFA{Int64}(1320, 1321, 1), TPFA{Int64}(1321, 1322, 1), TPFA{Int64}(1322, 1323, 1), TPFA{Int64}(1323, 1324, 1), TPFA{Int64}(1324, 1325, 1), TPFA{Int64}(1325, 1326, 1), TPFA{Int64}(1327, 1328, 1), TPFA{Int64}(1328, 1329, 1), TPFA{Int64}(1329, 1330, 1), TPFA{Int64}(1330, 1331, 1), TPFA{Int64}(1331, 1332, 1), TPFA{Int64}(1332, 1333, 1), TPFA{Int64}(1333, 1334, 1), TPFA{Int64}(1334, 1335, 1), TPFA{Int64}(1336, 1337, 1), TPFA{Int64}(1337, 1338, 1), TPFA{Int64}(1338, 1339, 1), TPFA{Int64}(1339, 1340, 1), TPFA{Int64}(1340, 1341, 1), TPFA{Int64}(1341, 1342, 1), TPFA{Int64}(1342, 1343, 1), TPFA{Int64}(1343, 1344, 1), TPFA{Int64}(1345, 1346, 1), TPFA{Int64}(1346, 1347, 1), TPFA{Int64}(1347, 1348, 1), TPFA{Int64}(1348, 1349, 1), TPFA{Int64}(1349, 1350, 1), TPFA{Int64}(1351, 1352, 1), TPFA{Int64}(1352, 1353, 1), TPFA{Int64}(1354, 1355, 1), TPFA{Int64}(1355, 1356, 1), TPFA{Int64}(1356, 1357, 1), TPFA{Int64}(1357, 1358, 1), TPFA{Int64}(1358, 1359, 1), TPFA{Int64}(1359, 1360, 1), TPFA{Int64}(1360, 1361, 1), TPFA{Int64}(1361, 1362, 1), TPFA{Int64}(1363, 1364, 1), TPFA{Int64}(1364, 1365, 1), TPFA{Int64}(1365, 1366, 1), TPFA{Int64}(1366, 1367, 1), TPFA{Int64}(1367, 1368, 1), TPFA{Int64}(1368, 1369, 1), TPFA{Int64}(1369, 1370, 1), TPFA{Int64}(1370, 1371, 1), TPFA{Int64}(1372, 1373, 1), TPFA{Int64}(1373, 1374, 1), TPFA{Int64}(1374, 1375, 1), TPFA{Int64}(1375, 1376, 1), TPFA{Int64}(1376, 1377, 1), TPFA{Int64}(1377, 1378, 1), TPFA{Int64}(1378, 1379, 1), TPFA{Int64}(1379, 1380, 1), TPFA{Int64}(1381, 1382, 1), TPFA{Int64}(1382, 1383, 1), TPFA{Int64}(1383, 1384, 1), TPFA{Int64}(1384, 1385, 1), TPFA{Int64}(1385, 1386, 1), TPFA{Int64}(1386, 1387, 1), TPFA{Int64}(1387, 1388, 1), TPFA{Int64}(1388, 1389, 1), TPFA{Int64}(1390, 1391, 1), TPFA{Int64}(1391, 1392, 1), TPFA{Int64}(1392, 1393, 1), TPFA{Int64}(1393, 1394, 1), TPFA{Int64}(1394, 1395, 1), TPFA{Int64}(1395, 1396, 1), TPFA{Int64}(1396, 1397, 1), TPFA{Int64}(1397, 1398, 1), TPFA{Int64}(1399, 1400, 1), TPFA{Int64}(1400, 1401, 1), TPFA{Int64}(1401, 1402, 1), TPFA{Int64}(1402, 1403, 1), TPFA{Int64}(1403, 1404, 1), TPFA{Int64}(1404, 1405, 1), TPFA{Int64}(1405, 1406, 1), TPFA{Int64}(1406, 1407, 1), TPFA{Int64}(1408, 1409, 1), TPFA{Int64}(1409, 1410, 1), TPFA{Int64}(1410, 1411, 1), TPFA{Int64}(1411, 1412, 1), TPFA{Int64}(1412, 1413, 1), TPFA{Int64}(1413, 1414, 1), TPFA{Int64}(1414, 1415, 1), TPFA{Int64}(1415, 1416, 1), TPFA{Int64}(1417, 1418, 1), TPFA{Int64}(1418, 1419, 1), TPFA{Int64}(1419, 1420, 1), TPFA{Int64}(1420, 1421, 1), TPFA{Int64}(1421, 1422, 1), TPFA{Int64}(1422, 1423, 1), TPFA{Int64}(1423, 1424, 1), TPFA{Int64}(1424, 1425, 1), TPFA{Int64}(1426, 1427, 1), TPFA{Int64}(1427, 1428, 1), TPFA{Int64}(1428, 1429, 1), TPFA{Int64}(1429, 1430, 1), TPFA{Int64}(1430, 1431, 1), TPFA{Int64}(1431, 1432, 1), TPFA{Int64}(1432, 1433, 1), TPFA{Int64}(1433, 1434, 1), TPFA{Int64}(1435, 1436, 1), TPFA{Int64}(1436, 1437, 1), TPFA{Int64}(1437, 1438, 1), TPFA{Int64}(1438, 1439, 1), TPFA{Int64}(1439, 1440, 1), TPFA{Int64}(1, 721, 1), TPFA{Int64}(2, 722, 1), TPFA{Int64}(3, 723, 1), TPFA{Int64}(4, 724, 1), TPFA{Int64}(5, 725, 1), TPFA{Int64}(6, 726, 1), TPFA{Int64}(7, 727, 1), TPFA{Int64}(8, 728, 1), TPFA{Int64}(9, 729, 1), TPFA{Int64}(10, 730, 1), TPFA{Int64}(11, 731, 1), TPFA{Int64}(12, 732, 1), TPFA{Int64}(13, 733, 1), TPFA{Int64}(14, 734, 1), TPFA{Int64}(15, 735, 1), TPFA{Int64}(16, 736, 1), TPFA{Int64}(17, 737, 1), TPFA{Int64}(18, 738, 1), TPFA{Int64}(19, 739, 1), TPFA{Int64}(20, 740, 1), TPFA{Int64}(21, 741, 1), TPFA{Int64}(22, 742, 1), TPFA{Int64}(23, 743, 1), TPFA{Int64}(24, 744, 1), TPFA{Int64}(25, 745, 1), TPFA{Int64}(26, 746, 1), TPFA{Int64}(27, 747, 1), TPFA{Int64}(28, 748, 1), TPFA{Int64}(29, 749, 1), TPFA{Int64}(30, 750, 1), TPFA{Int64}(31, 751, 1), TPFA{Int64}(32, 752, 1), TPFA{Int64}(33, 753, 1), TPFA{Int64}(34, 754, 1), TPFA{Int64}(35, 755, 1), TPFA{Int64}(36, 756, 1), TPFA{Int64}(37, 757, 1), TPFA{Int64}(38, 758, 1), TPFA{Int64}(39, 759, 1), TPFA{Int64}(40, 760, 1), TPFA{Int64}(41, 761, 1), TPFA{Int64}(42, 762, 1), TPFA{Int64}(43, 763, 1), TPFA{Int64}(44, 764, 1), TPFA{Int64}(45, 765, 1), TPFA{Int64}(46, 766, 1), TPFA{Int64}(47, 767, 1), TPFA{Int64}(48, 768, 1), TPFA{Int64}(49, 769, 1), TPFA{Int64}(50, 770, 1), TPFA{Int64}(51, 771, 1), TPFA{Int64}(52, 772, 1), TPFA{Int64}(53, 773, 1), TPFA{Int64}(54, 774, 1), TPFA{Int64}(55, 775, 1), TPFA{Int64}(56, 776, 1), TPFA{Int64}(57, 777, 1), TPFA{Int64}(58, 778, 1), TPFA{Int64}(59, 779, 1), TPFA{Int64}(60, 780, 1), TPFA{Int64}(61, 781, 1), TPFA{Int64}(62, 782, 1), TPFA{Int64}(63, 783, 1), TPFA{Int64}(64, 784, 1), TPFA{Int64}(65, 785, 1), TPFA{Int64}(66, 786, 1), TPFA{Int64}(67, 787, 1), TPFA{Int64}(68, 788, 1), TPFA{Int64}(69, 789, 1), TPFA{Int64}(70, 790, 1), TPFA{Int64}(71, 791, 1), TPFA{Int64}(72, 792, 1), TPFA{Int64}(73, 793, 1), TPFA{Int64}(74, 794, 1), TPFA{Int64}(75, 795, 1), TPFA{Int64}(76, 796, 1), TPFA{Int64}(77, 797, 1), TPFA{Int64}(78, 798, 1), TPFA{Int64}(79, 799, 1), TPFA{Int64}(80, 800, 1), TPFA{Int64}(81, 801, 1), TPFA{Int64}(82, 802, 1), TPFA{Int64}(83, 803, 1), TPFA{Int64}(84, 804, 1), TPFA{Int64}(85, 805, 1), TPFA{Int64}(86, 806, 1), TPFA{Int64}(87, 807, 1), TPFA{Int64}(88, 808, 1), TPFA{Int64}(89, 809, 1), TPFA{Int64}(90, 810, 1), TPFA{Int64}(91, 811, 1), TPFA{Int64}(92, 812, 1), TPFA{Int64}(93, 813, 1), TPFA{Int64}(94, 814, 1), TPFA{Int64}(95, 815, 1), TPFA{Int64}(96, 816, 1), TPFA{Int64}(97, 817, 1), TPFA{Int64}(98, 818, 1), TPFA{Int64}(99, 819, 1), TPFA{Int64}(100, 820, 1), TPFA{Int64}(101, 821, 1), TPFA{Int64}(102, 822, 1), TPFA{Int64}(103, 823, 1), TPFA{Int64}(104, 824, 1), TPFA{Int64}(105, 825, 1), TPFA{Int64}(106, 826, 1), TPFA{Int64}(107, 827, 1), TPFA{Int64}(108, 828, 1), TPFA{Int64}(109, 829, 1), TPFA{Int64}(110, 830, 1), TPFA{Int64}(111, 831, 1), TPFA{Int64}(112, 832, 1), TPFA{Int64}(113, 833, 1), TPFA{Int64}(114, 834, 1), TPFA{Int64}(115, 835, 1), TPFA{Int64}(116, 836, 1), TPFA{Int64}(117, 837, 1), TPFA{Int64}(118, 838, 1), TPFA{Int64}(119, 839, 1), TPFA{Int64}(120, 840, 1), TPFA{Int64}(121, 841, 1), TPFA{Int64}(122, 842, 1), TPFA{Int64}(123, 843, 1), TPFA{Int64}(124, 844, 1), TPFA{Int64}(125, 845, 1), TPFA{Int64}(126, 846, 1), TPFA{Int64}(127, 847, 1), TPFA{Int64}(128, 848, 1), TPFA{Int64}(129, 849, 1), TPFA{Int64}(130, 850, 1), TPFA{Int64}(131, 851, 1), TPFA{Int64}(132, 852, 1), TPFA{Int64}(133, 853, 1), TPFA{Int64}(134, 854, 1), TPFA{Int64}(135, 855, 1), TPFA{Int64}(136, 856, 1), TPFA{Int64}(137, 857, 1), TPFA{Int64}(138, 858, 1), TPFA{Int64}(139, 859, 1), TPFA{Int64}(140, 860, 1), TPFA{Int64}(141, 861, 1), TPFA{Int64}(142, 862, 1), TPFA{Int64}(143, 863, 1), TPFA{Int64}(144, 864, 1), TPFA{Int64}(145, 865, 1), TPFA{Int64}(146, 866, 1), TPFA{Int64}(147, 867, 1), TPFA{Int64}(148, 868, 1), TPFA{Int64}(149, 869, 1), TPFA{Int64}(150, 870, 1), TPFA{Int64}(151, 871, 1), TPFA{Int64}(152, 872, 1), TPFA{Int64}(153, 873, 1), TPFA{Int64}(154, 874, 1), TPFA{Int64}(155, 875, 1), TPFA{Int64}(156, 876, 1), TPFA{Int64}(157, 877, 1), TPFA{Int64}(158, 878, 1), TPFA{Int64}(159, 879, 1), TPFA{Int64}(160, 880, 1), TPFA{Int64}(161, 881, 1), TPFA{Int64}(162, 882, 1), TPFA{Int64}(163, 883, 1), TPFA{Int64}(164, 884, 1), TPFA{Int64}(165, 885, 1), TPFA{Int64}(166, 886, 1), TPFA{Int64}(167, 887, 1), TPFA{Int64}(168, 888, 1), TPFA{Int64}(169, 889, 1), TPFA{Int64}(170, 890, 1), TPFA{Int64}(171, 891, 1), TPFA{Int64}(172, 892, 1), TPFA{Int64}(173, 893, 1), TPFA{Int64}(174, 894, 1), TPFA{Int64}(175, 895, 1), TPFA{Int64}(176, 896, 1), TPFA{Int64}(177, 897, 1), TPFA{Int64}(178, 898, 1), TPFA{Int64}(179, 899, 1), TPFA{Int64}(180, 900, 1), TPFA{Int64}(181, 901, 1), TPFA{Int64}(182, 902, 1), TPFA{Int64}(183, 903, 1), TPFA{Int64}(184, 904, 1), TPFA{Int64}(185, 905, 1), TPFA{Int64}(186, 906, 1), TPFA{Int64}(187, 907, 1), TPFA{Int64}(188, 908, 1), TPFA{Int64}(189, 909, 1), TPFA{Int64}(190, 910, 1), TPFA{Int64}(191, 911, 1), TPFA{Int64}(192, 912, 1), TPFA{Int64}(193, 913, 1), TPFA{Int64}(194, 914, 1), TPFA{Int64}(195, 915, 1), TPFA{Int64}(196, 916, 1), TPFA{Int64}(197, 917, 1), TPFA{Int64}(198, 918, 1), TPFA{Int64}(199, 919, 1), TPFA{Int64}(200, 920, 1), TPFA{Int64}(201, 921, 1), TPFA{Int64}(202, 922, 1), TPFA{Int64}(203, 923, 1), TPFA{Int64}(204, 924, 1), TPFA{Int64}(205, 925, 1), TPFA{Int64}(206, 926, 1), TPFA{Int64}(207, 927, 1), TPFA{Int64}(208, 928, 1), TPFA{Int64}(209, 929, 1), TPFA{Int64}(210, 930, 1), TPFA{Int64}(211, 931, 1), TPFA{Int64}(212, 932, 1), TPFA{Int64}(213, 933, 1), TPFA{Int64}(214, 934, 1), TPFA{Int64}(215, 935, 1), TPFA{Int64}(216, 936, 1), TPFA{Int64}(217, 937, 1), TPFA{Int64}(218, 938, 1), TPFA{Int64}(219, 939, 1), TPFA{Int64}(220, 940, 1), TPFA{Int64}(221, 941, 1), TPFA{Int64}(222, 942, 1), TPFA{Int64}(223, 943, 1), TPFA{Int64}(224, 944, 1), TPFA{Int64}(225, 945, 1), TPFA{Int64}(226, 946, 1), TPFA{Int64}(227, 947, 1), TPFA{Int64}(228, 948, 1), TPFA{Int64}(229, 949, 1), TPFA{Int64}(230, 950, 1), TPFA{Int64}(231, 951, 1), TPFA{Int64}(232, 952, 1), TPFA{Int64}(233, 953, 1), TPFA{Int64}(234, 954, 1), TPFA{Int64}(235, 955, 1), TPFA{Int64}(236, 956, 1), TPFA{Int64}(237, 957, 1), TPFA{Int64}(238, 958, 1), TPFA{Int64}(239, 959, 1), TPFA{Int64}(240, 960, 1), TPFA{Int64}(241, 961, 1), TPFA{Int64}(242, 962, 1), TPFA{Int64}(243, 963, 1), TPFA{Int64}(244, 964, 1), TPFA{Int64}(245, 965, 1), TPFA{Int64}(246, 966, 1), TPFA{Int64}(247, 967, 1), TPFA{Int64}(248, 968, 1), TPFA{Int64}(249, 969, 1), TPFA{Int64}(250, 970, 1), TPFA{Int64}(251, 971, 1), TPFA{Int64}(252, 972, 1), TPFA{Int64}(253, 973, 1), TPFA{Int64}(254, 974, 1), TPFA{Int64}(255, 975, 1), TPFA{Int64}(256, 976, 1), TPFA{Int64}(257, 977, 1), TPFA{Int64}(258, 978, 1), TPFA{Int64}(259, 979, 1), TPFA{Int64}(260, 980, 1), TPFA{Int64}(261, 981, 1), TPFA{Int64}(262, 982, 1), TPFA{Int64}(263, 983, 1), TPFA{Int64}(264, 984, 1), TPFA{Int64}(265, 985, 1), TPFA{Int64}(266, 986, 1), TPFA{Int64}(267, 987, 1), TPFA{Int64}(268, 988, 1), TPFA{Int64}(269, 989, 1), TPFA{Int64}(270, 990, 1), TPFA{Int64}(271, 991, 1), TPFA{Int64}(272, 992, 1), TPFA{Int64}(273, 993, 1), TPFA{Int64}(274, 994, 1), TPFA{Int64}(275, 995, 1), TPFA{Int64}(276, 996, 1), TPFA{Int64}(277, 997, 1), TPFA{Int64}(278, 998, 1), TPFA{Int64}(279, 999, 1), TPFA{Int64}(280, 1000, 1), TPFA{Int64}(281, 1001, 1), TPFA{Int64}(282, 1002, 1), TPFA{Int64}(283, 1003, 1), TPFA{Int64}(284, 1004, 1), TPFA{Int64}(285, 1005, 1), TPFA{Int64}(286, 1006, 1), TPFA{Int64}(287, 1007, 1), TPFA{Int64}(288, 1008, 1), TPFA{Int64}(289, 1009, 1), TPFA{Int64}(290, 1010, 1), TPFA{Int64}(291, 1011, 1), TPFA{Int64}(292, 1012, 1), TPFA{Int64}(293, 1013, 1), TPFA{Int64}(294, 1014, 1), TPFA{Int64}(295, 1015, 1), TPFA{Int64}(296, 1016, 1), TPFA{Int64}(297, 1017, 1), TPFA{Int64}(298, 1018, 1), TPFA{Int64}(299, 1019, 1), TPFA{Int64}(300, 1020, 1), TPFA{Int64}(301, 1021, 1), TPFA{Int64}(302, 1022, 1), TPFA{Int64}(303, 1023, 1), TPFA{Int64}(304, 1024, 1), TPFA{Int64}(305, 1025, 1), TPFA{Int64}(306, 1026, 1), TPFA{Int64}(307, 1027, 1), TPFA{Int64}(308, 1028, 1), TPFA{Int64}(309, 1029, 1), TPFA{Int64}(310, 1030, 1), TPFA{Int64}(311, 1031, 1), TPFA{Int64}(312, 1032, 1), TPFA{Int64}(313, 1033, 1), TPFA{Int64}(314, 1034, 1), TPFA{Int64}(315, 1035, 1), TPFA{Int64}(316, 1036, 1), TPFA{Int64}(317, 1037, 1), TPFA{Int64}(318, 1038, 1), TPFA{Int64}(319, 1039, 1), TPFA{Int64}(320, 1040, 1), TPFA{Int64}(321, 1041, 1), TPFA{Int64}(322, 1042, 1), TPFA{Int64}(323, 1043, 1), TPFA{Int64}(324, 1044, 1), TPFA{Int64}(325, 1045, 1), TPFA{Int64}(326, 1046, 1), TPFA{Int64}(327, 1047, 1), TPFA{Int64}(328, 1048, 1), TPFA{Int64}(329, 1049, 1), TPFA{Int64}(330, 1050, 1), TPFA{Int64}(331, 1051, 1), TPFA{Int64}(332, 1052, 1), TPFA{Int64}(333, 1053, 1), TPFA{Int64}(334, 1054, 1), TPFA{Int64}(335, 1055, 1), TPFA{Int64}(336, 1056, 1), TPFA{Int64}(337, 1057, 1), TPFA{Int64}(338, 1058, 1), TPFA{Int64}(339, 1059, 1), TPFA{Int64}(340, 1060, 1), TPFA{Int64}(341, 1061, 1), TPFA{Int64}(342, 1062, 1), TPFA{Int64}(343, 1063, 1), TPFA{Int64}(344, 1064, 1), TPFA{Int64}(345, 1065, 1), TPFA{Int64}(346, 1066, 1), TPFA{Int64}(347, 1067, 1), TPFA{Int64}(348, 1068, 1), TPFA{Int64}(349, 1069, 1), TPFA{Int64}(350, 1070, 1), TPFA{Int64}(351, 1071, 1), TPFA{Int64}(352, 1072, 1), TPFA{Int64}(353, 1073, 1), TPFA{Int64}(354, 1074, 1), TPFA{Int64}(355, 1075, 1), TPFA{Int64}(356, 1076, 1), TPFA{Int64}(357, 1077, 1), TPFA{Int64}(358, 1078, 1), TPFA{Int64}(359, 1079, 1), TPFA{Int64}(360, 1080, 1), TPFA{Int64}(361, 1081, 1), TPFA{Int64}(362, 1082, 1), TPFA{Int64}(363, 1083, 1), TPFA{Int64}(364, 1084, 1), TPFA{Int64}(365, 1085, 1), TPFA{Int64}(366, 1086, 1), TPFA{Int64}(367, 1087, 1), TPFA{Int64}(368, 1088, 1), TPFA{Int64}(369, 1089, 1), TPFA{Int64}(370, 1090, 1), TPFA{Int64}(371, 1091, 1), TPFA{Int64}(372, 1092, 1), TPFA{Int64}(373, 1093, 1), TPFA{Int64}(374, 1094, 1), TPFA{Int64}(375, 1095, 1), TPFA{Int64}(376, 1096, 1), TPFA{Int64}(377, 1097, 1), TPFA{Int64}(378, 1098, 1), TPFA{Int64}(379, 1099, 1), TPFA{Int64}(380, 1100, 1), TPFA{Int64}(381, 1101, 1), TPFA{Int64}(382, 1102, 1), TPFA{Int64}(383, 1103, 1), TPFA{Int64}(384, 1104, 1), TPFA{Int64}(385, 1105, 1), TPFA{Int64}(386, 1106, 1), TPFA{Int64}(387, 1107, 1), TPFA{Int64}(388, 1108, 1), TPFA{Int64}(389, 1109, 1), TPFA{Int64}(390, 1110, 1), TPFA{Int64}(391, 1111, 1), TPFA{Int64}(392, 1112, 1), TPFA{Int64}(393, 1113, 1), TPFA{Int64}(394, 1114, 1), TPFA{Int64}(395, 1115, 1), TPFA{Int64}(396, 1116, 1), TPFA{Int64}(397, 1117, 1), TPFA{Int64}(398, 1118, 1), TPFA{Int64}(399, 1119, 1), TPFA{Int64}(400, 1120, 1), TPFA{Int64}(401, 1121, 1), TPFA{Int64}(402, 1122, 1), TPFA{Int64}(403, 1123, 1), TPFA{Int64}(404, 1124, 1), TPFA{Int64}(405, 1125, 1), TPFA{Int64}(406, 1126, 1), TPFA{Int64}(407, 1127, 1), TPFA{Int64}(408, 1128, 1), TPFA{Int64}(409, 1129, 1), TPFA{Int64}(410, 1130, 1), TPFA{Int64}(411, 1131, 1), TPFA{Int64}(412, 1132, 1), TPFA{Int64}(413, 1133, 1), TPFA{Int64}(414, 1134, 1), TPFA{Int64}(415, 1135, 1), TPFA{Int64}(416, 1136, 1), TPFA{Int64}(417, 1137, 1), TPFA{Int64}(418, 1138, 1), TPFA{Int64}(419, 1139, 1), TPFA{Int64}(420, 1140, 1), TPFA{Int64}(421, 1141, 1), TPFA{Int64}(422, 1142, 1), TPFA{Int64}(423, 1143, 1), TPFA{Int64}(424, 1144, 1), TPFA{Int64}(425, 1145, 1), TPFA{Int64}(426, 1146, 1), TPFA{Int64}(427, 1147, 1), TPFA{Int64}(428, 1148, 1), TPFA{Int64}(429, 1149, 1), TPFA{Int64}(430, 1150, 1), TPFA{Int64}(431, 1151, 1), TPFA{Int64}(432, 1152, 1), TPFA{Int64}(433, 1153, 1), TPFA{Int64}(434, 1154, 1), TPFA{Int64}(435, 1155, 1), TPFA{Int64}(436, 1156, 1), TPFA{Int64}(437, 1157, 1), TPFA{Int64}(438, 1158, 1), TPFA{Int64}(439, 1159, 1), TPFA{Int64}(440, 1160, 1), TPFA{Int64}(441, 1161, 1), TPFA{Int64}(442, 1162, 1), TPFA{Int64}(443, 1163, 1), TPFA{Int64}(444, 1164, 1), TPFA{Int64}(445, 1165, 1), TPFA{Int64}(446, 1166, 1), TPFA{Int64}(447, 1167, 1), TPFA{Int64}(448, 1168, 1), TPFA{Int64}(449, 1169, 1), TPFA{Int64}(450, 1170, 1), TPFA{Int64}(451, 1171, 1), TPFA{Int64}(452, 1172, 1), TPFA{Int64}(453, 1173, 1), TPFA{Int64}(454, 1174, 1), TPFA{Int64}(455, 1175, 1), TPFA{Int64}(456, 1176, 1), TPFA{Int64}(457, 1177, 1), TPFA{Int64}(458, 1178, 1), TPFA{Int64}(459, 1179, 1), TPFA{Int64}(460, 1180, 1), TPFA{Int64}(461, 1181, 1), TPFA{Int64}(462, 1182, 1), TPFA{Int64}(463, 1183, 1), TPFA{Int64}(464, 1184, 1), TPFA{Int64}(465, 1185, 1), TPFA{Int64}(466, 1186, 1), TPFA{Int64}(467, 1187, 1), TPFA{Int64}(468, 1188, 1), TPFA{Int64}(469, 1189, 1), TPFA{Int64}(470, 1190, 1), TPFA{Int64}(471, 1191, 1), TPFA{Int64}(472, 1192, 1), TPFA{Int64}(473, 1193, 1), TPFA{Int64}(474, 1194, 1), TPFA{Int64}(475, 1195, 1), TPFA{Int64}(476, 1196, 1), TPFA{Int64}(477, 1197, 1), TPFA{Int64}(478, 1198, 1), TPFA{Int64}(479, 1199, 1), TPFA{Int64}(480, 1200, 1), TPFA{Int64}(481, 1201, 1), TPFA{Int64}(482, 1202, 1), TPFA{Int64}(483, 1203, 1), TPFA{Int64}(484, 1204, 1), TPFA{Int64}(485, 1205, 1), TPFA{Int64}(486, 1206, 1), TPFA{Int64}(487, 1207, 1), TPFA{Int64}(488, 1208, 1), TPFA{Int64}(489, 1209, 1), TPFA{Int64}(490, 1210, 1), TPFA{Int64}(491, 1211, 1), TPFA{Int64}(492, 1212, 1), TPFA{Int64}(493, 1213, 1), TPFA{Int64}(494, 1214, 1), TPFA{Int64}(495, 1215, 1), TPFA{Int64}(496, 1216, 1), TPFA{Int64}(497, 1217, 1), TPFA{Int64}(498, 1218, 1), TPFA{Int64}(499, 1219, 1), TPFA{Int64}(500, 1220, 1), TPFA{Int64}(501, 1221, 1), TPFA{Int64}(502, 1222, 1), TPFA{Int64}(503, 1223, 1), TPFA{Int64}(504, 1224, 1), TPFA{Int64}(505, 1225, 1), TPFA{Int64}(506, 1226, 1), TPFA{Int64}(507, 1227, 1), TPFA{Int64}(508, 1228, 1), TPFA{Int64}(509, 1229, 1), TPFA{Int64}(510, 1230, 1), TPFA{Int64}(511, 1231, 1), TPFA{Int64}(512, 1232, 1), TPFA{Int64}(513, 1233, 1), TPFA{Int64}(514, 1234, 1), TPFA{Int64}(515, 1235, 1), TPFA{Int64}(516, 1236, 1), TPFA{Int64}(517, 1237, 1), TPFA{Int64}(518, 1238, 1), TPFA{Int64}(519, 1239, 1), TPFA{Int64}(520, 1240, 1), TPFA{Int64}(521, 1241, 1), TPFA{Int64}(522, 1242, 1), TPFA{Int64}(523, 1243, 1), TPFA{Int64}(524, 1244, 1), TPFA{Int64}(525, 1245, 1), TPFA{Int64}(526, 1246, 1), TPFA{Int64}(527, 1247, 1), TPFA{Int64}(528, 1248, 1), TPFA{Int64}(529, 1249, 1), TPFA{Int64}(530, 1250, 1), TPFA{Int64}(531, 1251, 1), TPFA{Int64}(532, 1252, 1), TPFA{Int64}(533, 1253, 1), TPFA{Int64}(534, 1254, 1), TPFA{Int64}(535, 1255, 1), TPFA{Int64}(536, 1256, 1), TPFA{Int64}(537, 1257, 1), TPFA{Int64}(538, 1258, 1), TPFA{Int64}(539, 1259, 1), TPFA{Int64}(540, 1260, 1), TPFA{Int64}(541, 1261, 1), TPFA{Int64}(542, 1262, 1), TPFA{Int64}(543, 1263, 1), TPFA{Int64}(544, 1264, 1), TPFA{Int64}(545, 1265, 1), TPFA{Int64}(546, 1266, 1), TPFA{Int64}(547, 1267, 1), TPFA{Int64}(548, 1268, 1), TPFA{Int64}(549, 1269, 1), TPFA{Int64}(550, 1270, 1), TPFA{Int64}(551, 1271, 1), TPFA{Int64}(552, 1272, 1), TPFA{Int64}(553, 1273, 1), TPFA{Int64}(554, 1274, 1), TPFA{Int64}(555, 1275, 1), TPFA{Int64}(556, 1276, 1), TPFA{Int64}(557, 1277, 1), TPFA{Int64}(558, 1278, 1), TPFA{Int64}(559, 1279, 1), TPFA{Int64}(560, 1280, 1), TPFA{Int64}(561, 1281, 1), TPFA{Int64}(562, 1282, 1), TPFA{Int64}(563, 1283, 1), TPFA{Int64}(564, 1284, 1), TPFA{Int64}(565, 1285, 1), TPFA{Int64}(566, 1286, 1), TPFA{Int64}(567, 1287, 1), TPFA{Int64}(568, 1288, 1), TPFA{Int64}(569, 1289, 1), TPFA{Int64}(570, 1290, 1), TPFA{Int64}(571, 1291, 1), TPFA{Int64}(572, 1292, 1), TPFA{Int64}(573, 1293, 1), TPFA{Int64}(574, 1294, 1), TPFA{Int64}(575, 1295, 1), TPFA{Int64}(576, 1296, 1), TPFA{Int64}(577, 1297, 1), TPFA{Int64}(578, 1298, 1), TPFA{Int64}(579, 1299, 1), TPFA{Int64}(580, 1300, 1), TPFA{Int64}(581, 1301, 1), TPFA{Int64}(582, 1302, 1), TPFA{Int64}(583, 1303, 1), TPFA{Int64}(584, 1304, 1), TPFA{Int64}(585, 1305, 1), TPFA{Int64}(586, 1306, 1), TPFA{Int64}(587, 1307, 1), TPFA{Int64}(588, 1308, 1), TPFA{Int64}(589, 1309, 1), TPFA{Int64}(590, 1310, 1), TPFA{Int64}(591, 1311, 1), TPFA{Int64}(592, 1312, 1), TPFA{Int64}(593, 1313, 1), TPFA{Int64}(594, 1314, 1), TPFA{Int64}(595, 1315, 1), TPFA{Int64}(596, 1316, 1), TPFA{Int64}(597, 1317, 1), TPFA{Int64}(598, 1318, 1), TPFA{Int64}(599, 1319, 1), TPFA{Int64}(600, 1320, 1), TPFA{Int64}(601, 1321, 1), TPFA{Int64}(602, 1322, 1), TPFA{Int64}(603, 1323, 1), TPFA{Int64}(604, 1324, 1), TPFA{Int64}(605, 1325, 1), TPFA{Int64}(606, 1326, 1), TPFA{Int64}(607, 1327, 1), TPFA{Int64}(608, 1328, 1), TPFA{Int64}(609, 1329, 1), TPFA{Int64}(610, 1330, 1), TPFA{Int64}(611, 1331, 1), TPFA{Int64}(612, 1332, 1), TPFA{Int64}(613, 1333, 1), TPFA{Int64}(614, 1334, 1), TPFA{Int64}(615, 1335, 1), TPFA{Int64}(616, 1336, 1), TPFA{Int64}(617, 1337, 1), TPFA{Int64}(618, 1338, 1), TPFA{Int64}(619, 1339, 1), TPFA{Int64}(620, 1340, 1), TPFA{Int64}(621, 1341, 1), TPFA{Int64}(622, 1342, 1), TPFA{Int64}(623, 1343, 1), TPFA{Int64}(624, 1344, 1), TPFA{Int64}(625, 1345, 1), TPFA{Int64}(626, 1346, 1), TPFA{Int64}(627, 1347, 1), TPFA{Int64}(628, 1348, 1), TPFA{Int64}(629, 1349, 1), TPFA{Int64}(630, 1350, 1), TPFA{Int64}(631, 1351, 1), TPFA{Int64}(632, 1352, 1), TPFA{Int64}(633, 1353, 1), TPFA{Int64}(634, 1354, 1), TPFA{Int64}(635, 1355, 1), TPFA{Int64}(636, 1356, 1), TPFA{Int64}(637, 1357, 1), TPFA{Int64}(638, 1358, 1), TPFA{Int64}(639, 1359, 1), TPFA{Int64}(640, 1360, 1), TPFA{Int64}(641, 1361, 1), TPFA{Int64}(642, 1362, 1), TPFA{Int64}(643, 1363, 1), TPFA{Int64}(644, 1364, 1), TPFA{Int64}(645, 1365, 1), TPFA{Int64}(646, 1366, 1), TPFA{Int64}(647, 1367, 1), TPFA{Int64}(648, 1368, 1), TPFA{Int64}(649, 1369, 1), TPFA{Int64}(650, 1370, 1), TPFA{Int64}(651, 1371, 1), TPFA{Int64}(652, 1372, 1), TPFA{Int64}(653, 1373, 1), TPFA{Int64}(654, 1374, 1), TPFA{Int64}(655, 1375, 1), TPFA{Int64}(656, 1376, 1), TPFA{Int64}(657, 1377, 1), TPFA{Int64}(658, 1378, 1), TPFA{Int64}(659, 1379, 1), TPFA{Int64}(660, 1380, 1), TPFA{Int64}(661, 1381, 1), TPFA{Int64}(662, 1382, 1), TPFA{Int64}(663, 1383, 1), TPFA{Int64}(664, 1384, 1), TPFA{Int64}(665, 1385, 1), TPFA{Int64}(666, 1386, 1), TPFA{Int64}(667, 1387, 1), TPFA{Int64}(668, 1388, 1), TPFA{Int64}(669, 1389, 1), TPFA{Int64}(670, 1390, 1), TPFA{Int64}(671, 1391, 1), TPFA{Int64}(672, 1392, 1), TPFA{Int64}(673, 1393, 1), TPFA{Int64}(674, 1394, 1), TPFA{Int64}(675, 1395, 1), TPFA{Int64}(676, 1396, 1), TPFA{Int64}(677, 1397, 1), TPFA{Int64}(678, 1398, 1), TPFA{Int64}(679, 1399, 1), TPFA{Int64}(680, 1400, 1), TPFA{Int64}(681, 1401, 1), TPFA{Int64}(682, 1402, 1), TPFA{Int64}(683, 1403, 1), TPFA{Int64}(684, 1404, 1), TPFA{Int64}(685, 1405, 1), TPFA{Int64}(686, 1406, 1), TPFA{Int64}(687, 1407, 1), TPFA{Int64}(688, 1408, 1), TPFA{Int64}(689, 1409, 1), TPFA{Int64}(690, 1410, 1), TPFA{Int64}(691, 1411, 1), TPFA{Int64}(692, 1412, 1), TPFA{Int64}(693, 1413, 1), TPFA{Int64}(694, 1414, 1), TPFA{Int64}(695, 1415, 1), TPFA{Int64}(696, 1416, 1), TPFA{Int64}(697, 1417, 1), TPFA{Int64}(698, 1418, 1), TPFA{Int64}(699, 1419, 1), TPFA{Int64}(700, 1420, 1), TPFA{Int64}(701, 1421, 1), TPFA{Int64}(702, 1422, 1), TPFA{Int64}(703, 1423, 1), TPFA{Int64}(704, 1424, 1), TPFA{Int64}(705, 1425, 1), TPFA{Int64}(706, 1426, 1), TPFA{Int64}(707, 1427, 1), TPFA{Int64}(708, 1428, 1), TPFA{Int64}(709, 1429, 1), TPFA{Int64}(710, 1430, 1), TPFA{Int64}(711, 1431, 1), TPFA{Int64}(712, 1432, 1), TPFA{Int64}(713, 1433, 1), TPFA{Int64}(714, 1434, 1), TPFA{Int64}(715, 1435, 1), TPFA{Int64}(716, 1436, 1), TPFA{Int64}(717, 1437, 1), TPFA{Int64}(718, 1438, 1), TPFA{Int64}(719, 1439, 1), TPFA{Int64}(720, 1440, 1)], SPU{Int64}[SPU{Int64}(19, 631), SPU{Int64}(20, 632), SPU{Int64}(21, 633), SPU{Int64}(22, 634), SPU{Int64}(23, 635), SPU{Int64}(24, 636), SPU{Int64}(25, 637), SPU{Int64}(26, 638), SPU{Int64}(27, 639), SPU{Int64}(28, 640), SPU{Int64}(29, 641), SPU{Int64}(30, 642), SPU{Int64}(31, 643), SPU{Int64}(32, 644), SPU{Int64}(33, 645), SPU{Int64}(34, 646), SPU{Int64}(35, 647), SPU{Int64}(36, 648), SPU{Int64}(37, 649), SPU{Int64}(38, 650), SPU{Int64}(39, 651), SPU{Int64}(40, 652), SPU{Int64}(41, 653), SPU{Int64}(42, 654), SPU{Int64}(43, 655), SPU{Int64}(44, 656), SPU{Int64}(45, 657), SPU{Int64}(46, 658), SPU{Int64}(47, 659), SPU{Int64}(48, 660), SPU{Int64}(49, 661), SPU{Int64}(50, 662), SPU{Int64}(51, 663), SPU{Int64}(52, 664), SPU{Int64}(53, 665), SPU{Int64}(54, 666), SPU{Int64}(55, 667), SPU{Int64}(56, 668), SPU{Int64}(57, 669), SPU{Int64}(58, 670), SPU{Int64}(59, 671), SPU{Int64}(60, 672), SPU{Int64}(61, 673), SPU{Int64}(62, 674), SPU{Int64}(63, 675), SPU{Int64}(64, 676), SPU{Int64}(65, 677), SPU{Int64}(66, 678), SPU{Int64}(67, 679), SPU{Int64}(68, 680), SPU{Int64}(69, 681), SPU{Int64}(70, 682), SPU{Int64}(71, 683), SPU{Int64}(72, 684), SPU{Int64}(73, 685), SPU{Int64}(74, 686), SPU{Int64}(75, 687), SPU{Int64}(76, 688), SPU{Int64}(77, 689), SPU{Int64}(78, 690), SPU{Int64}(79, 691), SPU{Int64}(80, 692), SPU{Int64}(81, 693), SPU{Int64}(82, 694), SPU{Int64}(83, 695), SPU{Int64}(84, 696), SPU{Int64}(85, 697), SPU{Int64}(86, 698), SPU{Int64}(87, 699), SPU{Int64}(88, 700), SPU{Int64}(89, 701), SPU{Int64}(90, 702), SPU{Int64}(91, 1), SPU{Int64}(92, 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SPU{Int64}(225, 226), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(231, 232), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(234, 235), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(240, 241), SPU{Int64}(241, 242), SPU{Int64}(242, 243), SPU{Int64}(243, 244), SPU{Int64}(244, 245), SPU{Int64}(245, 246), SPU{Int64}(247, 248), SPU{Int64}(248, 249), SPU{Int64}(249, 250), SPU{Int64}(250, 251), SPU{Int64}(251, 252), SPU{Int64}(252, 253), SPU{Int64}(253, 254), SPU{Int64}(254, 255), SPU{Int64}(256, 257), SPU{Int64}(257, 258), SPU{Int64}(258, 259), SPU{Int64}(259, 260), SPU{Int64}(260, 261), SPU{Int64}(261, 262), SPU{Int64}(262, 263), SPU{Int64}(263, 264), SPU{Int64}(265, 266), SPU{Int64}(266, 267), SPU{Int64}(267, 268), SPU{Int64}(268, 269), SPU{Int64}(269, 270), SPU{Int64}(271, 272), SPU{Int64}(272, 273), SPU{Int64}(274, 275), SPU{Int64}(275, 276), SPU{Int64}(276, 277), 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SPU{Int64}(328, 329), SPU{Int64}(329, 330), SPU{Int64}(330, 331), SPU{Int64}(331, 332), SPU{Int64}(332, 333), SPU{Int64}(333, 334), SPU{Int64}(334, 335), SPU{Int64}(335, 336), SPU{Int64}(337, 338), SPU{Int64}(338, 339), SPU{Int64}(339, 340), SPU{Int64}(340, 341), SPU{Int64}(341, 342), SPU{Int64}(342, 343), SPU{Int64}(343, 344), SPU{Int64}(344, 345), SPU{Int64}(346, 347), SPU{Int64}(347, 348), SPU{Int64}(348, 349), SPU{Int64}(349, 350), SPU{Int64}(350, 351), SPU{Int64}(351, 352), SPU{Int64}(352, 353), SPU{Int64}(353, 354), SPU{Int64}(355, 356), SPU{Int64}(356, 357), SPU{Int64}(357, 358), SPU{Int64}(358, 359), SPU{Int64}(359, 360), SPU{Int64}(361, 362), SPU{Int64}(362, 363), SPU{Int64}(364, 365), SPU{Int64}(365, 366), SPU{Int64}(366, 367), SPU{Int64}(367, 368), SPU{Int64}(368, 369), SPU{Int64}(369, 370), SPU{Int64}(370, 371), SPU{Int64}(371, 372), SPU{Int64}(373, 374), SPU{Int64}(374, 375), SPU{Int64}(375, 376), SPU{Int64}(376, 377), SPU{Int64}(377, 378), SPU{Int64}(378, 379), SPU{Int64}(379, 380), SPU{Int64}(380, 381), SPU{Int64}(382, 383), SPU{Int64}(383, 384), SPU{Int64}(384, 385), SPU{Int64}(385, 386), SPU{Int64}(386, 387), SPU{Int64}(387, 388), SPU{Int64}(388, 389), SPU{Int64}(389, 390), SPU{Int64}(391, 392), SPU{Int64}(392, 393), SPU{Int64}(393, 394), SPU{Int64}(394, 395), SPU{Int64}(395, 396), SPU{Int64}(396, 397), SPU{Int64}(397, 398), SPU{Int64}(398, 399), SPU{Int64}(400, 401), SPU{Int64}(401, 402), SPU{Int64}(402, 403), SPU{Int64}(403, 404), SPU{Int64}(404, 405), SPU{Int64}(405, 406), SPU{Int64}(406, 407), SPU{Int64}(407, 408), SPU{Int64}(409, 410), SPU{Int64}(410, 411), SPU{Int64}(411, 412), SPU{Int64}(412, 413), SPU{Int64}(413, 414), SPU{Int64}(414, 415), SPU{Int64}(415, 416), SPU{Int64}(416, 417), SPU{Int64}(418, 419), SPU{Int64}(419, 420), SPU{Int64}(420, 421), SPU{Int64}(421, 422), SPU{Int64}(422, 423), SPU{Int64}(423, 424), SPU{Int64}(424, 425), SPU{Int64}(425, 426), SPU{Int64}(427, 428), SPU{Int64}(428, 429), SPU{Int64}(429, 430), 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SPU{Int64}(482, 483), SPU{Int64}(483, 484), SPU{Int64}(484, 485), SPU{Int64}(485, 486), SPU{Int64}(486, 487), SPU{Int64}(487, 488), SPU{Int64}(488, 489), SPU{Int64}(490, 491), SPU{Int64}(491, 492), SPU{Int64}(492, 493), SPU{Int64}(493, 494), SPU{Int64}(494, 495), SPU{Int64}(495, 496), SPU{Int64}(496, 497), SPU{Int64}(497, 498), SPU{Int64}(499, 500), SPU{Int64}(500, 501), SPU{Int64}(501, 502), SPU{Int64}(502, 503), SPU{Int64}(503, 504), SPU{Int64}(504, 505), SPU{Int64}(505, 506), SPU{Int64}(506, 507), SPU{Int64}(508, 509), SPU{Int64}(509, 510), SPU{Int64}(510, 511), SPU{Int64}(511, 512), SPU{Int64}(512, 513), SPU{Int64}(513, 514), SPU{Int64}(514, 515), SPU{Int64}(515, 516), SPU{Int64}(517, 518), SPU{Int64}(518, 519), SPU{Int64}(519, 520), SPU{Int64}(520, 521), SPU{Int64}(521, 522), SPU{Int64}(522, 523), SPU{Int64}(523, 524), SPU{Int64}(524, 525), SPU{Int64}(526, 527), SPU{Int64}(527, 528), SPU{Int64}(528, 529), SPU{Int64}(529, 530), SPU{Int64}(530, 531), SPU{Int64}(531, 532), SPU{Int64}(532, 533), SPU{Int64}(533, 534), SPU{Int64}(535, 536), SPU{Int64}(536, 537), SPU{Int64}(537, 538), SPU{Int64}(538, 539), SPU{Int64}(539, 540), SPU{Int64}(541, 542), SPU{Int64}(542, 543), SPU{Int64}(544, 545), SPU{Int64}(545, 546), SPU{Int64}(546, 547), SPU{Int64}(547, 548), SPU{Int64}(548, 549), SPU{Int64}(549, 550), SPU{Int64}(550, 551), SPU{Int64}(551, 552), SPU{Int64}(553, 554), SPU{Int64}(554, 555), SPU{Int64}(555, 556), SPU{Int64}(556, 557), SPU{Int64}(557, 558), SPU{Int64}(558, 559), SPU{Int64}(559, 560), SPU{Int64}(560, 561), SPU{Int64}(562, 563), SPU{Int64}(563, 564), SPU{Int64}(564, 565), SPU{Int64}(565, 566), SPU{Int64}(566, 567), SPU{Int64}(567, 568), SPU{Int64}(568, 569), SPU{Int64}(569, 570), SPU{Int64}(571, 572), SPU{Int64}(572, 573), SPU{Int64}(573, 574), SPU{Int64}(574, 575), SPU{Int64}(575, 576), SPU{Int64}(576, 577), SPU{Int64}(577, 578), SPU{Int64}(578, 579), SPU{Int64}(580, 581), SPU{Int64}(581, 582), SPU{Int64}(582, 583), SPU{Int64}(583, 584), SPU{Int64}(584, 585), SPU{Int64}(585, 586), SPU{Int64}(586, 587), SPU{Int64}(587, 588), SPU{Int64}(589, 590), SPU{Int64}(590, 591), SPU{Int64}(591, 592), SPU{Int64}(592, 593), SPU{Int64}(593, 594), SPU{Int64}(594, 595), SPU{Int64}(595, 596), SPU{Int64}(596, 597), SPU{Int64}(598, 599), SPU{Int64}(599, 600), SPU{Int64}(600, 601), SPU{Int64}(601, 602), SPU{Int64}(602, 603), SPU{Int64}(603, 604), SPU{Int64}(604, 605), SPU{Int64}(605, 606), SPU{Int64}(607, 608), SPU{Int64}(608, 609), SPU{Int64}(609, 610), SPU{Int64}(610, 611), SPU{Int64}(611, 612), SPU{Int64}(612, 613), SPU{Int64}(613, 614), SPU{Int64}(614, 615), SPU{Int64}(616, 617), SPU{Int64}(617, 618), SPU{Int64}(618, 619), SPU{Int64}(619, 620), SPU{Int64}(620, 621), SPU{Int64}(621, 622), SPU{Int64}(622, 623), SPU{Int64}(623, 624), SPU{Int64}(625, 626), SPU{Int64}(626, 627), SPU{Int64}(627, 628), SPU{Int64}(628, 629), SPU{Int64}(629, 630), SPU{Int64}(631, 632), SPU{Int64}(632, 633), SPU{Int64}(634, 635), SPU{Int64}(635, 636), SPU{Int64}(636, 637), SPU{Int64}(637, 638), SPU{Int64}(638, 639), SPU{Int64}(639, 640), SPU{Int64}(640, 641), SPU{Int64}(641, 642), SPU{Int64}(643, 644), SPU{Int64}(644, 645), SPU{Int64}(645, 646), SPU{Int64}(646, 647), SPU{Int64}(647, 648), SPU{Int64}(648, 649), SPU{Int64}(649, 650), SPU{Int64}(650, 651), SPU{Int64}(652, 653), SPU{Int64}(653, 654), SPU{Int64}(654, 655), SPU{Int64}(655, 656), SPU{Int64}(656, 657), SPU{Int64}(657, 658), SPU{Int64}(658, 659), SPU{Int64}(659, 660), SPU{Int64}(661, 662), SPU{Int64}(662, 663), SPU{Int64}(663, 664), SPU{Int64}(664, 665), SPU{Int64}(665, 666), SPU{Int64}(666, 667), SPU{Int64}(667, 668), SPU{Int64}(668, 669), SPU{Int64}(670, 671), SPU{Int64}(671, 672), SPU{Int64}(672, 673), SPU{Int64}(673, 674), SPU{Int64}(674, 675), SPU{Int64}(675, 676), SPU{Int64}(676, 677), SPU{Int64}(677, 678), SPU{Int64}(679, 680), SPU{Int64}(680, 681), SPU{Int64}(681, 682), SPU{Int64}(682, 683), SPU{Int64}(683, 684), SPU{Int64}(684, 685), SPU{Int64}(685, 686), SPU{Int64}(686, 687), SPU{Int64}(688, 689), SPU{Int64}(689, 690), SPU{Int64}(690, 691), SPU{Int64}(691, 692), SPU{Int64}(692, 693), SPU{Int64}(693, 694), SPU{Int64}(694, 695), SPU{Int64}(695, 696), SPU{Int64}(697, 698), SPU{Int64}(698, 699), SPU{Int64}(699, 700), SPU{Int64}(700, 701), SPU{Int64}(701, 702), SPU{Int64}(702, 703), SPU{Int64}(703, 704), SPU{Int64}(704, 705), SPU{Int64}(706, 707), SPU{Int64}(707, 708), SPU{Int64}(708, 709), SPU{Int64}(709, 710), SPU{Int64}(710, 711), SPU{Int64}(711, 712), SPU{Int64}(712, 713), SPU{Int64}(713, 714), SPU{Int64}(715, 716), SPU{Int64}(716, 717), SPU{Int64}(717, 718), SPU{Int64}(718, 719), SPU{Int64}(719, 720), SPU{Int64}(739, 1351), SPU{Int64}(740, 1352), SPU{Int64}(741, 1353), SPU{Int64}(742, 1354), SPU{Int64}(743, 1355), SPU{Int64}(744, 1356), SPU{Int64}(745, 1357), SPU{Int64}(746, 1358), SPU{Int64}(747, 1359), SPU{Int64}(748, 1360), SPU{Int64}(749, 1361), SPU{Int64}(750, 1362), SPU{Int64}(751, 1363), SPU{Int64}(752, 1364), SPU{Int64}(753, 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SPU{Int64}(797, 1409), SPU{Int64}(798, 1410), SPU{Int64}(799, 1411), SPU{Int64}(800, 1412), SPU{Int64}(801, 1413), SPU{Int64}(802, 1414), SPU{Int64}(803, 1415), SPU{Int64}(804, 1416), SPU{Int64}(805, 1417), SPU{Int64}(806, 1418), SPU{Int64}(807, 1419), SPU{Int64}(808, 1420), SPU{Int64}(809, 1421), SPU{Int64}(810, 1422), SPU{Int64}(811, 721), SPU{Int64}(812, 722), SPU{Int64}(813, 723), SPU{Int64}(814, 724), SPU{Int64}(815, 725), SPU{Int64}(816, 726), SPU{Int64}(817, 727), SPU{Int64}(818, 728), SPU{Int64}(819, 729), SPU{Int64}(820, 730), SPU{Int64}(821, 731), SPU{Int64}(822, 732), SPU{Int64}(823, 733), SPU{Int64}(824, 734), SPU{Int64}(825, 735), SPU{Int64}(826, 736), SPU{Int64}(827, 737), SPU{Int64}(828, 738), SPU{Int64}(829, 739), SPU{Int64}(830, 740), SPU{Int64}(831, 741), SPU{Int64}(832, 742), SPU{Int64}(833, 743), SPU{Int64}(834, 744), SPU{Int64}(835, 745), SPU{Int64}(836, 746), SPU{Int64}(837, 747), SPU{Int64}(838, 748), SPU{Int64}(839, 749), SPU{Int64}(840, 750), SPU{Int64}(841, 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SPU{Int64}(770, 771), SPU{Int64}(771, 772), SPU{Int64}(772, 773), SPU{Int64}(773, 774), SPU{Int64}(774, 775), SPU{Int64}(775, 776), SPU{Int64}(776, 777), SPU{Int64}(778, 779), SPU{Int64}(779, 780), SPU{Int64}(780, 781), SPU{Int64}(781, 782), SPU{Int64}(782, 783), SPU{Int64}(783, 784), SPU{Int64}(784, 785), SPU{Int64}(785, 786), SPU{Int64}(787, 788), SPU{Int64}(788, 789), SPU{Int64}(789, 790), SPU{Int64}(790, 791), SPU{Int64}(791, 792), SPU{Int64}(792, 793), SPU{Int64}(793, 794), SPU{Int64}(794, 795), SPU{Int64}(796, 797), SPU{Int64}(797, 798), SPU{Int64}(798, 799), SPU{Int64}(799, 800), SPU{Int64}(800, 801), SPU{Int64}(801, 802), SPU{Int64}(802, 803), SPU{Int64}(803, 804), SPU{Int64}(805, 806), SPU{Int64}(806, 807), SPU{Int64}(807, 808), SPU{Int64}(808, 809), SPU{Int64}(809, 810), SPU{Int64}(811, 812), SPU{Int64}(812, 813), SPU{Int64}(814, 815), SPU{Int64}(815, 816), SPU{Int64}(816, 817), SPU{Int64}(817, 818), SPU{Int64}(818, 819), SPU{Int64}(819, 820), SPU{Int64}(820, 821), SPU{Int64}(821, 822), SPU{Int64}(823, 824), SPU{Int64}(824, 825), SPU{Int64}(825, 826), SPU{Int64}(826, 827), SPU{Int64}(827, 828), SPU{Int64}(828, 829), SPU{Int64}(829, 830), SPU{Int64}(830, 831), SPU{Int64}(832, 833), SPU{Int64}(833, 834), SPU{Int64}(834, 835), SPU{Int64}(835, 836), SPU{Int64}(836, 837), SPU{Int64}(837, 838), SPU{Int64}(838, 839), SPU{Int64}(839, 840), SPU{Int64}(841, 842), SPU{Int64}(842, 843), SPU{Int64}(843, 844), SPU{Int64}(844, 845), SPU{Int64}(845, 846), SPU{Int64}(846, 847), SPU{Int64}(847, 848), SPU{Int64}(848, 849), SPU{Int64}(850, 851), SPU{Int64}(851, 852), SPU{Int64}(852, 853), SPU{Int64}(853, 854), SPU{Int64}(854, 855), SPU{Int64}(855, 856), SPU{Int64}(856, 857), SPU{Int64}(857, 858), SPU{Int64}(859, 860), SPU{Int64}(860, 861), SPU{Int64}(861, 862), SPU{Int64}(862, 863), SPU{Int64}(863, 864), SPU{Int64}(864, 865), SPU{Int64}(865, 866), SPU{Int64}(866, 867), SPU{Int64}(868, 869), SPU{Int64}(869, 870), SPU{Int64}(870, 871), SPU{Int64}(871, 872), SPU{Int64}(872, 873), SPU{Int64}(873, 874), SPU{Int64}(874, 875), SPU{Int64}(875, 876), SPU{Int64}(877, 878), SPU{Int64}(878, 879), SPU{Int64}(879, 880), SPU{Int64}(880, 881), SPU{Int64}(881, 882), SPU{Int64}(882, 883), SPU{Int64}(883, 884), SPU{Int64}(884, 885), SPU{Int64}(886, 887), SPU{Int64}(887, 888), SPU{Int64}(888, 889), SPU{Int64}(889, 890), SPU{Int64}(890, 891), SPU{Int64}(891, 892), SPU{Int64}(892, 893), SPU{Int64}(893, 894), SPU{Int64}(895, 896), SPU{Int64}(896, 897), SPU{Int64}(897, 898), SPU{Int64}(898, 899), SPU{Int64}(899, 900), SPU{Int64}(901, 902), SPU{Int64}(902, 903), SPU{Int64}(904, 905), SPU{Int64}(905, 906), SPU{Int64}(906, 907), SPU{Int64}(907, 908), SPU{Int64}(908, 909), SPU{Int64}(909, 910), SPU{Int64}(910, 911), SPU{Int64}(911, 912), SPU{Int64}(913, 914), SPU{Int64}(914, 915), SPU{Int64}(915, 916), SPU{Int64}(916, 917), SPU{Int64}(917, 918), SPU{Int64}(918, 919), SPU{Int64}(919, 920), SPU{Int64}(920, 921), SPU{Int64}(922, 923), SPU{Int64}(923, 924), SPU{Int64}(924, 925), SPU{Int64}(925, 926), SPU{Int64}(926, 927), SPU{Int64}(927, 928), SPU{Int64}(928, 929), SPU{Int64}(929, 930), SPU{Int64}(931, 932), SPU{Int64}(932, 933), SPU{Int64}(933, 934), SPU{Int64}(934, 935), SPU{Int64}(935, 936), SPU{Int64}(936, 937), SPU{Int64}(937, 938), SPU{Int64}(938, 939), SPU{Int64}(940, 941), SPU{Int64}(941, 942), SPU{Int64}(942, 943), SPU{Int64}(943, 944), SPU{Int64}(944, 945), SPU{Int64}(945, 946), SPU{Int64}(946, 947), SPU{Int64}(947, 948), SPU{Int64}(949, 950), SPU{Int64}(950, 951), SPU{Int64}(951, 952), SPU{Int64}(952, 953), SPU{Int64}(953, 954), SPU{Int64}(954, 955), SPU{Int64}(955, 956), SPU{Int64}(956, 957), SPU{Int64}(958, 959), SPU{Int64}(959, 960), SPU{Int64}(960, 961), SPU{Int64}(961, 962), SPU{Int64}(962, 963), SPU{Int64}(963, 964), SPU{Int64}(964, 965), SPU{Int64}(965, 966), SPU{Int64}(967, 968), SPU{Int64}(968, 969), SPU{Int64}(969, 970), SPU{Int64}(970, 971), SPU{Int64}(971, 972), SPU{Int64}(972, 973), SPU{Int64}(973, 974), SPU{Int64}(974, 975), SPU{Int64}(976, 977), SPU{Int64}(977, 978), SPU{Int64}(978, 979), SPU{Int64}(979, 980), SPU{Int64}(980, 981), SPU{Int64}(981, 982), SPU{Int64}(982, 983), SPU{Int64}(983, 984), SPU{Int64}(985, 986), SPU{Int64}(986, 987), SPU{Int64}(987, 988), SPU{Int64}(988, 989), SPU{Int64}(989, 990), SPU{Int64}(991, 992), SPU{Int64}(992, 993), SPU{Int64}(994, 995), SPU{Int64}(995, 996), SPU{Int64}(996, 997), SPU{Int64}(997, 998), SPU{Int64}(998, 999), SPU{Int64}(999, 1000), SPU{Int64}(1000, 1001), SPU{Int64}(1001, 1002), SPU{Int64}(1003, 1004), SPU{Int64}(1004, 1005), SPU{Int64}(1005, 1006), SPU{Int64}(1006, 1007), SPU{Int64}(1007, 1008), SPU{Int64}(1008, 1009), SPU{Int64}(1009, 1010), SPU{Int64}(1010, 1011), SPU{Int64}(1012, 1013), SPU{Int64}(1013, 1014), SPU{Int64}(1014, 1015), SPU{Int64}(1015, 1016), SPU{Int64}(1016, 1017), SPU{Int64}(1017, 1018), SPU{Int64}(1018, 1019), SPU{Int64}(1019, 1020), SPU{Int64}(1021, 1022), SPU{Int64}(1022, 1023), SPU{Int64}(1023, 1024), SPU{Int64}(1024, 1025), SPU{Int64}(1025, 1026), SPU{Int64}(1026, 1027), SPU{Int64}(1027, 1028), SPU{Int64}(1028, 1029), SPU{Int64}(1030, 1031), SPU{Int64}(1031, 1032), SPU{Int64}(1032, 1033), SPU{Int64}(1033, 1034), SPU{Int64}(1034, 1035), SPU{Int64}(1035, 1036), SPU{Int64}(1036, 1037), SPU{Int64}(1037, 1038), SPU{Int64}(1039, 1040), SPU{Int64}(1040, 1041), SPU{Int64}(1041, 1042), SPU{Int64}(1042, 1043), SPU{Int64}(1043, 1044), SPU{Int64}(1044, 1045), SPU{Int64}(1045, 1046), SPU{Int64}(1046, 1047), SPU{Int64}(1048, 1049), SPU{Int64}(1049, 1050), SPU{Int64}(1050, 1051), SPU{Int64}(1051, 1052), SPU{Int64}(1052, 1053), SPU{Int64}(1053, 1054), SPU{Int64}(1054, 1055), SPU{Int64}(1055, 1056), SPU{Int64}(1057, 1058), SPU{Int64}(1058, 1059), SPU{Int64}(1059, 1060), SPU{Int64}(1060, 1061), SPU{Int64}(1061, 1062), SPU{Int64}(1062, 1063), SPU{Int64}(1063, 1064), SPU{Int64}(1064, 1065), SPU{Int64}(1066, 1067), SPU{Int64}(1067, 1068), SPU{Int64}(1068, 1069), SPU{Int64}(1069, 1070), SPU{Int64}(1070, 1071), SPU{Int64}(1071, 1072), SPU{Int64}(1072, 1073), SPU{Int64}(1073, 1074), SPU{Int64}(1075, 1076), SPU{Int64}(1076, 1077), SPU{Int64}(1077, 1078), SPU{Int64}(1078, 1079), SPU{Int64}(1079, 1080), SPU{Int64}(1081, 1082), SPU{Int64}(1082, 1083), SPU{Int64}(1084, 1085), SPU{Int64}(1085, 1086), SPU{Int64}(1086, 1087), SPU{Int64}(1087, 1088), SPU{Int64}(1088, 1089), SPU{Int64}(1089, 1090), SPU{Int64}(1090, 1091), SPU{Int64}(1091, 1092), SPU{Int64}(1093, 1094), SPU{Int64}(1094, 1095), SPU{Int64}(1095, 1096), SPU{Int64}(1096, 1097), SPU{Int64}(1097, 1098), SPU{Int64}(1098, 1099), SPU{Int64}(1099, 1100), SPU{Int64}(1100, 1101), SPU{Int64}(1102, 1103), SPU{Int64}(1103, 1104), SPU{Int64}(1104, 1105), SPU{Int64}(1105, 1106), SPU{Int64}(1106, 1107), SPU{Int64}(1107, 1108), SPU{Int64}(1108, 1109), SPU{Int64}(1109, 1110), SPU{Int64}(1111, 1112), SPU{Int64}(1112, 1113), SPU{Int64}(1113, 1114), SPU{Int64}(1114, 1115), SPU{Int64}(1115, 1116), SPU{Int64}(1116, 1117), SPU{Int64}(1117, 1118), SPU{Int64}(1118, 1119), SPU{Int64}(1120, 1121), SPU{Int64}(1121, 1122), SPU{Int64}(1122, 1123), SPU{Int64}(1123, 1124), SPU{Int64}(1124, 1125), SPU{Int64}(1125, 1126), SPU{Int64}(1126, 1127), SPU{Int64}(1127, 1128), SPU{Int64}(1129, 1130), SPU{Int64}(1130, 1131), SPU{Int64}(1131, 1132), SPU{Int64}(1132, 1133), SPU{Int64}(1133, 1134), SPU{Int64}(1134, 1135), SPU{Int64}(1135, 1136), SPU{Int64}(1136, 1137), SPU{Int64}(1138, 1139), SPU{Int64}(1139, 1140), SPU{Int64}(1140, 1141), SPU{Int64}(1141, 1142), SPU{Int64}(1142, 1143), SPU{Int64}(1143, 1144), SPU{Int64}(1144, 1145), SPU{Int64}(1145, 1146), SPU{Int64}(1147, 1148), SPU{Int64}(1148, 1149), SPU{Int64}(1149, 1150), SPU{Int64}(1150, 1151), SPU{Int64}(1151, 1152), SPU{Int64}(1152, 1153), SPU{Int64}(1153, 1154), SPU{Int64}(1154, 1155), SPU{Int64}(1156, 1157), SPU{Int64}(1157, 1158), SPU{Int64}(1158, 1159), SPU{Int64}(1159, 1160), SPU{Int64}(1160, 1161), SPU{Int64}(1161, 1162), SPU{Int64}(1162, 1163), SPU{Int64}(1163, 1164), SPU{Int64}(1165, 1166), SPU{Int64}(1166, 1167), SPU{Int64}(1167, 1168), SPU{Int64}(1168, 1169), SPU{Int64}(1169, 1170), SPU{Int64}(1171, 1172), SPU{Int64}(1172, 1173), SPU{Int64}(1174, 1175), SPU{Int64}(1175, 1176), SPU{Int64}(1176, 1177), SPU{Int64}(1177, 1178), SPU{Int64}(1178, 1179), SPU{Int64}(1179, 1180), SPU{Int64}(1180, 1181), SPU{Int64}(1181, 1182), SPU{Int64}(1183, 1184), SPU{Int64}(1184, 1185), SPU{Int64}(1185, 1186), SPU{Int64}(1186, 1187), SPU{Int64}(1187, 1188), SPU{Int64}(1188, 1189), SPU{Int64}(1189, 1190), SPU{Int64}(1190, 1191), SPU{Int64}(1192, 1193), SPU{Int64}(1193, 1194), SPU{Int64}(1194, 1195), SPU{Int64}(1195, 1196), SPU{Int64}(1196, 1197), SPU{Int64}(1197, 1198), SPU{Int64}(1198, 1199), SPU{Int64}(1199, 1200), SPU{Int64}(1201, 1202), SPU{Int64}(1202, 1203), SPU{Int64}(1203, 1204), SPU{Int64}(1204, 1205), SPU{Int64}(1205, 1206), SPU{Int64}(1206, 1207), SPU{Int64}(1207, 1208), SPU{Int64}(1208, 1209), SPU{Int64}(1210, 1211), SPU{Int64}(1211, 1212), SPU{Int64}(1212, 1213), SPU{Int64}(1213, 1214), SPU{Int64}(1214, 1215), SPU{Int64}(1215, 1216), SPU{Int64}(1216, 1217), SPU{Int64}(1217, 1218), SPU{Int64}(1219, 1220), SPU{Int64}(1220, 1221), SPU{Int64}(1221, 1222), SPU{Int64}(1222, 1223), SPU{Int64}(1223, 1224), SPU{Int64}(1224, 1225), SPU{Int64}(1225, 1226), SPU{Int64}(1226, 1227), SPU{Int64}(1228, 1229), SPU{Int64}(1229, 1230), SPU{Int64}(1230, 1231), SPU{Int64}(1231, 1232), SPU{Int64}(1232, 1233), SPU{Int64}(1233, 1234), SPU{Int64}(1234, 1235), SPU{Int64}(1235, 1236), SPU{Int64}(1237, 1238), SPU{Int64}(1238, 1239), SPU{Int64}(1239, 1240), SPU{Int64}(1240, 1241), SPU{Int64}(1241, 1242), SPU{Int64}(1242, 1243), SPU{Int64}(1243, 1244), SPU{Int64}(1244, 1245), SPU{Int64}(1246, 1247), SPU{Int64}(1247, 1248), SPU{Int64}(1248, 1249), SPU{Int64}(1249, 1250), SPU{Int64}(1250, 1251), SPU{Int64}(1251, 1252), SPU{Int64}(1252, 1253), SPU{Int64}(1253, 1254), SPU{Int64}(1255, 1256), SPU{Int64}(1256, 1257), SPU{Int64}(1257, 1258), SPU{Int64}(1258, 1259), SPU{Int64}(1259, 1260), SPU{Int64}(1261, 1262), SPU{Int64}(1262, 1263), SPU{Int64}(1264, 1265), SPU{Int64}(1265, 1266), SPU{Int64}(1266, 1267), SPU{Int64}(1267, 1268), SPU{Int64}(1268, 1269), SPU{Int64}(1269, 1270), SPU{Int64}(1270, 1271), SPU{Int64}(1271, 1272), SPU{Int64}(1273, 1274), SPU{Int64}(1274, 1275), SPU{Int64}(1275, 1276), SPU{Int64}(1276, 1277), SPU{Int64}(1277, 1278), SPU{Int64}(1278, 1279), SPU{Int64}(1279, 1280), SPU{Int64}(1280, 1281), SPU{Int64}(1282, 1283), SPU{Int64}(1283, 1284), SPU{Int64}(1284, 1285), SPU{Int64}(1285, 1286), SPU{Int64}(1286, 1287), SPU{Int64}(1287, 1288), SPU{Int64}(1288, 1289), SPU{Int64}(1289, 1290), SPU{Int64}(1291, 1292), SPU{Int64}(1292, 1293), SPU{Int64}(1293, 1294), SPU{Int64}(1294, 1295), SPU{Int64}(1295, 1296), SPU{Int64}(1296, 1297), SPU{Int64}(1297, 1298), SPU{Int64}(1298, 1299), SPU{Int64}(1300, 1301), SPU{Int64}(1301, 1302), SPU{Int64}(1302, 1303), SPU{Int64}(1303, 1304), SPU{Int64}(1304, 1305), SPU{Int64}(1305, 1306), SPU{Int64}(1306, 1307), SPU{Int64}(1307, 1308), SPU{Int64}(1309, 1310), SPU{Int64}(1310, 1311), SPU{Int64}(1311, 1312), SPU{Int64}(1312, 1313), SPU{Int64}(1313, 1314), SPU{Int64}(1314, 1315), SPU{Int64}(1315, 1316), SPU{Int64}(1316, 1317), SPU{Int64}(1318, 1319), SPU{Int64}(1319, 1320), SPU{Int64}(1320, 1321), SPU{Int64}(1321, 1322), SPU{Int64}(1322, 1323), SPU{Int64}(1323, 1324), SPU{Int64}(1324, 1325), SPU{Int64}(1325, 1326), SPU{Int64}(1327, 1328), SPU{Int64}(1328, 1329), SPU{Int64}(1329, 1330), SPU{Int64}(1330, 1331), SPU{Int64}(1331, 1332), SPU{Int64}(1332, 1333), SPU{Int64}(1333, 1334), SPU{Int64}(1334, 1335), SPU{Int64}(1336, 1337), SPU{Int64}(1337, 1338), SPU{Int64}(1338, 1339), SPU{Int64}(1339, 1340), SPU{Int64}(1340, 1341), SPU{Int64}(1341, 1342), SPU{Int64}(1342, 1343), SPU{Int64}(1343, 1344), SPU{Int64}(1345, 1346), SPU{Int64}(1346, 1347), SPU{Int64}(1347, 1348), SPU{Int64}(1348, 1349), SPU{Int64}(1349, 1350), SPU{Int64}(1351, 1352), SPU{Int64}(1352, 1353), SPU{Int64}(1354, 1355), SPU{Int64}(1355, 1356), SPU{Int64}(1356, 1357), SPU{Int64}(1357, 1358), SPU{Int64}(1358, 1359), SPU{Int64}(1359, 1360), SPU{Int64}(1360, 1361), SPU{Int64}(1361, 1362), SPU{Int64}(1363, 1364), SPU{Int64}(1364, 1365), SPU{Int64}(1365, 1366), SPU{Int64}(1366, 1367), SPU{Int64}(1367, 1368), SPU{Int64}(1368, 1369), SPU{Int64}(1369, 1370), SPU{Int64}(1370, 1371), SPU{Int64}(1372, 1373), SPU{Int64}(1373, 1374), SPU{Int64}(1374, 1375), SPU{Int64}(1375, 1376), SPU{Int64}(1376, 1377), SPU{Int64}(1377, 1378), SPU{Int64}(1378, 1379), SPU{Int64}(1379, 1380), SPU{Int64}(1381, 1382), SPU{Int64}(1382, 1383), SPU{Int64}(1383, 1384), SPU{Int64}(1384, 1385), SPU{Int64}(1385, 1386), SPU{Int64}(1386, 1387), SPU{Int64}(1387, 1388), SPU{Int64}(1388, 1389), SPU{Int64}(1390, 1391), SPU{Int64}(1391, 1392), SPU{Int64}(1392, 1393), SPU{Int64}(1393, 1394), SPU{Int64}(1394, 1395), SPU{Int64}(1395, 1396), SPU{Int64}(1396, 1397), SPU{Int64}(1397, 1398), SPU{Int64}(1399, 1400), SPU{Int64}(1400, 1401), SPU{Int64}(1401, 1402), SPU{Int64}(1402, 1403), SPU{Int64}(1403, 1404), SPU{Int64}(1404, 1405), SPU{Int64}(1405, 1406), SPU{Int64}(1406, 1407), SPU{Int64}(1408, 1409), SPU{Int64}(1409, 1410), SPU{Int64}(1410, 1411), SPU{Int64}(1411, 1412), SPU{Int64}(1412, 1413), SPU{Int64}(1413, 1414), SPU{Int64}(1414, 1415), SPU{Int64}(1415, 1416), SPU{Int64}(1417, 1418), SPU{Int64}(1418, 1419), SPU{Int64}(1419, 1420), SPU{Int64}(1420, 1421), SPU{Int64}(1421, 1422), SPU{Int64}(1422, 1423), SPU{Int64}(1423, 1424), SPU{Int64}(1424, 1425), SPU{Int64}(1426, 1427), SPU{Int64}(1427, 1428), SPU{Int64}(1428, 1429), SPU{Int64}(1429, 1430), SPU{Int64}(1430, 1431), SPU{Int64}(1431, 1432), SPU{Int64}(1432, 1433), SPU{Int64}(1433, 1434), SPU{Int64}(1435, 1436), SPU{Int64}(1436, 1437), SPU{Int64}(1437, 1438), SPU{Int64}(1438, 1439), SPU{Int64}(1439, 1440), SPU{Int64}(1, 721), SPU{Int64}(2, 722), SPU{Int64}(3, 723), SPU{Int64}(4, 724), SPU{Int64}(5, 725), SPU{Int64}(6, 726), SPU{Int64}(7, 727), SPU{Int64}(8, 728), SPU{Int64}(9, 729), SPU{Int64}(10, 730), SPU{Int64}(11, 731), SPU{Int64}(12, 732), SPU{Int64}(13, 733), SPU{Int64}(14, 734), SPU{Int64}(15, 735), SPU{Int64}(16, 736), SPU{Int64}(17, 737), SPU{Int64}(18, 738), SPU{Int64}(19, 739), SPU{Int64}(20, 740), SPU{Int64}(21, 741), SPU{Int64}(22, 742), SPU{Int64}(23, 743), SPU{Int64}(24, 744), SPU{Int64}(25, 745), SPU{Int64}(26, 746), SPU{Int64}(27, 747), SPU{Int64}(28, 748), SPU{Int64}(29, 749), SPU{Int64}(30, 750), SPU{Int64}(31, 751), SPU{Int64}(32, 752), SPU{Int64}(33, 753), SPU{Int64}(34, 754), SPU{Int64}(35, 755), SPU{Int64}(36, 756), SPU{Int64}(37, 757), SPU{Int64}(38, 758), SPU{Int64}(39, 759), SPU{Int64}(40, 760), SPU{Int64}(41, 761), SPU{Int64}(42, 762), SPU{Int64}(43, 763), SPU{Int64}(44, 764), SPU{Int64}(45, 765), SPU{Int64}(46, 766), SPU{Int64}(47, 767), SPU{Int64}(48, 768), SPU{Int64}(49, 769), SPU{Int64}(50, 770), SPU{Int64}(51, 771), SPU{Int64}(52, 772), SPU{Int64}(53, 773), SPU{Int64}(54, 774), SPU{Int64}(55, 775), SPU{Int64}(56, 776), SPU{Int64}(57, 777), SPU{Int64}(58, 778), SPU{Int64}(59, 779), SPU{Int64}(60, 780), SPU{Int64}(61, 781), SPU{Int64}(62, 782), SPU{Int64}(63, 783), SPU{Int64}(64, 784), SPU{Int64}(65, 785), SPU{Int64}(66, 786), SPU{Int64}(67, 787), SPU{Int64}(68, 788), SPU{Int64}(69, 789), SPU{Int64}(70, 790), SPU{Int64}(71, 791), SPU{Int64}(72, 792), SPU{Int64}(73, 793), SPU{Int64}(74, 794), SPU{Int64}(75, 795), SPU{Int64}(76, 796), SPU{Int64}(77, 797), SPU{Int64}(78, 798), SPU{Int64}(79, 799), SPU{Int64}(80, 800), SPU{Int64}(81, 801), SPU{Int64}(82, 802), SPU{Int64}(83, 803), SPU{Int64}(84, 804), SPU{Int64}(85, 805), SPU{Int64}(86, 806), SPU{Int64}(87, 807), SPU{Int64}(88, 808), SPU{Int64}(89, 809), SPU{Int64}(90, 810), SPU{Int64}(91, 811), SPU{Int64}(92, 812), SPU{Int64}(93, 813), SPU{Int64}(94, 814), SPU{Int64}(95, 815), SPU{Int64}(96, 816), SPU{Int64}(97, 817), SPU{Int64}(98, 818), SPU{Int64}(99, 819), SPU{Int64}(100, 820), SPU{Int64}(101, 821), SPU{Int64}(102, 822), SPU{Int64}(103, 823), SPU{Int64}(104, 824), SPU{Int64}(105, 825), SPU{Int64}(106, 826), SPU{Int64}(107, 827), SPU{Int64}(108, 828), SPU{Int64}(109, 829), SPU{Int64}(110, 830), SPU{Int64}(111, 831), SPU{Int64}(112, 832), SPU{Int64}(113, 833), SPU{Int64}(114, 834), SPU{Int64}(115, 835), SPU{Int64}(116, 836), SPU{Int64}(117, 837), SPU{Int64}(118, 838), SPU{Int64}(119, 839), SPU{Int64}(120, 840), SPU{Int64}(121, 841), SPU{Int64}(122, 842), SPU{Int64}(123, 843), SPU{Int64}(124, 844), SPU{Int64}(125, 845), SPU{Int64}(126, 846), SPU{Int64}(127, 847), SPU{Int64}(128, 848), SPU{Int64}(129, 849), SPU{Int64}(130, 850), SPU{Int64}(131, 851), SPU{Int64}(132, 852), SPU{Int64}(133, 853), SPU{Int64}(134, 854), SPU{Int64}(135, 855), SPU{Int64}(136, 856), SPU{Int64}(137, 857), SPU{Int64}(138, 858), SPU{Int64}(139, 859), SPU{Int64}(140, 860), SPU{Int64}(141, 861), SPU{Int64}(142, 862), SPU{Int64}(143, 863), SPU{Int64}(144, 864), SPU{Int64}(145, 865), SPU{Int64}(146, 866), SPU{Int64}(147, 867), SPU{Int64}(148, 868), SPU{Int64}(149, 869), SPU{Int64}(150, 870), SPU{Int64}(151, 871), SPU{Int64}(152, 872), SPU{Int64}(153, 873), SPU{Int64}(154, 874), SPU{Int64}(155, 875), SPU{Int64}(156, 876), SPU{Int64}(157, 877), SPU{Int64}(158, 878), SPU{Int64}(159, 879), SPU{Int64}(160, 880), SPU{Int64}(161, 881), SPU{Int64}(162, 882), SPU{Int64}(163, 883), SPU{Int64}(164, 884), SPU{Int64}(165, 885), SPU{Int64}(166, 886), SPU{Int64}(167, 887), SPU{Int64}(168, 888), SPU{Int64}(169, 889), SPU{Int64}(170, 890), SPU{Int64}(171, 891), SPU{Int64}(172, 892), SPU{Int64}(173, 893), SPU{Int64}(174, 894), SPU{Int64}(175, 895), SPU{Int64}(176, 896), SPU{Int64}(177, 897), SPU{Int64}(178, 898), SPU{Int64}(179, 899), SPU{Int64}(180, 900), SPU{Int64}(181, 901), SPU{Int64}(182, 902), SPU{Int64}(183, 903), SPU{Int64}(184, 904), SPU{Int64}(185, 905), SPU{Int64}(186, 906), SPU{Int64}(187, 907), SPU{Int64}(188, 908), SPU{Int64}(189, 909), SPU{Int64}(190, 910), SPU{Int64}(191, 911), SPU{Int64}(192, 912), SPU{Int64}(193, 913), SPU{Int64}(194, 914), SPU{Int64}(195, 915), SPU{Int64}(196, 916), SPU{Int64}(197, 917), SPU{Int64}(198, 918), SPU{Int64}(199, 919), SPU{Int64}(200, 920), SPU{Int64}(201, 921), SPU{Int64}(202, 922), SPU{Int64}(203, 923), SPU{Int64}(204, 924), SPU{Int64}(205, 925), SPU{Int64}(206, 926), SPU{Int64}(207, 927), SPU{Int64}(208, 928), SPU{Int64}(209, 929), SPU{Int64}(210, 930), SPU{Int64}(211, 931), SPU{Int64}(212, 932), SPU{Int64}(213, 933), SPU{Int64}(214, 934), SPU{Int64}(215, 935), SPU{Int64}(216, 936), SPU{Int64}(217, 937), SPU{Int64}(218, 938), SPU{Int64}(219, 939), SPU{Int64}(220, 940), SPU{Int64}(221, 941), SPU{Int64}(222, 942), SPU{Int64}(223, 943), SPU{Int64}(224, 944), SPU{Int64}(225, 945), SPU{Int64}(226, 946), SPU{Int64}(227, 947), SPU{Int64}(228, 948), SPU{Int64}(229, 949), SPU{Int64}(230, 950), SPU{Int64}(231, 951), SPU{Int64}(232, 952), SPU{Int64}(233, 953), SPU{Int64}(234, 954), SPU{Int64}(235, 955), SPU{Int64}(236, 956), SPU{Int64}(237, 957), SPU{Int64}(238, 958), SPU{Int64}(239, 959), SPU{Int64}(240, 960), SPU{Int64}(241, 961), SPU{Int64}(242, 962), SPU{Int64}(243, 963), SPU{Int64}(244, 964), SPU{Int64}(245, 965), SPU{Int64}(246, 966), SPU{Int64}(247, 967), SPU{Int64}(248, 968), SPU{Int64}(249, 969), SPU{Int64}(250, 970), SPU{Int64}(251, 971), SPU{Int64}(252, 972), SPU{Int64}(253, 973), SPU{Int64}(254, 974), SPU{Int64}(255, 975), SPU{Int64}(256, 976), SPU{Int64}(257, 977), SPU{Int64}(258, 978), SPU{Int64}(259, 979), SPU{Int64}(260, 980), SPU{Int64}(261, 981), SPU{Int64}(262, 982), SPU{Int64}(263, 983), SPU{Int64}(264, 984), SPU{Int64}(265, 985), SPU{Int64}(266, 986), SPU{Int64}(267, 987), SPU{Int64}(268, 988), SPU{Int64}(269, 989), SPU{Int64}(270, 990), SPU{Int64}(271, 991), SPU{Int64}(272, 992), SPU{Int64}(273, 993), SPU{Int64}(274, 994), SPU{Int64}(275, 995), SPU{Int64}(276, 996), SPU{Int64}(277, 997), SPU{Int64}(278, 998), SPU{Int64}(279, 999), SPU{Int64}(280, 1000), SPU{Int64}(281, 1001), SPU{Int64}(282, 1002), SPU{Int64}(283, 1003), SPU{Int64}(284, 1004), SPU{Int64}(285, 1005), SPU{Int64}(286, 1006), SPU{Int64}(287, 1007), SPU{Int64}(288, 1008), SPU{Int64}(289, 1009), SPU{Int64}(290, 1010), SPU{Int64}(291, 1011), SPU{Int64}(292, 1012), SPU{Int64}(293, 1013), SPU{Int64}(294, 1014), SPU{Int64}(295, 1015), SPU{Int64}(296, 1016), SPU{Int64}(297, 1017), SPU{Int64}(298, 1018), SPU{Int64}(299, 1019), SPU{Int64}(300, 1020), SPU{Int64}(301, 1021), SPU{Int64}(302, 1022), SPU{Int64}(303, 1023), SPU{Int64}(304, 1024), SPU{Int64}(305, 1025), SPU{Int64}(306, 1026), SPU{Int64}(307, 1027), SPU{Int64}(308, 1028), SPU{Int64}(309, 1029), SPU{Int64}(310, 1030), SPU{Int64}(311, 1031), SPU{Int64}(312, 1032), SPU{Int64}(313, 1033), SPU{Int64}(314, 1034), SPU{Int64}(315, 1035), SPU{Int64}(316, 1036), SPU{Int64}(317, 1037), SPU{Int64}(318, 1038), SPU{Int64}(319, 1039), SPU{Int64}(320, 1040), SPU{Int64}(321, 1041), SPU{Int64}(322, 1042), SPU{Int64}(323, 1043), SPU{Int64}(324, 1044), SPU{Int64}(325, 1045), SPU{Int64}(326, 1046), SPU{Int64}(327, 1047), SPU{Int64}(328, 1048), SPU{Int64}(329, 1049), SPU{Int64}(330, 1050), SPU{Int64}(331, 1051), SPU{Int64}(332, 1052), SPU{Int64}(333, 1053), SPU{Int64}(334, 1054), SPU{Int64}(335, 1055), SPU{Int64}(336, 1056), SPU{Int64}(337, 1057), SPU{Int64}(338, 1058), SPU{Int64}(339, 1059), SPU{Int64}(340, 1060), SPU{Int64}(341, 1061), SPU{Int64}(342, 1062), SPU{Int64}(343, 1063), SPU{Int64}(344, 1064), SPU{Int64}(345, 1065), SPU{Int64}(346, 1066), SPU{Int64}(347, 1067), SPU{Int64}(348, 1068), SPU{Int64}(349, 1069), SPU{Int64}(350, 1070), SPU{Int64}(351, 1071), SPU{Int64}(352, 1072), SPU{Int64}(353, 1073), SPU{Int64}(354, 1074), SPU{Int64}(355, 1075), SPU{Int64}(356, 1076), SPU{Int64}(357, 1077), SPU{Int64}(358, 1078), SPU{Int64}(359, 1079), SPU{Int64}(360, 1080), SPU{Int64}(361, 1081), SPU{Int64}(362, 1082), SPU{Int64}(363, 1083), SPU{Int64}(364, 1084), SPU{Int64}(365, 1085), SPU{Int64}(366, 1086), SPU{Int64}(367, 1087), SPU{Int64}(368, 1088), SPU{Int64}(369, 1089), SPU{Int64}(370, 1090), SPU{Int64}(371, 1091), SPU{Int64}(372, 1092), SPU{Int64}(373, 1093), SPU{Int64}(374, 1094), SPU{Int64}(375, 1095), SPU{Int64}(376, 1096), SPU{Int64}(377, 1097), SPU{Int64}(378, 1098), SPU{Int64}(379, 1099), SPU{Int64}(380, 1100), SPU{Int64}(381, 1101), SPU{Int64}(382, 1102), SPU{Int64}(383, 1103), SPU{Int64}(384, 1104), SPU{Int64}(385, 1105), SPU{Int64}(386, 1106), SPU{Int64}(387, 1107), SPU{Int64}(388, 1108), SPU{Int64}(389, 1109), SPU{Int64}(390, 1110), SPU{Int64}(391, 1111), SPU{Int64}(392, 1112), SPU{Int64}(393, 1113), SPU{Int64}(394, 1114), SPU{Int64}(395, 1115), SPU{Int64}(396, 1116), SPU{Int64}(397, 1117), SPU{Int64}(398, 1118), SPU{Int64}(399, 1119), SPU{Int64}(400, 1120), SPU{Int64}(401, 1121), SPU{Int64}(402, 1122), SPU{Int64}(403, 1123), SPU{Int64}(404, 1124), SPU{Int64}(405, 1125), SPU{Int64}(406, 1126), SPU{Int64}(407, 1127), SPU{Int64}(408, 1128), SPU{Int64}(409, 1129), SPU{Int64}(410, 1130), SPU{Int64}(411, 1131), SPU{Int64}(412, 1132), SPU{Int64}(413, 1133), SPU{Int64}(414, 1134), SPU{Int64}(415, 1135), SPU{Int64}(416, 1136), SPU{Int64}(417, 1137), SPU{Int64}(418, 1138), SPU{Int64}(419, 1139), SPU{Int64}(420, 1140), SPU{Int64}(421, 1141), SPU{Int64}(422, 1142), SPU{Int64}(423, 1143), SPU{Int64}(424, 1144), SPU{Int64}(425, 1145), SPU{Int64}(426, 1146), SPU{Int64}(427, 1147), SPU{Int64}(428, 1148), SPU{Int64}(429, 1149), SPU{Int64}(430, 1150), SPU{Int64}(431, 1151), SPU{Int64}(432, 1152), SPU{Int64}(433, 1153), SPU{Int64}(434, 1154), SPU{Int64}(435, 1155), SPU{Int64}(436, 1156), SPU{Int64}(437, 1157), SPU{Int64}(438, 1158), SPU{Int64}(439, 1159), SPU{Int64}(440, 1160), SPU{Int64}(441, 1161), SPU{Int64}(442, 1162), SPU{Int64}(443, 1163), SPU{Int64}(444, 1164), SPU{Int64}(445, 1165), SPU{Int64}(446, 1166), SPU{Int64}(447, 1167), SPU{Int64}(448, 1168), SPU{Int64}(449, 1169), SPU{Int64}(450, 1170), SPU{Int64}(451, 1171), SPU{Int64}(452, 1172), SPU{Int64}(453, 1173), SPU{Int64}(454, 1174), SPU{Int64}(455, 1175), SPU{Int64}(456, 1176), SPU{Int64}(457, 1177), SPU{Int64}(458, 1178), SPU{Int64}(459, 1179), SPU{Int64}(460, 1180), SPU{Int64}(461, 1181), SPU{Int64}(462, 1182), SPU{Int64}(463, 1183), SPU{Int64}(464, 1184), SPU{Int64}(465, 1185), SPU{Int64}(466, 1186), SPU{Int64}(467, 1187), SPU{Int64}(468, 1188), SPU{Int64}(469, 1189), SPU{Int64}(470, 1190), SPU{Int64}(471, 1191), SPU{Int64}(472, 1192), SPU{Int64}(473, 1193), SPU{Int64}(474, 1194), SPU{Int64}(475, 1195), SPU{Int64}(476, 1196), SPU{Int64}(477, 1197), SPU{Int64}(478, 1198), SPU{Int64}(479, 1199), SPU{Int64}(480, 1200), SPU{Int64}(481, 1201), SPU{Int64}(482, 1202), SPU{Int64}(483, 1203), SPU{Int64}(484, 1204), SPU{Int64}(485, 1205), SPU{Int64}(486, 1206), SPU{Int64}(487, 1207), SPU{Int64}(488, 1208), SPU{Int64}(489, 1209), SPU{Int64}(490, 1210), SPU{Int64}(491, 1211), SPU{Int64}(492, 1212), SPU{Int64}(493, 1213), SPU{Int64}(494, 1214), SPU{Int64}(495, 1215), SPU{Int64}(496, 1216), SPU{Int64}(497, 1217), SPU{Int64}(498, 1218), SPU{Int64}(499, 1219), SPU{Int64}(500, 1220), SPU{Int64}(501, 1221), SPU{Int64}(502, 1222), SPU{Int64}(503, 1223), SPU{Int64}(504, 1224), SPU{Int64}(505, 1225), SPU{Int64}(506, 1226), SPU{Int64}(507, 1227), SPU{Int64}(508, 1228), SPU{Int64}(509, 1229), SPU{Int64}(510, 1230), SPU{Int64}(511, 1231), SPU{Int64}(512, 1232), SPU{Int64}(513, 1233), SPU{Int64}(514, 1234), SPU{Int64}(515, 1235), SPU{Int64}(516, 1236), SPU{Int64}(517, 1237), SPU{Int64}(518, 1238), SPU{Int64}(519, 1239), SPU{Int64}(520, 1240), SPU{Int64}(521, 1241), SPU{Int64}(522, 1242), SPU{Int64}(523, 1243), SPU{Int64}(524, 1244), SPU{Int64}(525, 1245), SPU{Int64}(526, 1246), SPU{Int64}(527, 1247), SPU{Int64}(528, 1248), SPU{Int64}(529, 1249), SPU{Int64}(530, 1250), SPU{Int64}(531, 1251), SPU{Int64}(532, 1252), SPU{Int64}(533, 1253), SPU{Int64}(534, 1254), SPU{Int64}(535, 1255), SPU{Int64}(536, 1256), SPU{Int64}(537, 1257), SPU{Int64}(538, 1258), SPU{Int64}(539, 1259), SPU{Int64}(540, 1260), SPU{Int64}(541, 1261), SPU{Int64}(542, 1262), SPU{Int64}(543, 1263), SPU{Int64}(544, 1264), SPU{Int64}(545, 1265), SPU{Int64}(546, 1266), SPU{Int64}(547, 1267), SPU{Int64}(548, 1268), SPU{Int64}(549, 1269), SPU{Int64}(550, 1270), SPU{Int64}(551, 1271), SPU{Int64}(552, 1272), SPU{Int64}(553, 1273), SPU{Int64}(554, 1274), SPU{Int64}(555, 1275), SPU{Int64}(556, 1276), SPU{Int64}(557, 1277), SPU{Int64}(558, 1278), SPU{Int64}(559, 1279), SPU{Int64}(560, 1280), SPU{Int64}(561, 1281), SPU{Int64}(562, 1282), SPU{Int64}(563, 1283), SPU{Int64}(564, 1284), SPU{Int64}(565, 1285), SPU{Int64}(566, 1286), SPU{Int64}(567, 1287), SPU{Int64}(568, 1288), SPU{Int64}(569, 1289), SPU{Int64}(570, 1290), SPU{Int64}(571, 1291), SPU{Int64}(572, 1292), SPU{Int64}(573, 1293), SPU{Int64}(574, 1294), SPU{Int64}(575, 1295), SPU{Int64}(576, 1296), SPU{Int64}(577, 1297), SPU{Int64}(578, 1298), SPU{Int64}(579, 1299), SPU{Int64}(580, 1300), SPU{Int64}(581, 1301), SPU{Int64}(582, 1302), SPU{Int64}(583, 1303), SPU{Int64}(584, 1304), SPU{Int64}(585, 1305), SPU{Int64}(586, 1306), SPU{Int64}(587, 1307), SPU{Int64}(588, 1308), SPU{Int64}(589, 1309), SPU{Int64}(590, 1310), SPU{Int64}(591, 1311), SPU{Int64}(592, 1312), SPU{Int64}(593, 1313), SPU{Int64}(594, 1314), SPU{Int64}(595, 1315), SPU{Int64}(596, 1316), SPU{Int64}(597, 1317), SPU{Int64}(598, 1318), SPU{Int64}(599, 1319), SPU{Int64}(600, 1320), SPU{Int64}(601, 1321), SPU{Int64}(602, 1322), SPU{Int64}(603, 1323), SPU{Int64}(604, 1324), SPU{Int64}(605, 1325), SPU{Int64}(606, 1326), SPU{Int64}(607, 1327), SPU{Int64}(608, 1328), SPU{Int64}(609, 1329), SPU{Int64}(610, 1330), SPU{Int64}(611, 1331), SPU{Int64}(612, 1332), SPU{Int64}(613, 1333), SPU{Int64}(614, 1334), SPU{Int64}(615, 1335), SPU{Int64}(616, 1336), SPU{Int64}(617, 1337), SPU{Int64}(618, 1338), SPU{Int64}(619, 1339), SPU{Int64}(620, 1340), SPU{Int64}(621, 1341), SPU{Int64}(622, 1342), SPU{Int64}(623, 1343), SPU{Int64}(624, 1344), SPU{Int64}(625, 1345), SPU{Int64}(626, 1346), SPU{Int64}(627, 1347), SPU{Int64}(628, 1348), SPU{Int64}(629, 1349), SPU{Int64}(630, 1350), SPU{Int64}(631, 1351), SPU{Int64}(632, 1352), SPU{Int64}(633, 1353), SPU{Int64}(634, 1354), SPU{Int64}(635, 1355), SPU{Int64}(636, 1356), SPU{Int64}(637, 1357), SPU{Int64}(638, 1358), SPU{Int64}(639, 1359), SPU{Int64}(640, 1360), SPU{Int64}(641, 1361), SPU{Int64}(642, 1362), SPU{Int64}(643, 1363), SPU{Int64}(644, 1364), SPU{Int64}(645, 1365), SPU{Int64}(646, 1366), SPU{Int64}(647, 1367), SPU{Int64}(648, 1368), SPU{Int64}(649, 1369), SPU{Int64}(650, 1370), SPU{Int64}(651, 1371), SPU{Int64}(652, 1372), SPU{Int64}(653, 1373), SPU{Int64}(654, 1374), SPU{Int64}(655, 1375), SPU{Int64}(656, 1376), SPU{Int64}(657, 1377), SPU{Int64}(658, 1378), SPU{Int64}(659, 1379), SPU{Int64}(660, 1380), SPU{Int64}(661, 1381), SPU{Int64}(662, 1382), SPU{Int64}(663, 1383), SPU{Int64}(664, 1384), SPU{Int64}(665, 1385), SPU{Int64}(666, 1386), SPU{Int64}(667, 1387), SPU{Int64}(668, 1388), SPU{Int64}(669, 1389), SPU{Int64}(670, 1390), SPU{Int64}(671, 1391), SPU{Int64}(672, 1392), SPU{Int64}(673, 1393), SPU{Int64}(674, 1394), SPU{Int64}(675, 1395), SPU{Int64}(676, 1396), SPU{Int64}(677, 1397), SPU{Int64}(678, 1398), SPU{Int64}(679, 1399), SPU{Int64}(680, 1400), SPU{Int64}(681, 1401), SPU{Int64}(682, 1402), SPU{Int64}(683, 1403), SPU{Int64}(684, 1404), SPU{Int64}(685, 1405), SPU{Int64}(686, 1406), SPU{Int64}(687, 1407), SPU{Int64}(688, 1408), SPU{Int64}(689, 1409), SPU{Int64}(690, 1410), SPU{Int64}(691, 1411), SPU{Int64}(692, 1412), SPU{Int64}(693, 1413), SPU{Int64}(694, 1414), SPU{Int64}(695, 1415), SPU{Int64}(696, 1416), SPU{Int64}(697, 1417), SPU{Int64}(698, 1418), SPU{Int64}(699, 1419), SPU{Int64}(700, 1420), SPU{Int64}(701, 1421), SPU{Int64}(702, 1422), SPU{Int64}(703, 1423), SPU{Int64}(704, 1424), SPU{Int64}(705, 1425), SPU{Int64}(706, 1426), SPU{Int64}(707, 1427), SPU{Int64}(708, 1428), SPU{Int64}(709, 1429), SPU{Int64}(710, 1430), SPU{Int64}(711, 1431), SPU{Int64}(712, 1432), SPU{Int64}(713, 1433), SPU{Int64}(714, 1434), SPU{Int64}(715, 1435), SPU{Int64}(716, 1436), SPU{Int64}(717, 1437), SPU{Int64}(718, 1438), SPU{Int64}(719, 1439), SPU{Int64}(720, 1440)], (cells = [91, 2, 721, 92, 1, 3, 722, 93, 2, 723, 94, 5, 724, 95, 4, 6, 725, 96, 5, 7, 726, 97, 6, 8, 727, 98, 7, 9, 728, 99, 8, 10, 729, 100, 9, 11, 730, 101, 10, 12, 731, 102, 11, 732, 103, 14, 733, 104, 13, 15, 734, 105, 14, 16, 735, 106, 15, 17, 736, 107, 16, 18, 737, 108, 17, 19, 738, 631, 109, 18, 20, 739, 632, 110, 19, 21, 740, 633, 111, 20, 741, 634, 112, 23, 742, 635, 113, 22, 24, 743, 636, 114, 23, 25, 744, 637, 115, 24, 26, 745, 638, 116, 25, 27, 746, 639, 117, 26, 28, 747, 640, 118, 27, 29, 748, 641, 119, 28, 30, 749, 642, 120, 29, 750, 643, 121, 32, 751, 644, 122, 31, 33, 752, 645, 123, 32, 34, 753, 646, 124, 33, 35, 754, 647, 125, 34, 36, 755, 648, 126, 35, 37, 756, 649, 127, 36, 38, 757, 650, 128, 37, 39, 758, 651, 129, 38, 759, 652, 130, 41, 760, 653, 131, 40, 42, 761, 654, 132, 41, 43, 762, 655, 133, 42, 44, 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-1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, -1, -1, 1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, -1])), Jutul.DefaultFlux()), :mass_conservation => ConservationLaw{:Mass, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(19, 631, 1), TPFA{Int64}(20, 632, 1), TPFA{Int64}(21, 633, 1), TPFA{Int64}(22, 634, 1), TPFA{Int64}(23, 635, 1), TPFA{Int64}(24, 636, 1), TPFA{Int64}(25, 637, 1), TPFA{Int64}(26, 638, 1), TPFA{Int64}(27, 639, 1), TPFA{Int64}(28, 640, 1), TPFA{Int64}(29, 641, 1), TPFA{Int64}(30, 642, 1), TPFA{Int64}(31, 643, 1), TPFA{Int64}(32, 644, 1), TPFA{Int64}(33, 645, 1), TPFA{Int64}(34, 646, 1), TPFA{Int64}(35, 647, 1), TPFA{Int64}(36, 648, 1), TPFA{Int64}(37, 649, 1), TPFA{Int64}(38, 650, 1), TPFA{Int64}(39, 651, 1), TPFA{Int64}(40, 652, 1), TPFA{Int64}(41, 653, 1), TPFA{Int64}(42, 654, 1), TPFA{Int64}(43, 655, 1), TPFA{Int64}(44, 656, 1), TPFA{Int64}(45, 657, 1), TPFA{Int64}(46, 658, 1), TPFA{Int64}(47, 659, 1), TPFA{Int64}(48, 660, 1), TPFA{Int64}(49, 661, 1), TPFA{Int64}(50, 662, 1), TPFA{Int64}(51, 663, 1), TPFA{Int64}(52, 664, 1), TPFA{Int64}(53, 665, 1), TPFA{Int64}(54, 666, 1), TPFA{Int64}(55, 667, 1), TPFA{Int64}(56, 668, 1), TPFA{Int64}(57, 669, 1), TPFA{Int64}(58, 670, 1), TPFA{Int64}(59, 671, 1), TPFA{Int64}(60, 672, 1), TPFA{Int64}(61, 673, 1), TPFA{Int64}(62, 674, 1), TPFA{Int64}(63, 675, 1), TPFA{Int64}(64, 676, 1), TPFA{Int64}(65, 677, 1), TPFA{Int64}(66, 678, 1), TPFA{Int64}(67, 679, 1), TPFA{Int64}(68, 680, 1), TPFA{Int64}(69, 681, 1), TPFA{Int64}(70, 682, 1), TPFA{Int64}(71, 683, 1), TPFA{Int64}(72, 684, 1), TPFA{Int64}(73, 685, 1), TPFA{Int64}(74, 686, 1), TPFA{Int64}(75, 687, 1), TPFA{Int64}(76, 688, 1), TPFA{Int64}(77, 689, 1), TPFA{Int64}(78, 690, 1), TPFA{Int64}(79, 691, 1), TPFA{Int64}(80, 692, 1), TPFA{Int64}(81, 693, 1), TPFA{Int64}(82, 694, 1), TPFA{Int64}(83, 695, 1), TPFA{Int64}(84, 696, 1), TPFA{Int64}(85, 697, 1), TPFA{Int64}(86, 698, 1), TPFA{Int64}(87, 699, 1), TPFA{Int64}(88, 700, 1), TPFA{Int64}(89, 701, 1), TPFA{Int64}(90, 702, 1), TPFA{Int64}(91, 1, 1), TPFA{Int64}(92, 2, 1), TPFA{Int64}(93, 3, 1), TPFA{Int64}(94, 4, 1), TPFA{Int64}(95, 5, 1), TPFA{Int64}(96, 6, 1), TPFA{Int64}(97, 7, 1), TPFA{Int64}(98, 8, 1), TPFA{Int64}(99, 9, 1), TPFA{Int64}(100, 10, 1), TPFA{Int64}(101, 11, 1), TPFA{Int64}(102, 12, 1), TPFA{Int64}(103, 13, 1), TPFA{Int64}(104, 14, 1), TPFA{Int64}(105, 15, 1), TPFA{Int64}(106, 16, 1), TPFA{Int64}(107, 17, 1), TPFA{Int64}(108, 18, 1), TPFA{Int64}(109, 19, 1), TPFA{Int64}(110, 20, 1), TPFA{Int64}(111, 21, 1), TPFA{Int64}(112, 22, 1), TPFA{Int64}(113, 23, 1), TPFA{Int64}(114, 24, 1), TPFA{Int64}(115, 25, 1), TPFA{Int64}(116, 26, 1), TPFA{Int64}(117, 27, 1), TPFA{Int64}(118, 28, 1), TPFA{Int64}(119, 29, 1), TPFA{Int64}(120, 30, 1), TPFA{Int64}(121, 31, 1), TPFA{Int64}(122, 32, 1), TPFA{Int64}(123, 33, 1), TPFA{Int64}(124, 34, 1), TPFA{Int64}(125, 35, 1), TPFA{Int64}(126, 36, 1), TPFA{Int64}(127, 37, 1), TPFA{Int64}(128, 38, 1), TPFA{Int64}(129, 39, 1), TPFA{Int64}(130, 40, 1), TPFA{Int64}(131, 41, 1), TPFA{Int64}(132, 42, 1), TPFA{Int64}(133, 43, 1), TPFA{Int64}(134, 44, 1), TPFA{Int64}(135, 45, 1), TPFA{Int64}(136, 46, 1), TPFA{Int64}(137, 47, 1), TPFA{Int64}(138, 48, 1), TPFA{Int64}(139, 49, 1), TPFA{Int64}(140, 50, 1), TPFA{Int64}(141, 51, 1), TPFA{Int64}(142, 52, 1), TPFA{Int64}(143, 53, 1), TPFA{Int64}(144, 54, 1), TPFA{Int64}(145, 55, 1), TPFA{Int64}(146, 56, 1), TPFA{Int64}(147, 57, 1), TPFA{Int64}(148, 58, 1), TPFA{Int64}(149, 59, 1), TPFA{Int64}(150, 60, 1), TPFA{Int64}(151, 61, 1), TPFA{Int64}(152, 62, 1), TPFA{Int64}(153, 63, 1), TPFA{Int64}(154, 64, 1), TPFA{Int64}(155, 65, 1), TPFA{Int64}(156, 66, 1), TPFA{Int64}(157, 67, 1), TPFA{Int64}(158, 68, 1), TPFA{Int64}(159, 69, 1), TPFA{Int64}(160, 70, 1), TPFA{Int64}(161, 71, 1), TPFA{Int64}(162, 72, 1), TPFA{Int64}(163, 73, 1), TPFA{Int64}(164, 74, 1), TPFA{Int64}(165, 75, 1), TPFA{Int64}(166, 76, 1), TPFA{Int64}(167, 77, 1), TPFA{Int64}(168, 78, 1), TPFA{Int64}(169, 79, 1), TPFA{Int64}(170, 80, 1), TPFA{Int64}(171, 81, 1), TPFA{Int64}(172, 82, 1), TPFA{Int64}(173, 83, 1), TPFA{Int64}(174, 84, 1), TPFA{Int64}(175, 85, 1), TPFA{Int64}(176, 86, 1), TPFA{Int64}(177, 87, 1), TPFA{Int64}(178, 88, 1), TPFA{Int64}(179, 89, 1), TPFA{Int64}(180, 90, 1), TPFA{Int64}(181, 91, 1), TPFA{Int64}(182, 92, 1), TPFA{Int64}(183, 93, 1), TPFA{Int64}(184, 94, 1), TPFA{Int64}(185, 95, 1), TPFA{Int64}(186, 96, 1), TPFA{Int64}(187, 97, 1), TPFA{Int64}(188, 98, 1), TPFA{Int64}(189, 99, 1), TPFA{Int64}(190, 100, 1), TPFA{Int64}(191, 101, 1), TPFA{Int64}(192, 102, 1), TPFA{Int64}(193, 103, 1), TPFA{Int64}(194, 104, 1), TPFA{Int64}(195, 105, 1), TPFA{Int64}(196, 106, 1), TPFA{Int64}(197, 107, 1), TPFA{Int64}(198, 108, 1), TPFA{Int64}(199, 109, 1), TPFA{Int64}(200, 110, 1), TPFA{Int64}(201, 111, 1), TPFA{Int64}(202, 112, 1), TPFA{Int64}(203, 113, 1), TPFA{Int64}(204, 114, 1), TPFA{Int64}(205, 115, 1), TPFA{Int64}(206, 116, 1), TPFA{Int64}(207, 117, 1), TPFA{Int64}(208, 118, 1), TPFA{Int64}(209, 119, 1), TPFA{Int64}(210, 120, 1), TPFA{Int64}(211, 121, 1), TPFA{Int64}(212, 122, 1), TPFA{Int64}(213, 123, 1), TPFA{Int64}(214, 124, 1), TPFA{Int64}(215, 125, 1), TPFA{Int64}(216, 126, 1), TPFA{Int64}(217, 127, 1), TPFA{Int64}(218, 128, 1), TPFA{Int64}(219, 129, 1), TPFA{Int64}(220, 130, 1), TPFA{Int64}(221, 131, 1), TPFA{Int64}(222, 132, 1), TPFA{Int64}(223, 133, 1), TPFA{Int64}(224, 134, 1), TPFA{Int64}(225, 135, 1), TPFA{Int64}(226, 136, 1), TPFA{Int64}(227, 137, 1), TPFA{Int64}(228, 138, 1), TPFA{Int64}(229, 139, 1), TPFA{Int64}(230, 140, 1), TPFA{Int64}(231, 141, 1), TPFA{Int64}(232, 142, 1), TPFA{Int64}(233, 143, 1), TPFA{Int64}(234, 144, 1), TPFA{Int64}(235, 145, 1), TPFA{Int64}(236, 146, 1), TPFA{Int64}(237, 147, 1), TPFA{Int64}(238, 148, 1), TPFA{Int64}(239, 149, 1), TPFA{Int64}(240, 150, 1), TPFA{Int64}(241, 151, 1), TPFA{Int64}(242, 152, 1), TPFA{Int64}(243, 153, 1), TPFA{Int64}(244, 154, 1), TPFA{Int64}(245, 155, 1), TPFA{Int64}(246, 156, 1), TPFA{Int64}(247, 157, 1), TPFA{Int64}(248, 158, 1), TPFA{Int64}(249, 159, 1), TPFA{Int64}(250, 160, 1), TPFA{Int64}(251, 161, 1), TPFA{Int64}(252, 162, 1), TPFA{Int64}(253, 163, 1), TPFA{Int64}(254, 164, 1), TPFA{Int64}(255, 165, 1), TPFA{Int64}(256, 166, 1), TPFA{Int64}(257, 167, 1), TPFA{Int64}(258, 168, 1), TPFA{Int64}(259, 169, 1), TPFA{Int64}(260, 170, 1), TPFA{Int64}(261, 171, 1), TPFA{Int64}(262, 172, 1), TPFA{Int64}(263, 173, 1), TPFA{Int64}(264, 174, 1), TPFA{Int64}(265, 175, 1), TPFA{Int64}(266, 176, 1), TPFA{Int64}(267, 177, 1), TPFA{Int64}(268, 178, 1), TPFA{Int64}(269, 179, 1), TPFA{Int64}(270, 180, 1), TPFA{Int64}(271, 181, 1), TPFA{Int64}(272, 182, 1), TPFA{Int64}(273, 183, 1), TPFA{Int64}(274, 184, 1), TPFA{Int64}(275, 185, 1), TPFA{Int64}(276, 186, 1), TPFA{Int64}(277, 187, 1), TPFA{Int64}(278, 188, 1), TPFA{Int64}(279, 189, 1), TPFA{Int64}(280, 190, 1), TPFA{Int64}(281, 191, 1), TPFA{Int64}(282, 192, 1), TPFA{Int64}(283, 193, 1), TPFA{Int64}(284, 194, 1), TPFA{Int64}(285, 195, 1), TPFA{Int64}(286, 196, 1), TPFA{Int64}(287, 197, 1), TPFA{Int64}(288, 198, 1), TPFA{Int64}(289, 199, 1), TPFA{Int64}(290, 200, 1), TPFA{Int64}(291, 201, 1), TPFA{Int64}(292, 202, 1), TPFA{Int64}(293, 203, 1), TPFA{Int64}(294, 204, 1), TPFA{Int64}(295, 205, 1), TPFA{Int64}(296, 206, 1), TPFA{Int64}(297, 207, 1), TPFA{Int64}(298, 208, 1), TPFA{Int64}(299, 209, 1), TPFA{Int64}(300, 210, 1), TPFA{Int64}(301, 211, 1), TPFA{Int64}(302, 212, 1), TPFA{Int64}(303, 213, 1), TPFA{Int64}(304, 214, 1), TPFA{Int64}(305, 215, 1), TPFA{Int64}(306, 216, 1), TPFA{Int64}(307, 217, 1), TPFA{Int64}(308, 218, 1), TPFA{Int64}(309, 219, 1), TPFA{Int64}(310, 220, 1), TPFA{Int64}(311, 221, 1), TPFA{Int64}(312, 222, 1), TPFA{Int64}(313, 223, 1), TPFA{Int64}(314, 224, 1), TPFA{Int64}(315, 225, 1), TPFA{Int64}(316, 226, 1), TPFA{Int64}(317, 227, 1), TPFA{Int64}(318, 228, 1), TPFA{Int64}(319, 229, 1), TPFA{Int64}(320, 230, 1), TPFA{Int64}(321, 231, 1), TPFA{Int64}(322, 232, 1), TPFA{Int64}(323, 233, 1), TPFA{Int64}(324, 234, 1), TPFA{Int64}(325, 235, 1), TPFA{Int64}(326, 236, 1), TPFA{Int64}(327, 237, 1), TPFA{Int64}(328, 238, 1), TPFA{Int64}(329, 239, 1), TPFA{Int64}(330, 240, 1), TPFA{Int64}(331, 241, 1), TPFA{Int64}(332, 242, 1), TPFA{Int64}(333, 243, 1), TPFA{Int64}(334, 244, 1), TPFA{Int64}(335, 245, 1), TPFA{Int64}(336, 246, 1), TPFA{Int64}(337, 247, 1), TPFA{Int64}(338, 248, 1), TPFA{Int64}(339, 249, 1), TPFA{Int64}(340, 250, 1), TPFA{Int64}(341, 251, 1), TPFA{Int64}(342, 252, 1), TPFA{Int64}(343, 253, 1), TPFA{Int64}(344, 254, 1), TPFA{Int64}(345, 255, 1), TPFA{Int64}(346, 256, 1), TPFA{Int64}(347, 257, 1), TPFA{Int64}(348, 258, 1), TPFA{Int64}(349, 259, 1), TPFA{Int64}(350, 260, 1), TPFA{Int64}(351, 261, 1), TPFA{Int64}(352, 262, 1), TPFA{Int64}(353, 263, 1), TPFA{Int64}(354, 264, 1), TPFA{Int64}(355, 265, 1), TPFA{Int64}(356, 266, 1), TPFA{Int64}(357, 267, 1), TPFA{Int64}(358, 268, 1), TPFA{Int64}(359, 269, 1), TPFA{Int64}(360, 270, 1), TPFA{Int64}(361, 271, 1), TPFA{Int64}(362, 272, 1), TPFA{Int64}(363, 273, 1), TPFA{Int64}(364, 274, 1), TPFA{Int64}(365, 275, 1), TPFA{Int64}(366, 276, 1), TPFA{Int64}(367, 277, 1), TPFA{Int64}(368, 278, 1), TPFA{Int64}(369, 279, 1), TPFA{Int64}(370, 280, 1), TPFA{Int64}(371, 281, 1), TPFA{Int64}(372, 282, 1), TPFA{Int64}(373, 283, 1), TPFA{Int64}(374, 284, 1), TPFA{Int64}(375, 285, 1), TPFA{Int64}(376, 286, 1), TPFA{Int64}(377, 287, 1), TPFA{Int64}(378, 288, 1), TPFA{Int64}(379, 289, 1), TPFA{Int64}(380, 290, 1), TPFA{Int64}(381, 291, 1), TPFA{Int64}(382, 292, 1), TPFA{Int64}(383, 293, 1), TPFA{Int64}(384, 294, 1), TPFA{Int64}(385, 295, 1), TPFA{Int64}(386, 296, 1), TPFA{Int64}(387, 297, 1), TPFA{Int64}(388, 298, 1), TPFA{Int64}(389, 299, 1), TPFA{Int64}(390, 300, 1), TPFA{Int64}(391, 301, 1), TPFA{Int64}(392, 302, 1), TPFA{Int64}(393, 303, 1), TPFA{Int64}(394, 304, 1), TPFA{Int64}(395, 305, 1), TPFA{Int64}(396, 306, 1), TPFA{Int64}(397, 307, 1), TPFA{Int64}(398, 308, 1), TPFA{Int64}(399, 309, 1), TPFA{Int64}(400, 310, 1), TPFA{Int64}(401, 311, 1), TPFA{Int64}(402, 312, 1), TPFA{Int64}(403, 313, 1), TPFA{Int64}(404, 314, 1), TPFA{Int64}(405, 315, 1), TPFA{Int64}(406, 316, 1), TPFA{Int64}(407, 317, 1), TPFA{Int64}(408, 318, 1), TPFA{Int64}(409, 319, 1), TPFA{Int64}(410, 320, 1), TPFA{Int64}(411, 321, 1), TPFA{Int64}(412, 322, 1), TPFA{Int64}(413, 323, 1), TPFA{Int64}(414, 324, 1), TPFA{Int64}(415, 325, 1), TPFA{Int64}(416, 326, 1), TPFA{Int64}(417, 327, 1), TPFA{Int64}(418, 328, 1), TPFA{Int64}(419, 329, 1), TPFA{Int64}(420, 330, 1), TPFA{Int64}(421, 331, 1), TPFA{Int64}(422, 332, 1), TPFA{Int64}(423, 333, 1), TPFA{Int64}(424, 334, 1), TPFA{Int64}(425, 335, 1), TPFA{Int64}(426, 336, 1), TPFA{Int64}(427, 337, 1), TPFA{Int64}(428, 338, 1), TPFA{Int64}(429, 339, 1), TPFA{Int64}(430, 340, 1), TPFA{Int64}(431, 341, 1), TPFA{Int64}(432, 342, 1), TPFA{Int64}(433, 343, 1), TPFA{Int64}(434, 344, 1), TPFA{Int64}(435, 345, 1), TPFA{Int64}(436, 346, 1), TPFA{Int64}(437, 347, 1), TPFA{Int64}(438, 348, 1), TPFA{Int64}(439, 349, 1), TPFA{Int64}(440, 350, 1), TPFA{Int64}(441, 351, 1), TPFA{Int64}(442, 352, 1), TPFA{Int64}(443, 353, 1), TPFA{Int64}(444, 354, 1), TPFA{Int64}(445, 355, 1), TPFA{Int64}(446, 356, 1), TPFA{Int64}(447, 357, 1), TPFA{Int64}(448, 358, 1), TPFA{Int64}(449, 359, 1), TPFA{Int64}(450, 360, 1), TPFA{Int64}(451, 361, 1), TPFA{Int64}(452, 362, 1), TPFA{Int64}(453, 363, 1), TPFA{Int64}(454, 364, 1), TPFA{Int64}(455, 365, 1), TPFA{Int64}(456, 366, 1), TPFA{Int64}(457, 367, 1), TPFA{Int64}(458, 368, 1), TPFA{Int64}(459, 369, 1), TPFA{Int64}(460, 370, 1), TPFA{Int64}(461, 371, 1), TPFA{Int64}(462, 372, 1), TPFA{Int64}(463, 373, 1), TPFA{Int64}(464, 374, 1), TPFA{Int64}(465, 375, 1), TPFA{Int64}(466, 376, 1), TPFA{Int64}(467, 377, 1), TPFA{Int64}(468, 378, 1), TPFA{Int64}(469, 379, 1), TPFA{Int64}(470, 380, 1), TPFA{Int64}(471, 381, 1), TPFA{Int64}(472, 382, 1), TPFA{Int64}(473, 383, 1), TPFA{Int64}(474, 384, 1), TPFA{Int64}(475, 385, 1), TPFA{Int64}(476, 386, 1), TPFA{Int64}(477, 387, 1), TPFA{Int64}(478, 388, 1), TPFA{Int64}(479, 389, 1), TPFA{Int64}(480, 390, 1), TPFA{Int64}(481, 391, 1), TPFA{Int64}(482, 392, 1), TPFA{Int64}(483, 393, 1), TPFA{Int64}(484, 394, 1), TPFA{Int64}(485, 395, 1), TPFA{Int64}(486, 396, 1), TPFA{Int64}(487, 397, 1), TPFA{Int64}(488, 398, 1), TPFA{Int64}(489, 399, 1), TPFA{Int64}(490, 400, 1), TPFA{Int64}(491, 401, 1), TPFA{Int64}(492, 402, 1), TPFA{Int64}(493, 403, 1), TPFA{Int64}(494, 404, 1), TPFA{Int64}(495, 405, 1), TPFA{Int64}(496, 406, 1), TPFA{Int64}(497, 407, 1), TPFA{Int64}(498, 408, 1), TPFA{Int64}(499, 409, 1), TPFA{Int64}(500, 410, 1), TPFA{Int64}(501, 411, 1), TPFA{Int64}(502, 412, 1), TPFA{Int64}(503, 413, 1), TPFA{Int64}(504, 414, 1), TPFA{Int64}(505, 415, 1), TPFA{Int64}(506, 416, 1), TPFA{Int64}(507, 417, 1), TPFA{Int64}(508, 418, 1), TPFA{Int64}(509, 419, 1), TPFA{Int64}(510, 420, 1), TPFA{Int64}(511, 421, 1), TPFA{Int64}(512, 422, 1), TPFA{Int64}(513, 423, 1), TPFA{Int64}(514, 424, 1), TPFA{Int64}(515, 425, 1), TPFA{Int64}(516, 426, 1), TPFA{Int64}(517, 427, 1), TPFA{Int64}(518, 428, 1), TPFA{Int64}(519, 429, 1), TPFA{Int64}(520, 430, 1), TPFA{Int64}(521, 431, 1), TPFA{Int64}(522, 432, 1), TPFA{Int64}(523, 433, 1), TPFA{Int64}(524, 434, 1), TPFA{Int64}(525, 435, 1), TPFA{Int64}(526, 436, 1), TPFA{Int64}(527, 437, 1), TPFA{Int64}(528, 438, 1), TPFA{Int64}(529, 439, 1), TPFA{Int64}(530, 440, 1), TPFA{Int64}(531, 441, 1), TPFA{Int64}(532, 442, 1), TPFA{Int64}(533, 443, 1), TPFA{Int64}(534, 444, 1), TPFA{Int64}(535, 445, 1), TPFA{Int64}(536, 446, 1), TPFA{Int64}(537, 447, 1), TPFA{Int64}(538, 448, 1), TPFA{Int64}(539, 449, 1), TPFA{Int64}(540, 450, 1), TPFA{Int64}(541, 451, 1), TPFA{Int64}(542, 452, 1), TPFA{Int64}(543, 453, 1), TPFA{Int64}(544, 454, 1), TPFA{Int64}(545, 455, 1), TPFA{Int64}(546, 456, 1), TPFA{Int64}(547, 457, 1), TPFA{Int64}(548, 458, 1), TPFA{Int64}(549, 459, 1), TPFA{Int64}(550, 460, 1), TPFA{Int64}(551, 461, 1), TPFA{Int64}(552, 462, 1), TPFA{Int64}(553, 463, 1), TPFA{Int64}(554, 464, 1), TPFA{Int64}(555, 465, 1), TPFA{Int64}(556, 466, 1), TPFA{Int64}(557, 467, 1), TPFA{Int64}(558, 468, 1), TPFA{Int64}(559, 469, 1), TPFA{Int64}(560, 470, 1), TPFA{Int64}(561, 471, 1), TPFA{Int64}(562, 472, 1), TPFA{Int64}(563, 473, 1), TPFA{Int64}(564, 474, 1), TPFA{Int64}(565, 475, 1), TPFA{Int64}(566, 476, 1), TPFA{Int64}(567, 477, 1), TPFA{Int64}(568, 478, 1), TPFA{Int64}(569, 479, 1), TPFA{Int64}(570, 480, 1), TPFA{Int64}(571, 481, 1), TPFA{Int64}(572, 482, 1), TPFA{Int64}(573, 483, 1), TPFA{Int64}(574, 484, 1), TPFA{Int64}(575, 485, 1), TPFA{Int64}(576, 486, 1), TPFA{Int64}(577, 487, 1), TPFA{Int64}(578, 488, 1), TPFA{Int64}(579, 489, 1), TPFA{Int64}(580, 490, 1), TPFA{Int64}(581, 491, 1), TPFA{Int64}(582, 492, 1), TPFA{Int64}(583, 493, 1), TPFA{Int64}(584, 494, 1), TPFA{Int64}(585, 495, 1), TPFA{Int64}(586, 496, 1), TPFA{Int64}(587, 497, 1), TPFA{Int64}(588, 498, 1), TPFA{Int64}(589, 499, 1), TPFA{Int64}(590, 500, 1), TPFA{Int64}(591, 501, 1), TPFA{Int64}(592, 502, 1), TPFA{Int64}(593, 503, 1), TPFA{Int64}(594, 504, 1), TPFA{Int64}(595, 505, 1), TPFA{Int64}(596, 506, 1), TPFA{Int64}(597, 507, 1), TPFA{Int64}(598, 508, 1), TPFA{Int64}(599, 509, 1), TPFA{Int64}(600, 510, 1), TPFA{Int64}(601, 511, 1), TPFA{Int64}(602, 512, 1), TPFA{Int64}(603, 513, 1), TPFA{Int64}(604, 514, 1), TPFA{Int64}(605, 515, 1), TPFA{Int64}(606, 516, 1), TPFA{Int64}(607, 517, 1), TPFA{Int64}(608, 518, 1), TPFA{Int64}(609, 519, 1), TPFA{Int64}(610, 520, 1), TPFA{Int64}(611, 521, 1), TPFA{Int64}(612, 522, 1), TPFA{Int64}(613, 523, 1), TPFA{Int64}(614, 524, 1), TPFA{Int64}(615, 525, 1), TPFA{Int64}(616, 526, 1), TPFA{Int64}(617, 527, 1), TPFA{Int64}(618, 528, 1), TPFA{Int64}(619, 529, 1), TPFA{Int64}(620, 530, 1), TPFA{Int64}(621, 531, 1), TPFA{Int64}(622, 532, 1), TPFA{Int64}(623, 533, 1), TPFA{Int64}(624, 534, 1), TPFA{Int64}(625, 535, 1), TPFA{Int64}(626, 536, 1), TPFA{Int64}(627, 537, 1), TPFA{Int64}(628, 538, 1), TPFA{Int64}(629, 539, 1), TPFA{Int64}(630, 540, 1), TPFA{Int64}(631, 541, 1), TPFA{Int64}(632, 542, 1), TPFA{Int64}(633, 543, 1), TPFA{Int64}(634, 544, 1), TPFA{Int64}(635, 545, 1), TPFA{Int64}(636, 546, 1), TPFA{Int64}(637, 547, 1), TPFA{Int64}(638, 548, 1), TPFA{Int64}(639, 549, 1), TPFA{Int64}(640, 550, 1), TPFA{Int64}(641, 551, 1), TPFA{Int64}(642, 552, 1), TPFA{Int64}(643, 553, 1), TPFA{Int64}(644, 554, 1), TPFA{Int64}(645, 555, 1), TPFA{Int64}(646, 556, 1), TPFA{Int64}(647, 557, 1), TPFA{Int64}(648, 558, 1), TPFA{Int64}(649, 559, 1), TPFA{Int64}(650, 560, 1), TPFA{Int64}(651, 561, 1), TPFA{Int64}(652, 562, 1), TPFA{Int64}(653, 563, 1), TPFA{Int64}(654, 564, 1), TPFA{Int64}(655, 565, 1), TPFA{Int64}(656, 566, 1), TPFA{Int64}(657, 567, 1), TPFA{Int64}(658, 568, 1), TPFA{Int64}(659, 569, 1), TPFA{Int64}(660, 570, 1), TPFA{Int64}(661, 571, 1), TPFA{Int64}(662, 572, 1), TPFA{Int64}(663, 573, 1), TPFA{Int64}(664, 574, 1), TPFA{Int64}(665, 575, 1), TPFA{Int64}(666, 576, 1), TPFA{Int64}(667, 577, 1), TPFA{Int64}(668, 578, 1), TPFA{Int64}(669, 579, 1), TPFA{Int64}(670, 580, 1), TPFA{Int64}(671, 581, 1), TPFA{Int64}(672, 582, 1), TPFA{Int64}(673, 583, 1), TPFA{Int64}(674, 584, 1), TPFA{Int64}(675, 585, 1), TPFA{Int64}(676, 586, 1), TPFA{Int64}(677, 587, 1), TPFA{Int64}(678, 588, 1), TPFA{Int64}(679, 589, 1), TPFA{Int64}(680, 590, 1), TPFA{Int64}(681, 591, 1), TPFA{Int64}(682, 592, 1), TPFA{Int64}(683, 593, 1), TPFA{Int64}(684, 594, 1), TPFA{Int64}(685, 595, 1), TPFA{Int64}(686, 596, 1), TPFA{Int64}(687, 597, 1), TPFA{Int64}(688, 598, 1), TPFA{Int64}(689, 599, 1), TPFA{Int64}(690, 600, 1), TPFA{Int64}(691, 601, 1), TPFA{Int64}(692, 602, 1), TPFA{Int64}(693, 603, 1), TPFA{Int64}(694, 604, 1), TPFA{Int64}(695, 605, 1), TPFA{Int64}(696, 606, 1), TPFA{Int64}(697, 607, 1), TPFA{Int64}(698, 608, 1), TPFA{Int64}(699, 609, 1), TPFA{Int64}(700, 610, 1), TPFA{Int64}(701, 611, 1), TPFA{Int64}(702, 612, 1), TPFA{Int64}(703, 613, 1), TPFA{Int64}(704, 614, 1), TPFA{Int64}(705, 615, 1), TPFA{Int64}(706, 616, 1), TPFA{Int64}(707, 617, 1), TPFA{Int64}(708, 618, 1), TPFA{Int64}(709, 619, 1), TPFA{Int64}(710, 620, 1), TPFA{Int64}(711, 621, 1), TPFA{Int64}(712, 622, 1), TPFA{Int64}(713, 623, 1), TPFA{Int64}(714, 624, 1), TPFA{Int64}(715, 625, 1), TPFA{Int64}(716, 626, 1), TPFA{Int64}(717, 627, 1), TPFA{Int64}(718, 628, 1), TPFA{Int64}(719, 629, 1), TPFA{Int64}(720, 630, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(6, 7, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(9, 10, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(15, 16, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(18, 19, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(24, 25, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(27, 28, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(33, 34, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(36, 37, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(42, 43, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(45, 46, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(51, 52, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(54, 55, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(60, 61, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(63, 64, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(69, 70, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(72, 73, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(78, 79, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(81, 82, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(87, 88, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(96, 97, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(99, 100, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(105, 106, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(108, 109, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(114, 115, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(117, 118, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(123, 124, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(126, 127, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(132, 133, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(135, 136, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(141, 142, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(144, 145, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(150, 151, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(153, 154, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(159, 160, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(162, 163, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(168, 169, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(171, 172, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(177, 178, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(186, 187, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(189, 190, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(195, 196, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(198, 199, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(204, 205, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(207, 208, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(213, 214, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(216, 217, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(222, 223, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(225, 226, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(231, 232, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(234, 235, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(240, 241, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(243, 244, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(249, 250, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(252, 253, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(258, 259, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(261, 262, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(267, 268, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(276, 277, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(279, 280, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(285, 286, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(288, 289, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(294, 295, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(297, 298, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(303, 304, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(306, 307, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(312, 313, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(315, 316, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(321, 322, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(324, 325, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(330, 331, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(333, 334, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(339, 340, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(342, 343, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(348, 349, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(351, 352, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(357, 358, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(366, 367, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(369, 370, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(375, 376, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(378, 379, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(384, 385, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(387, 388, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(393, 394, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(396, 397, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(402, 403, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(405, 406, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(411, 412, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(414, 415, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(420, 421, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(423, 424, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(429, 430, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(432, 433, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(438, 439, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(441, 442, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(447, 448, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(456, 457, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(459, 460, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(465, 466, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(468, 469, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(474, 475, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(477, 478, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(481, 482, 1), TPFA{Int64}(482, 483, 1), TPFA{Int64}(483, 484, 1), TPFA{Int64}(484, 485, 1), TPFA{Int64}(485, 486, 1), TPFA{Int64}(486, 487, 1), TPFA{Int64}(487, 488, 1), TPFA{Int64}(488, 489, 1), TPFA{Int64}(490, 491, 1), TPFA{Int64}(491, 492, 1), TPFA{Int64}(492, 493, 1), TPFA{Int64}(493, 494, 1), TPFA{Int64}(494, 495, 1), TPFA{Int64}(495, 496, 1), TPFA{Int64}(496, 497, 1), TPFA{Int64}(497, 498, 1), TPFA{Int64}(499, 500, 1), TPFA{Int64}(500, 501, 1), TPFA{Int64}(501, 502, 1), TPFA{Int64}(502, 503, 1), TPFA{Int64}(503, 504, 1), TPFA{Int64}(504, 505, 1), TPFA{Int64}(505, 506, 1), TPFA{Int64}(506, 507, 1), TPFA{Int64}(508, 509, 1), TPFA{Int64}(509, 510, 1), TPFA{Int64}(510, 511, 1), TPFA{Int64}(511, 512, 1), TPFA{Int64}(512, 513, 1), TPFA{Int64}(513, 514, 1), TPFA{Int64}(514, 515, 1), TPFA{Int64}(515, 516, 1), TPFA{Int64}(517, 518, 1), TPFA{Int64}(518, 519, 1), TPFA{Int64}(519, 520, 1), TPFA{Int64}(520, 521, 1), TPFA{Int64}(521, 522, 1), TPFA{Int64}(522, 523, 1), TPFA{Int64}(523, 524, 1), TPFA{Int64}(524, 525, 1), TPFA{Int64}(526, 527, 1), TPFA{Int64}(527, 528, 1), TPFA{Int64}(528, 529, 1), TPFA{Int64}(529, 530, 1), TPFA{Int64}(530, 531, 1), TPFA{Int64}(531, 532, 1), TPFA{Int64}(532, 533, 1), TPFA{Int64}(533, 534, 1), TPFA{Int64}(535, 536, 1), TPFA{Int64}(536, 537, 1), TPFA{Int64}(537, 538, 1), TPFA{Int64}(538, 539, 1), TPFA{Int64}(539, 540, 1), TPFA{Int64}(541, 542, 1), TPFA{Int64}(542, 543, 1), TPFA{Int64}(544, 545, 1), TPFA{Int64}(545, 546, 1), TPFA{Int64}(546, 547, 1), TPFA{Int64}(547, 548, 1), TPFA{Int64}(548, 549, 1), TPFA{Int64}(549, 550, 1), TPFA{Int64}(550, 551, 1), TPFA{Int64}(551, 552, 1), TPFA{Int64}(553, 554, 1), TPFA{Int64}(554, 555, 1), TPFA{Int64}(555, 556, 1), TPFA{Int64}(556, 557, 1), TPFA{Int64}(557, 558, 1), TPFA{Int64}(558, 559, 1), TPFA{Int64}(559, 560, 1), TPFA{Int64}(560, 561, 1), TPFA{Int64}(562, 563, 1), TPFA{Int64}(563, 564, 1), TPFA{Int64}(564, 565, 1), TPFA{Int64}(565, 566, 1), TPFA{Int64}(566, 567, 1), TPFA{Int64}(567, 568, 1), TPFA{Int64}(568, 569, 1), TPFA{Int64}(569, 570, 1), TPFA{Int64}(571, 572, 1), TPFA{Int64}(572, 573, 1), TPFA{Int64}(573, 574, 1), TPFA{Int64}(574, 575, 1), TPFA{Int64}(575, 576, 1), TPFA{Int64}(576, 577, 1), TPFA{Int64}(577, 578, 1), TPFA{Int64}(578, 579, 1), TPFA{Int64}(580, 581, 1), TPFA{Int64}(581, 582, 1), TPFA{Int64}(582, 583, 1), TPFA{Int64}(583, 584, 1), TPFA{Int64}(584, 585, 1), TPFA{Int64}(585, 586, 1), TPFA{Int64}(586, 587, 1), TPFA{Int64}(587, 588, 1), TPFA{Int64}(589, 590, 1), TPFA{Int64}(590, 591, 1), TPFA{Int64}(591, 592, 1), TPFA{Int64}(592, 593, 1), TPFA{Int64}(593, 594, 1), TPFA{Int64}(594, 595, 1), TPFA{Int64}(595, 596, 1), TPFA{Int64}(596, 597, 1), TPFA{Int64}(598, 599, 1), TPFA{Int64}(599, 600, 1), TPFA{Int64}(600, 601, 1), TPFA{Int64}(601, 602, 1), TPFA{Int64}(602, 603, 1), TPFA{Int64}(603, 604, 1), TPFA{Int64}(604, 605, 1), TPFA{Int64}(605, 606, 1), TPFA{Int64}(607, 608, 1), TPFA{Int64}(608, 609, 1), TPFA{Int64}(609, 610, 1), TPFA{Int64}(610, 611, 1), TPFA{Int64}(611, 612, 1), TPFA{Int64}(612, 613, 1), TPFA{Int64}(613, 614, 1), TPFA{Int64}(614, 615, 1), TPFA{Int64}(616, 617, 1), TPFA{Int64}(617, 618, 1), TPFA{Int64}(618, 619, 1), TPFA{Int64}(619, 620, 1), TPFA{Int64}(620, 621, 1), TPFA{Int64}(621, 622, 1), TPFA{Int64}(622, 623, 1), TPFA{Int64}(623, 624, 1), TPFA{Int64}(625, 626, 1), TPFA{Int64}(626, 627, 1), TPFA{Int64}(627, 628, 1), TPFA{Int64}(628, 629, 1), TPFA{Int64}(629, 630, 1), TPFA{Int64}(631, 632, 1), TPFA{Int64}(632, 633, 1), TPFA{Int64}(634, 635, 1), TPFA{Int64}(635, 636, 1), TPFA{Int64}(636, 637, 1), TPFA{Int64}(637, 638, 1), TPFA{Int64}(638, 639, 1), TPFA{Int64}(639, 640, 1), TPFA{Int64}(640, 641, 1), TPFA{Int64}(641, 642, 1), TPFA{Int64}(643, 644, 1), TPFA{Int64}(644, 645, 1), TPFA{Int64}(645, 646, 1), TPFA{Int64}(646, 647, 1), TPFA{Int64}(647, 648, 1), TPFA{Int64}(648, 649, 1), TPFA{Int64}(649, 650, 1), TPFA{Int64}(650, 651, 1), TPFA{Int64}(652, 653, 1), TPFA{Int64}(653, 654, 1), TPFA{Int64}(654, 655, 1), TPFA{Int64}(655, 656, 1), TPFA{Int64}(656, 657, 1), TPFA{Int64}(657, 658, 1), TPFA{Int64}(658, 659, 1), TPFA{Int64}(659, 660, 1), TPFA{Int64}(661, 662, 1), TPFA{Int64}(662, 663, 1), TPFA{Int64}(663, 664, 1), TPFA{Int64}(664, 665, 1), TPFA{Int64}(665, 666, 1), TPFA{Int64}(666, 667, 1), TPFA{Int64}(667, 668, 1), TPFA{Int64}(668, 669, 1), TPFA{Int64}(670, 671, 1), TPFA{Int64}(671, 672, 1), TPFA{Int64}(672, 673, 1), TPFA{Int64}(673, 674, 1), TPFA{Int64}(674, 675, 1), TPFA{Int64}(675, 676, 1), TPFA{Int64}(676, 677, 1), TPFA{Int64}(677, 678, 1), TPFA{Int64}(679, 680, 1), TPFA{Int64}(680, 681, 1), TPFA{Int64}(681, 682, 1), TPFA{Int64}(682, 683, 1), TPFA{Int64}(683, 684, 1), TPFA{Int64}(684, 685, 1), TPFA{Int64}(685, 686, 1), TPFA{Int64}(686, 687, 1), TPFA{Int64}(688, 689, 1), TPFA{Int64}(689, 690, 1), TPFA{Int64}(690, 691, 1), TPFA{Int64}(691, 692, 1), TPFA{Int64}(692, 693, 1), TPFA{Int64}(693, 694, 1), TPFA{Int64}(694, 695, 1), TPFA{Int64}(695, 696, 1), TPFA{Int64}(697, 698, 1), TPFA{Int64}(698, 699, 1), TPFA{Int64}(699, 700, 1), TPFA{Int64}(700, 701, 1), TPFA{Int64}(701, 702, 1), TPFA{Int64}(702, 703, 1), TPFA{Int64}(703, 704, 1), TPFA{Int64}(704, 705, 1), TPFA{Int64}(706, 707, 1), TPFA{Int64}(707, 708, 1), TPFA{Int64}(708, 709, 1), TPFA{Int64}(709, 710, 1), TPFA{Int64}(710, 711, 1), TPFA{Int64}(711, 712, 1), TPFA{Int64}(712, 713, 1), TPFA{Int64}(713, 714, 1), TPFA{Int64}(715, 716, 1), TPFA{Int64}(716, 717, 1), TPFA{Int64}(717, 718, 1), TPFA{Int64}(718, 719, 1), TPFA{Int64}(719, 720, 1), TPFA{Int64}(739, 1351, 1), TPFA{Int64}(740, 1352, 1), TPFA{Int64}(741, 1353, 1), TPFA{Int64}(742, 1354, 1), TPFA{Int64}(743, 1355, 1), TPFA{Int64}(744, 1356, 1), TPFA{Int64}(745, 1357, 1), TPFA{Int64}(746, 1358, 1), TPFA{Int64}(747, 1359, 1), TPFA{Int64}(748, 1360, 1), TPFA{Int64}(749, 1361, 1), TPFA{Int64}(750, 1362, 1), TPFA{Int64}(751, 1363, 1), TPFA{Int64}(752, 1364, 1), TPFA{Int64}(753, 1365, 1), TPFA{Int64}(754, 1366, 1), TPFA{Int64}(755, 1367, 1), TPFA{Int64}(756, 1368, 1), TPFA{Int64}(757, 1369, 1), TPFA{Int64}(758, 1370, 1), TPFA{Int64}(759, 1371, 1), TPFA{Int64}(760, 1372, 1), TPFA{Int64}(761, 1373, 1), TPFA{Int64}(762, 1374, 1), TPFA{Int64}(763, 1375, 1), TPFA{Int64}(764, 1376, 1), TPFA{Int64}(765, 1377, 1), TPFA{Int64}(766, 1378, 1), TPFA{Int64}(767, 1379, 1), TPFA{Int64}(768, 1380, 1), TPFA{Int64}(769, 1381, 1), TPFA{Int64}(770, 1382, 1), TPFA{Int64}(771, 1383, 1), TPFA{Int64}(772, 1384, 1), TPFA{Int64}(773, 1385, 1), TPFA{Int64}(774, 1386, 1), TPFA{Int64}(775, 1387, 1), TPFA{Int64}(776, 1388, 1), TPFA{Int64}(777, 1389, 1), TPFA{Int64}(778, 1390, 1), TPFA{Int64}(779, 1391, 1), TPFA{Int64}(780, 1392, 1), TPFA{Int64}(781, 1393, 1), TPFA{Int64}(782, 1394, 1), TPFA{Int64}(783, 1395, 1), TPFA{Int64}(784, 1396, 1), TPFA{Int64}(785, 1397, 1), TPFA{Int64}(786, 1398, 1), TPFA{Int64}(787, 1399, 1), TPFA{Int64}(788, 1400, 1), TPFA{Int64}(789, 1401, 1), TPFA{Int64}(790, 1402, 1), TPFA{Int64}(791, 1403, 1), TPFA{Int64}(792, 1404, 1), TPFA{Int64}(793, 1405, 1), TPFA{Int64}(794, 1406, 1), TPFA{Int64}(795, 1407, 1), TPFA{Int64}(796, 1408, 1), TPFA{Int64}(797, 1409, 1), TPFA{Int64}(798, 1410, 1), TPFA{Int64}(799, 1411, 1), TPFA{Int64}(800, 1412, 1), TPFA{Int64}(801, 1413, 1), TPFA{Int64}(802, 1414, 1), TPFA{Int64}(803, 1415, 1), TPFA{Int64}(804, 1416, 1), TPFA{Int64}(805, 1417, 1), TPFA{Int64}(806, 1418, 1), TPFA{Int64}(807, 1419, 1), TPFA{Int64}(808, 1420, 1), TPFA{Int64}(809, 1421, 1), TPFA{Int64}(810, 1422, 1), TPFA{Int64}(811, 721, 1), TPFA{Int64}(812, 722, 1), TPFA{Int64}(813, 723, 1), TPFA{Int64}(814, 724, 1), TPFA{Int64}(815, 725, 1), TPFA{Int64}(816, 726, 1), TPFA{Int64}(817, 727, 1), TPFA{Int64}(818, 728, 1), TPFA{Int64}(819, 729, 1), TPFA{Int64}(820, 730, 1), TPFA{Int64}(821, 731, 1), TPFA{Int64}(822, 732, 1), TPFA{Int64}(823, 733, 1), TPFA{Int64}(824, 734, 1), TPFA{Int64}(825, 735, 1), TPFA{Int64}(826, 736, 1), TPFA{Int64}(827, 737, 1), TPFA{Int64}(828, 738, 1), TPFA{Int64}(829, 739, 1), TPFA{Int64}(830, 740, 1), TPFA{Int64}(831, 741, 1), TPFA{Int64}(832, 742, 1), TPFA{Int64}(833, 743, 1), TPFA{Int64}(834, 744, 1), TPFA{Int64}(835, 745, 1), TPFA{Int64}(836, 746, 1), TPFA{Int64}(837, 747, 1), TPFA{Int64}(838, 748, 1), TPFA{Int64}(839, 749, 1), TPFA{Int64}(840, 750, 1), TPFA{Int64}(841, 751, 1), TPFA{Int64}(842, 752, 1), TPFA{Int64}(843, 753, 1), TPFA{Int64}(844, 754, 1), TPFA{Int64}(845, 755, 1), TPFA{Int64}(846, 756, 1), TPFA{Int64}(847, 757, 1), TPFA{Int64}(848, 758, 1), TPFA{Int64}(849, 759, 1), TPFA{Int64}(850, 760, 1), TPFA{Int64}(851, 761, 1), TPFA{Int64}(852, 762, 1), TPFA{Int64}(853, 763, 1), TPFA{Int64}(854, 764, 1), TPFA{Int64}(855, 765, 1), TPFA{Int64}(856, 766, 1), TPFA{Int64}(857, 767, 1), TPFA{Int64}(858, 768, 1), TPFA{Int64}(859, 769, 1), TPFA{Int64}(860, 770, 1), TPFA{Int64}(861, 771, 1), TPFA{Int64}(862, 772, 1), TPFA{Int64}(863, 773, 1), TPFA{Int64}(864, 774, 1), TPFA{Int64}(865, 775, 1), TPFA{Int64}(866, 776, 1), TPFA{Int64}(867, 777, 1), TPFA{Int64}(868, 778, 1), TPFA{Int64}(869, 779, 1), TPFA{Int64}(870, 780, 1), TPFA{Int64}(871, 781, 1), TPFA{Int64}(872, 782, 1), TPFA{Int64}(873, 783, 1), TPFA{Int64}(874, 784, 1), TPFA{Int64}(875, 785, 1), TPFA{Int64}(876, 786, 1), TPFA{Int64}(877, 787, 1), TPFA{Int64}(878, 788, 1), TPFA{Int64}(879, 789, 1), TPFA{Int64}(880, 790, 1), TPFA{Int64}(881, 791, 1), TPFA{Int64}(882, 792, 1), TPFA{Int64}(883, 793, 1), TPFA{Int64}(884, 794, 1), TPFA{Int64}(885, 795, 1), TPFA{Int64}(886, 796, 1), TPFA{Int64}(887, 797, 1), TPFA{Int64}(888, 798, 1), TPFA{Int64}(889, 799, 1), TPFA{Int64}(890, 800, 1), TPFA{Int64}(891, 801, 1), TPFA{Int64}(892, 802, 1), TPFA{Int64}(893, 803, 1), TPFA{Int64}(894, 804, 1), TPFA{Int64}(895, 805, 1), TPFA{Int64}(896, 806, 1), TPFA{Int64}(897, 807, 1), TPFA{Int64}(898, 808, 1), TPFA{Int64}(899, 809, 1), TPFA{Int64}(900, 810, 1), TPFA{Int64}(901, 811, 1), TPFA{Int64}(902, 812, 1), TPFA{Int64}(903, 813, 1), TPFA{Int64}(904, 814, 1), TPFA{Int64}(905, 815, 1), TPFA{Int64}(906, 816, 1), TPFA{Int64}(907, 817, 1), TPFA{Int64}(908, 818, 1), TPFA{Int64}(909, 819, 1), TPFA{Int64}(910, 820, 1), TPFA{Int64}(911, 821, 1), TPFA{Int64}(912, 822, 1), TPFA{Int64}(913, 823, 1), TPFA{Int64}(914, 824, 1), TPFA{Int64}(915, 825, 1), TPFA{Int64}(916, 826, 1), TPFA{Int64}(917, 827, 1), TPFA{Int64}(918, 828, 1), TPFA{Int64}(919, 829, 1), TPFA{Int64}(920, 830, 1), TPFA{Int64}(921, 831, 1), TPFA{Int64}(922, 832, 1), TPFA{Int64}(923, 833, 1), TPFA{Int64}(924, 834, 1), TPFA{Int64}(925, 835, 1), TPFA{Int64}(926, 836, 1), TPFA{Int64}(927, 837, 1), TPFA{Int64}(928, 838, 1), TPFA{Int64}(929, 839, 1), TPFA{Int64}(930, 840, 1), TPFA{Int64}(931, 841, 1), TPFA{Int64}(932, 842, 1), TPFA{Int64}(933, 843, 1), TPFA{Int64}(934, 844, 1), TPFA{Int64}(935, 845, 1), TPFA{Int64}(936, 846, 1), TPFA{Int64}(937, 847, 1), TPFA{Int64}(938, 848, 1), TPFA{Int64}(939, 849, 1), TPFA{Int64}(940, 850, 1), TPFA{Int64}(941, 851, 1), TPFA{Int64}(942, 852, 1), TPFA{Int64}(943, 853, 1), TPFA{Int64}(944, 854, 1), TPFA{Int64}(945, 855, 1), TPFA{Int64}(946, 856, 1), TPFA{Int64}(947, 857, 1), TPFA{Int64}(948, 858, 1), TPFA{Int64}(949, 859, 1), TPFA{Int64}(950, 860, 1), TPFA{Int64}(951, 861, 1), TPFA{Int64}(952, 862, 1), TPFA{Int64}(953, 863, 1), TPFA{Int64}(954, 864, 1), TPFA{Int64}(955, 865, 1), TPFA{Int64}(956, 866, 1), TPFA{Int64}(957, 867, 1), TPFA{Int64}(958, 868, 1), TPFA{Int64}(959, 869, 1), TPFA{Int64}(960, 870, 1), TPFA{Int64}(961, 871, 1), TPFA{Int64}(962, 872, 1), TPFA{Int64}(963, 873, 1), TPFA{Int64}(964, 874, 1), TPFA{Int64}(965, 875, 1), TPFA{Int64}(966, 876, 1), TPFA{Int64}(967, 877, 1), TPFA{Int64}(968, 878, 1), TPFA{Int64}(969, 879, 1), TPFA{Int64}(970, 880, 1), TPFA{Int64}(971, 881, 1), TPFA{Int64}(972, 882, 1), TPFA{Int64}(973, 883, 1), TPFA{Int64}(974, 884, 1), TPFA{Int64}(975, 885, 1), TPFA{Int64}(976, 886, 1), TPFA{Int64}(977, 887, 1), TPFA{Int64}(978, 888, 1), TPFA{Int64}(979, 889, 1), TPFA{Int64}(980, 890, 1), TPFA{Int64}(981, 891, 1), TPFA{Int64}(982, 892, 1), TPFA{Int64}(983, 893, 1), TPFA{Int64}(984, 894, 1), TPFA{Int64}(985, 895, 1), TPFA{Int64}(986, 896, 1), TPFA{Int64}(987, 897, 1), TPFA{Int64}(988, 898, 1), TPFA{Int64}(989, 899, 1), TPFA{Int64}(990, 900, 1), TPFA{Int64}(991, 901, 1), TPFA{Int64}(992, 902, 1), TPFA{Int64}(993, 903, 1), TPFA{Int64}(994, 904, 1), TPFA{Int64}(995, 905, 1), TPFA{Int64}(996, 906, 1), TPFA{Int64}(997, 907, 1), TPFA{Int64}(998, 908, 1), TPFA{Int64}(999, 909, 1), TPFA{Int64}(1000, 910, 1), TPFA{Int64}(1001, 911, 1), TPFA{Int64}(1002, 912, 1), TPFA{Int64}(1003, 913, 1), TPFA{Int64}(1004, 914, 1), TPFA{Int64}(1005, 915, 1), TPFA{Int64}(1006, 916, 1), TPFA{Int64}(1007, 917, 1), TPFA{Int64}(1008, 918, 1), TPFA{Int64}(1009, 919, 1), TPFA{Int64}(1010, 920, 1), TPFA{Int64}(1011, 921, 1), TPFA{Int64}(1012, 922, 1), TPFA{Int64}(1013, 923, 1), TPFA{Int64}(1014, 924, 1), TPFA{Int64}(1015, 925, 1), TPFA{Int64}(1016, 926, 1), TPFA{Int64}(1017, 927, 1), TPFA{Int64}(1018, 928, 1), TPFA{Int64}(1019, 929, 1), TPFA{Int64}(1020, 930, 1), TPFA{Int64}(1021, 931, 1), TPFA{Int64}(1022, 932, 1), TPFA{Int64}(1023, 933, 1), TPFA{Int64}(1024, 934, 1), TPFA{Int64}(1025, 935, 1), TPFA{Int64}(1026, 936, 1), TPFA{Int64}(1027, 937, 1), TPFA{Int64}(1028, 938, 1), TPFA{Int64}(1029, 939, 1), TPFA{Int64}(1030, 940, 1), TPFA{Int64}(1031, 941, 1), TPFA{Int64}(1032, 942, 1), TPFA{Int64}(1033, 943, 1), TPFA{Int64}(1034, 944, 1), TPFA{Int64}(1035, 945, 1), TPFA{Int64}(1036, 946, 1), TPFA{Int64}(1037, 947, 1), TPFA{Int64}(1038, 948, 1), TPFA{Int64}(1039, 949, 1), TPFA{Int64}(1040, 950, 1), TPFA{Int64}(1041, 951, 1), TPFA{Int64}(1042, 952, 1), TPFA{Int64}(1043, 953, 1), TPFA{Int64}(1044, 954, 1), TPFA{Int64}(1045, 955, 1), TPFA{Int64}(1046, 956, 1), TPFA{Int64}(1047, 957, 1), TPFA{Int64}(1048, 958, 1), TPFA{Int64}(1049, 959, 1), TPFA{Int64}(1050, 960, 1), TPFA{Int64}(1051, 961, 1), TPFA{Int64}(1052, 962, 1), TPFA{Int64}(1053, 963, 1), TPFA{Int64}(1054, 964, 1), TPFA{Int64}(1055, 965, 1), TPFA{Int64}(1056, 966, 1), TPFA{Int64}(1057, 967, 1), TPFA{Int64}(1058, 968, 1), TPFA{Int64}(1059, 969, 1), TPFA{Int64}(1060, 970, 1), TPFA{Int64}(1061, 971, 1), TPFA{Int64}(1062, 972, 1), TPFA{Int64}(1063, 973, 1), TPFA{Int64}(1064, 974, 1), TPFA{Int64}(1065, 975, 1), TPFA{Int64}(1066, 976, 1), TPFA{Int64}(1067, 977, 1), TPFA{Int64}(1068, 978, 1), TPFA{Int64}(1069, 979, 1), TPFA{Int64}(1070, 980, 1), TPFA{Int64}(1071, 981, 1), TPFA{Int64}(1072, 982, 1), TPFA{Int64}(1073, 983, 1), TPFA{Int64}(1074, 984, 1), TPFA{Int64}(1075, 985, 1), TPFA{Int64}(1076, 986, 1), TPFA{Int64}(1077, 987, 1), TPFA{Int64}(1078, 988, 1), TPFA{Int64}(1079, 989, 1), TPFA{Int64}(1080, 990, 1), TPFA{Int64}(1081, 991, 1), TPFA{Int64}(1082, 992, 1), TPFA{Int64}(1083, 993, 1), TPFA{Int64}(1084, 994, 1), TPFA{Int64}(1085, 995, 1), TPFA{Int64}(1086, 996, 1), TPFA{Int64}(1087, 997, 1), TPFA{Int64}(1088, 998, 1), TPFA{Int64}(1089, 999, 1), TPFA{Int64}(1090, 1000, 1), TPFA{Int64}(1091, 1001, 1), TPFA{Int64}(1092, 1002, 1), TPFA{Int64}(1093, 1003, 1), TPFA{Int64}(1094, 1004, 1), TPFA{Int64}(1095, 1005, 1), TPFA{Int64}(1096, 1006, 1), TPFA{Int64}(1097, 1007, 1), TPFA{Int64}(1098, 1008, 1), TPFA{Int64}(1099, 1009, 1), TPFA{Int64}(1100, 1010, 1), TPFA{Int64}(1101, 1011, 1), TPFA{Int64}(1102, 1012, 1), TPFA{Int64}(1103, 1013, 1), TPFA{Int64}(1104, 1014, 1), TPFA{Int64}(1105, 1015, 1), TPFA{Int64}(1106, 1016, 1), TPFA{Int64}(1107, 1017, 1), TPFA{Int64}(1108, 1018, 1), TPFA{Int64}(1109, 1019, 1), TPFA{Int64}(1110, 1020, 1), TPFA{Int64}(1111, 1021, 1), TPFA{Int64}(1112, 1022, 1), TPFA{Int64}(1113, 1023, 1), TPFA{Int64}(1114, 1024, 1), TPFA{Int64}(1115, 1025, 1), TPFA{Int64}(1116, 1026, 1), TPFA{Int64}(1117, 1027, 1), TPFA{Int64}(1118, 1028, 1), TPFA{Int64}(1119, 1029, 1), TPFA{Int64}(1120, 1030, 1), TPFA{Int64}(1121, 1031, 1), TPFA{Int64}(1122, 1032, 1), TPFA{Int64}(1123, 1033, 1), TPFA{Int64}(1124, 1034, 1), TPFA{Int64}(1125, 1035, 1), TPFA{Int64}(1126, 1036, 1), TPFA{Int64}(1127, 1037, 1), TPFA{Int64}(1128, 1038, 1), TPFA{Int64}(1129, 1039, 1), TPFA{Int64}(1130, 1040, 1), TPFA{Int64}(1131, 1041, 1), TPFA{Int64}(1132, 1042, 1), TPFA{Int64}(1133, 1043, 1), TPFA{Int64}(1134, 1044, 1), TPFA{Int64}(1135, 1045, 1), TPFA{Int64}(1136, 1046, 1), TPFA{Int64}(1137, 1047, 1), TPFA{Int64}(1138, 1048, 1), TPFA{Int64}(1139, 1049, 1), TPFA{Int64}(1140, 1050, 1), TPFA{Int64}(1141, 1051, 1), TPFA{Int64}(1142, 1052, 1), TPFA{Int64}(1143, 1053, 1), TPFA{Int64}(1144, 1054, 1), TPFA{Int64}(1145, 1055, 1), TPFA{Int64}(1146, 1056, 1), TPFA{Int64}(1147, 1057, 1), TPFA{Int64}(1148, 1058, 1), TPFA{Int64}(1149, 1059, 1), TPFA{Int64}(1150, 1060, 1), TPFA{Int64}(1151, 1061, 1), TPFA{Int64}(1152, 1062, 1), TPFA{Int64}(1153, 1063, 1), TPFA{Int64}(1154, 1064, 1), TPFA{Int64}(1155, 1065, 1), TPFA{Int64}(1156, 1066, 1), TPFA{Int64}(1157, 1067, 1), TPFA{Int64}(1158, 1068, 1), TPFA{Int64}(1159, 1069, 1), TPFA{Int64}(1160, 1070, 1), TPFA{Int64}(1161, 1071, 1), TPFA{Int64}(1162, 1072, 1), TPFA{Int64}(1163, 1073, 1), TPFA{Int64}(1164, 1074, 1), TPFA{Int64}(1165, 1075, 1), TPFA{Int64}(1166, 1076, 1), TPFA{Int64}(1167, 1077, 1), TPFA{Int64}(1168, 1078, 1), TPFA{Int64}(1169, 1079, 1), TPFA{Int64}(1170, 1080, 1), TPFA{Int64}(1171, 1081, 1), TPFA{Int64}(1172, 1082, 1), TPFA{Int64}(1173, 1083, 1), TPFA{Int64}(1174, 1084, 1), TPFA{Int64}(1175, 1085, 1), TPFA{Int64}(1176, 1086, 1), TPFA{Int64}(1177, 1087, 1), TPFA{Int64}(1178, 1088, 1), TPFA{Int64}(1179, 1089, 1), TPFA{Int64}(1180, 1090, 1), TPFA{Int64}(1181, 1091, 1), TPFA{Int64}(1182, 1092, 1), TPFA{Int64}(1183, 1093, 1), TPFA{Int64}(1184, 1094, 1), TPFA{Int64}(1185, 1095, 1), TPFA{Int64}(1186, 1096, 1), TPFA{Int64}(1187, 1097, 1), TPFA{Int64}(1188, 1098, 1), TPFA{Int64}(1189, 1099, 1), TPFA{Int64}(1190, 1100, 1), TPFA{Int64}(1191, 1101, 1), TPFA{Int64}(1192, 1102, 1), TPFA{Int64}(1193, 1103, 1), TPFA{Int64}(1194, 1104, 1), TPFA{Int64}(1195, 1105, 1), TPFA{Int64}(1196, 1106, 1), TPFA{Int64}(1197, 1107, 1), TPFA{Int64}(1198, 1108, 1), TPFA{Int64}(1199, 1109, 1), TPFA{Int64}(1200, 1110, 1), TPFA{Int64}(1201, 1111, 1), TPFA{Int64}(1202, 1112, 1), TPFA{Int64}(1203, 1113, 1), TPFA{Int64}(1204, 1114, 1), TPFA{Int64}(1205, 1115, 1), TPFA{Int64}(1206, 1116, 1), TPFA{Int64}(1207, 1117, 1), TPFA{Int64}(1208, 1118, 1), TPFA{Int64}(1209, 1119, 1), TPFA{Int64}(1210, 1120, 1), TPFA{Int64}(1211, 1121, 1), TPFA{Int64}(1212, 1122, 1), TPFA{Int64}(1213, 1123, 1), TPFA{Int64}(1214, 1124, 1), TPFA{Int64}(1215, 1125, 1), TPFA{Int64}(1216, 1126, 1), TPFA{Int64}(1217, 1127, 1), TPFA{Int64}(1218, 1128, 1), TPFA{Int64}(1219, 1129, 1), TPFA{Int64}(1220, 1130, 1), TPFA{Int64}(1221, 1131, 1), TPFA{Int64}(1222, 1132, 1), TPFA{Int64}(1223, 1133, 1), TPFA{Int64}(1224, 1134, 1), TPFA{Int64}(1225, 1135, 1), TPFA{Int64}(1226, 1136, 1), TPFA{Int64}(1227, 1137, 1), TPFA{Int64}(1228, 1138, 1), TPFA{Int64}(1229, 1139, 1), TPFA{Int64}(1230, 1140, 1), TPFA{Int64}(1231, 1141, 1), TPFA{Int64}(1232, 1142, 1), TPFA{Int64}(1233, 1143, 1), TPFA{Int64}(1234, 1144, 1), TPFA{Int64}(1235, 1145, 1), TPFA{Int64}(1236, 1146, 1), TPFA{Int64}(1237, 1147, 1), TPFA{Int64}(1238, 1148, 1), TPFA{Int64}(1239, 1149, 1), TPFA{Int64}(1240, 1150, 1), TPFA{Int64}(1241, 1151, 1), TPFA{Int64}(1242, 1152, 1), TPFA{Int64}(1243, 1153, 1), TPFA{Int64}(1244, 1154, 1), TPFA{Int64}(1245, 1155, 1), TPFA{Int64}(1246, 1156, 1), TPFA{Int64}(1247, 1157, 1), TPFA{Int64}(1248, 1158, 1), TPFA{Int64}(1249, 1159, 1), TPFA{Int64}(1250, 1160, 1), TPFA{Int64}(1251, 1161, 1), TPFA{Int64}(1252, 1162, 1), TPFA{Int64}(1253, 1163, 1), TPFA{Int64}(1254, 1164, 1), TPFA{Int64}(1255, 1165, 1), TPFA{Int64}(1256, 1166, 1), TPFA{Int64}(1257, 1167, 1), TPFA{Int64}(1258, 1168, 1), TPFA{Int64}(1259, 1169, 1), TPFA{Int64}(1260, 1170, 1), TPFA{Int64}(1261, 1171, 1), TPFA{Int64}(1262, 1172, 1), TPFA{Int64}(1263, 1173, 1), TPFA{Int64}(1264, 1174, 1), TPFA{Int64}(1265, 1175, 1), TPFA{Int64}(1266, 1176, 1), TPFA{Int64}(1267, 1177, 1), TPFA{Int64}(1268, 1178, 1), TPFA{Int64}(1269, 1179, 1), TPFA{Int64}(1270, 1180, 1), TPFA{Int64}(1271, 1181, 1), TPFA{Int64}(1272, 1182, 1), TPFA{Int64}(1273, 1183, 1), TPFA{Int64}(1274, 1184, 1), TPFA{Int64}(1275, 1185, 1), TPFA{Int64}(1276, 1186, 1), TPFA{Int64}(1277, 1187, 1), TPFA{Int64}(1278, 1188, 1), TPFA{Int64}(1279, 1189, 1), TPFA{Int64}(1280, 1190, 1), TPFA{Int64}(1281, 1191, 1), TPFA{Int64}(1282, 1192, 1), TPFA{Int64}(1283, 1193, 1), TPFA{Int64}(1284, 1194, 1), TPFA{Int64}(1285, 1195, 1), TPFA{Int64}(1286, 1196, 1), TPFA{Int64}(1287, 1197, 1), TPFA{Int64}(1288, 1198, 1), TPFA{Int64}(1289, 1199, 1), TPFA{Int64}(1290, 1200, 1), TPFA{Int64}(1291, 1201, 1), TPFA{Int64}(1292, 1202, 1), TPFA{Int64}(1293, 1203, 1), TPFA{Int64}(1294, 1204, 1), TPFA{Int64}(1295, 1205, 1), TPFA{Int64}(1296, 1206, 1), TPFA{Int64}(1297, 1207, 1), TPFA{Int64}(1298, 1208, 1), TPFA{Int64}(1299, 1209, 1), TPFA{Int64}(1300, 1210, 1), TPFA{Int64}(1301, 1211, 1), TPFA{Int64}(1302, 1212, 1), TPFA{Int64}(1303, 1213, 1), TPFA{Int64}(1304, 1214, 1), TPFA{Int64}(1305, 1215, 1), TPFA{Int64}(1306, 1216, 1), TPFA{Int64}(1307, 1217, 1), TPFA{Int64}(1308, 1218, 1), TPFA{Int64}(1309, 1219, 1), TPFA{Int64}(1310, 1220, 1), TPFA{Int64}(1311, 1221, 1), TPFA{Int64}(1312, 1222, 1), TPFA{Int64}(1313, 1223, 1), TPFA{Int64}(1314, 1224, 1), TPFA{Int64}(1315, 1225, 1), TPFA{Int64}(1316, 1226, 1), TPFA{Int64}(1317, 1227, 1), TPFA{Int64}(1318, 1228, 1), TPFA{Int64}(1319, 1229, 1), TPFA{Int64}(1320, 1230, 1), TPFA{Int64}(1321, 1231, 1), TPFA{Int64}(1322, 1232, 1), TPFA{Int64}(1323, 1233, 1), TPFA{Int64}(1324, 1234, 1), TPFA{Int64}(1325, 1235, 1), TPFA{Int64}(1326, 1236, 1), TPFA{Int64}(1327, 1237, 1), TPFA{Int64}(1328, 1238, 1), TPFA{Int64}(1329, 1239, 1), TPFA{Int64}(1330, 1240, 1), TPFA{Int64}(1331, 1241, 1), TPFA{Int64}(1332, 1242, 1), TPFA{Int64}(1333, 1243, 1), TPFA{Int64}(1334, 1244, 1), TPFA{Int64}(1335, 1245, 1), TPFA{Int64}(1336, 1246, 1), TPFA{Int64}(1337, 1247, 1), TPFA{Int64}(1338, 1248, 1), TPFA{Int64}(1339, 1249, 1), TPFA{Int64}(1340, 1250, 1), TPFA{Int64}(1341, 1251, 1), TPFA{Int64}(1342, 1252, 1), TPFA{Int64}(1343, 1253, 1), TPFA{Int64}(1344, 1254, 1), TPFA{Int64}(1345, 1255, 1), TPFA{Int64}(1346, 1256, 1), TPFA{Int64}(1347, 1257, 1), TPFA{Int64}(1348, 1258, 1), TPFA{Int64}(1349, 1259, 1), TPFA{Int64}(1350, 1260, 1), TPFA{Int64}(1351, 1261, 1), TPFA{Int64}(1352, 1262, 1), TPFA{Int64}(1353, 1263, 1), TPFA{Int64}(1354, 1264, 1), TPFA{Int64}(1355, 1265, 1), TPFA{Int64}(1356, 1266, 1), TPFA{Int64}(1357, 1267, 1), TPFA{Int64}(1358, 1268, 1), TPFA{Int64}(1359, 1269, 1), TPFA{Int64}(1360, 1270, 1), TPFA{Int64}(1361, 1271, 1), TPFA{Int64}(1362, 1272, 1), TPFA{Int64}(1363, 1273, 1), TPFA{Int64}(1364, 1274, 1), TPFA{Int64}(1365, 1275, 1), TPFA{Int64}(1366, 1276, 1), TPFA{Int64}(1367, 1277, 1), TPFA{Int64}(1368, 1278, 1), TPFA{Int64}(1369, 1279, 1), TPFA{Int64}(1370, 1280, 1), TPFA{Int64}(1371, 1281, 1), TPFA{Int64}(1372, 1282, 1), TPFA{Int64}(1373, 1283, 1), TPFA{Int64}(1374, 1284, 1), TPFA{Int64}(1375, 1285, 1), TPFA{Int64}(1376, 1286, 1), TPFA{Int64}(1377, 1287, 1), TPFA{Int64}(1378, 1288, 1), TPFA{Int64}(1379, 1289, 1), TPFA{Int64}(1380, 1290, 1), TPFA{Int64}(1381, 1291, 1), TPFA{Int64}(1382, 1292, 1), TPFA{Int64}(1383, 1293, 1), TPFA{Int64}(1384, 1294, 1), TPFA{Int64}(1385, 1295, 1), TPFA{Int64}(1386, 1296, 1), TPFA{Int64}(1387, 1297, 1), TPFA{Int64}(1388, 1298, 1), TPFA{Int64}(1389, 1299, 1), TPFA{Int64}(1390, 1300, 1), TPFA{Int64}(1391, 1301, 1), TPFA{Int64}(1392, 1302, 1), TPFA{Int64}(1393, 1303, 1), TPFA{Int64}(1394, 1304, 1), TPFA{Int64}(1395, 1305, 1), TPFA{Int64}(1396, 1306, 1), TPFA{Int64}(1397, 1307, 1), TPFA{Int64}(1398, 1308, 1), TPFA{Int64}(1399, 1309, 1), TPFA{Int64}(1400, 1310, 1), TPFA{Int64}(1401, 1311, 1), TPFA{Int64}(1402, 1312, 1), TPFA{Int64}(1403, 1313, 1), TPFA{Int64}(1404, 1314, 1), TPFA{Int64}(1405, 1315, 1), TPFA{Int64}(1406, 1316, 1), TPFA{Int64}(1407, 1317, 1), TPFA{Int64}(1408, 1318, 1), TPFA{Int64}(1409, 1319, 1), TPFA{Int64}(1410, 1320, 1), TPFA{Int64}(1411, 1321, 1), TPFA{Int64}(1412, 1322, 1), TPFA{Int64}(1413, 1323, 1), TPFA{Int64}(1414, 1324, 1), TPFA{Int64}(1415, 1325, 1), TPFA{Int64}(1416, 1326, 1), TPFA{Int64}(1417, 1327, 1), TPFA{Int64}(1418, 1328, 1), TPFA{Int64}(1419, 1329, 1), TPFA{Int64}(1420, 1330, 1), TPFA{Int64}(1421, 1331, 1), TPFA{Int64}(1422, 1332, 1), TPFA{Int64}(1423, 1333, 1), TPFA{Int64}(1424, 1334, 1), TPFA{Int64}(1425, 1335, 1), TPFA{Int64}(1426, 1336, 1), TPFA{Int64}(1427, 1337, 1), TPFA{Int64}(1428, 1338, 1), TPFA{Int64}(1429, 1339, 1), TPFA{Int64}(1430, 1340, 1), TPFA{Int64}(1431, 1341, 1), TPFA{Int64}(1432, 1342, 1), TPFA{Int64}(1433, 1343, 1), TPFA{Int64}(1434, 1344, 1), TPFA{Int64}(1435, 1345, 1), TPFA{Int64}(1436, 1346, 1), TPFA{Int64}(1437, 1347, 1), TPFA{Int64}(1438, 1348, 1), TPFA{Int64}(1439, 1349, 1), TPFA{Int64}(1440, 1350, 1), TPFA{Int64}(721, 722, 1), TPFA{Int64}(722, 723, 1), TPFA{Int64}(724, 725, 1), TPFA{Int64}(725, 726, 1), TPFA{Int64}(726, 727, 1), TPFA{Int64}(727, 728, 1), TPFA{Int64}(728, 729, 1), TPFA{Int64}(729, 730, 1), TPFA{Int64}(730, 731, 1), TPFA{Int64}(731, 732, 1), TPFA{Int64}(733, 734, 1), TPFA{Int64}(734, 735, 1), TPFA{Int64}(735, 736, 1), TPFA{Int64}(736, 737, 1), TPFA{Int64}(737, 738, 1), TPFA{Int64}(738, 739, 1), TPFA{Int64}(739, 740, 1), TPFA{Int64}(740, 741, 1), TPFA{Int64}(742, 743, 1), TPFA{Int64}(743, 744, 1), TPFA{Int64}(744, 745, 1), TPFA{Int64}(745, 746, 1), TPFA{Int64}(746, 747, 1), TPFA{Int64}(747, 748, 1), TPFA{Int64}(748, 749, 1), TPFA{Int64}(749, 750, 1), TPFA{Int64}(751, 752, 1), TPFA{Int64}(752, 753, 1), TPFA{Int64}(753, 754, 1), TPFA{Int64}(754, 755, 1), TPFA{Int64}(755, 756, 1), TPFA{Int64}(756, 757, 1), TPFA{Int64}(757, 758, 1), TPFA{Int64}(758, 759, 1), TPFA{Int64}(760, 761, 1), TPFA{Int64}(761, 762, 1), TPFA{Int64}(762, 763, 1), TPFA{Int64}(763, 764, 1), TPFA{Int64}(764, 765, 1), TPFA{Int64}(765, 766, 1), TPFA{Int64}(766, 767, 1), TPFA{Int64}(767, 768, 1), TPFA{Int64}(769, 770, 1), TPFA{Int64}(770, 771, 1), TPFA{Int64}(771, 772, 1), TPFA{Int64}(772, 773, 1), TPFA{Int64}(773, 774, 1), TPFA{Int64}(774, 775, 1), TPFA{Int64}(775, 776, 1), TPFA{Int64}(776, 777, 1), TPFA{Int64}(778, 779, 1), TPFA{Int64}(779, 780, 1), TPFA{Int64}(780, 781, 1), TPFA{Int64}(781, 782, 1), TPFA{Int64}(782, 783, 1), TPFA{Int64}(783, 784, 1), TPFA{Int64}(784, 785, 1), TPFA{Int64}(785, 786, 1), TPFA{Int64}(787, 788, 1), TPFA{Int64}(788, 789, 1), TPFA{Int64}(789, 790, 1), TPFA{Int64}(790, 791, 1), TPFA{Int64}(791, 792, 1), TPFA{Int64}(792, 793, 1), TPFA{Int64}(793, 794, 1), TPFA{Int64}(794, 795, 1), TPFA{Int64}(796, 797, 1), TPFA{Int64}(797, 798, 1), TPFA{Int64}(798, 799, 1), TPFA{Int64}(799, 800, 1), TPFA{Int64}(800, 801, 1), TPFA{Int64}(801, 802, 1), TPFA{Int64}(802, 803, 1), TPFA{Int64}(803, 804, 1), TPFA{Int64}(805, 806, 1), TPFA{Int64}(806, 807, 1), TPFA{Int64}(807, 808, 1), TPFA{Int64}(808, 809, 1), TPFA{Int64}(809, 810, 1), TPFA{Int64}(811, 812, 1), TPFA{Int64}(812, 813, 1), TPFA{Int64}(814, 815, 1), TPFA{Int64}(815, 816, 1), TPFA{Int64}(816, 817, 1), TPFA{Int64}(817, 818, 1), TPFA{Int64}(818, 819, 1), TPFA{Int64}(819, 820, 1), TPFA{Int64}(820, 821, 1), TPFA{Int64}(821, 822, 1), TPFA{Int64}(823, 824, 1), TPFA{Int64}(824, 825, 1), TPFA{Int64}(825, 826, 1), TPFA{Int64}(826, 827, 1), TPFA{Int64}(827, 828, 1), TPFA{Int64}(828, 829, 1), TPFA{Int64}(829, 830, 1), TPFA{Int64}(830, 831, 1), TPFA{Int64}(832, 833, 1), TPFA{Int64}(833, 834, 1), TPFA{Int64}(834, 835, 1), TPFA{Int64}(835, 836, 1), TPFA{Int64}(836, 837, 1), TPFA{Int64}(837, 838, 1), TPFA{Int64}(838, 839, 1), TPFA{Int64}(839, 840, 1), TPFA{Int64}(841, 842, 1), TPFA{Int64}(842, 843, 1), TPFA{Int64}(843, 844, 1), TPFA{Int64}(844, 845, 1), TPFA{Int64}(845, 846, 1), TPFA{Int64}(846, 847, 1), TPFA{Int64}(847, 848, 1), TPFA{Int64}(848, 849, 1), TPFA{Int64}(850, 851, 1), TPFA{Int64}(851, 852, 1), TPFA{Int64}(852, 853, 1), TPFA{Int64}(853, 854, 1), TPFA{Int64}(854, 855, 1), TPFA{Int64}(855, 856, 1), TPFA{Int64}(856, 857, 1), TPFA{Int64}(857, 858, 1), TPFA{Int64}(859, 860, 1), TPFA{Int64}(860, 861, 1), TPFA{Int64}(861, 862, 1), TPFA{Int64}(862, 863, 1), TPFA{Int64}(863, 864, 1), TPFA{Int64}(864, 865, 1), TPFA{Int64}(865, 866, 1), TPFA{Int64}(866, 867, 1), TPFA{Int64}(868, 869, 1), TPFA{Int64}(869, 870, 1), TPFA{Int64}(870, 871, 1), TPFA{Int64}(871, 872, 1), TPFA{Int64}(872, 873, 1), TPFA{Int64}(873, 874, 1), TPFA{Int64}(874, 875, 1), TPFA{Int64}(875, 876, 1), TPFA{Int64}(877, 878, 1), TPFA{Int64}(878, 879, 1), TPFA{Int64}(879, 880, 1), TPFA{Int64}(880, 881, 1), TPFA{Int64}(881, 882, 1), TPFA{Int64}(882, 883, 1), TPFA{Int64}(883, 884, 1), TPFA{Int64}(884, 885, 1), TPFA{Int64}(886, 887, 1), TPFA{Int64}(887, 888, 1), TPFA{Int64}(888, 889, 1), TPFA{Int64}(889, 890, 1), TPFA{Int64}(890, 891, 1), TPFA{Int64}(891, 892, 1), TPFA{Int64}(892, 893, 1), TPFA{Int64}(893, 894, 1), TPFA{Int64}(895, 896, 1), TPFA{Int64}(896, 897, 1), TPFA{Int64}(897, 898, 1), TPFA{Int64}(898, 899, 1), TPFA{Int64}(899, 900, 1), TPFA{Int64}(901, 902, 1), TPFA{Int64}(902, 903, 1), TPFA{Int64}(904, 905, 1), TPFA{Int64}(905, 906, 1), TPFA{Int64}(906, 907, 1), TPFA{Int64}(907, 908, 1), TPFA{Int64}(908, 909, 1), TPFA{Int64}(909, 910, 1), TPFA{Int64}(910, 911, 1), TPFA{Int64}(911, 912, 1), TPFA{Int64}(913, 914, 1), TPFA{Int64}(914, 915, 1), TPFA{Int64}(915, 916, 1), TPFA{Int64}(916, 917, 1), TPFA{Int64}(917, 918, 1), TPFA{Int64}(918, 919, 1), TPFA{Int64}(919, 920, 1), TPFA{Int64}(920, 921, 1), TPFA{Int64}(922, 923, 1), TPFA{Int64}(923, 924, 1), TPFA{Int64}(924, 925, 1), TPFA{Int64}(925, 926, 1), TPFA{Int64}(926, 927, 1), TPFA{Int64}(927, 928, 1), TPFA{Int64}(928, 929, 1), TPFA{Int64}(929, 930, 1), TPFA{Int64}(931, 932, 1), TPFA{Int64}(932, 933, 1), TPFA{Int64}(933, 934, 1), TPFA{Int64}(934, 935, 1), TPFA{Int64}(935, 936, 1), TPFA{Int64}(936, 937, 1), TPFA{Int64}(937, 938, 1), TPFA{Int64}(938, 939, 1), TPFA{Int64}(940, 941, 1), TPFA{Int64}(941, 942, 1), TPFA{Int64}(942, 943, 1), TPFA{Int64}(943, 944, 1), TPFA{Int64}(944, 945, 1), TPFA{Int64}(945, 946, 1), TPFA{Int64}(946, 947, 1), TPFA{Int64}(947, 948, 1), TPFA{Int64}(949, 950, 1), TPFA{Int64}(950, 951, 1), TPFA{Int64}(951, 952, 1), TPFA{Int64}(952, 953, 1), TPFA{Int64}(953, 954, 1), TPFA{Int64}(954, 955, 1), TPFA{Int64}(955, 956, 1), TPFA{Int64}(956, 957, 1), TPFA{Int64}(958, 959, 1), TPFA{Int64}(959, 960, 1), TPFA{Int64}(960, 961, 1), TPFA{Int64}(961, 962, 1), TPFA{Int64}(962, 963, 1), TPFA{Int64}(963, 964, 1), TPFA{Int64}(964, 965, 1), TPFA{Int64}(965, 966, 1), TPFA{Int64}(967, 968, 1), TPFA{Int64}(968, 969, 1), TPFA{Int64}(969, 970, 1), TPFA{Int64}(970, 971, 1), TPFA{Int64}(971, 972, 1), TPFA{Int64}(972, 973, 1), TPFA{Int64}(973, 974, 1), TPFA{Int64}(974, 975, 1), TPFA{Int64}(976, 977, 1), TPFA{Int64}(977, 978, 1), TPFA{Int64}(978, 979, 1), TPFA{Int64}(979, 980, 1), TPFA{Int64}(980, 981, 1), TPFA{Int64}(981, 982, 1), TPFA{Int64}(982, 983, 1), TPFA{Int64}(983, 984, 1), TPFA{Int64}(985, 986, 1), TPFA{Int64}(986, 987, 1), TPFA{Int64}(987, 988, 1), TPFA{Int64}(988, 989, 1), TPFA{Int64}(989, 990, 1), TPFA{Int64}(991, 992, 1), TPFA{Int64}(992, 993, 1), TPFA{Int64}(994, 995, 1), TPFA{Int64}(995, 996, 1), TPFA{Int64}(996, 997, 1), TPFA{Int64}(997, 998, 1), TPFA{Int64}(998, 999, 1), TPFA{Int64}(999, 1000, 1), TPFA{Int64}(1000, 1001, 1), TPFA{Int64}(1001, 1002, 1), TPFA{Int64}(1003, 1004, 1), TPFA{Int64}(1004, 1005, 1), TPFA{Int64}(1005, 1006, 1), TPFA{Int64}(1006, 1007, 1), TPFA{Int64}(1007, 1008, 1), TPFA{Int64}(1008, 1009, 1), TPFA{Int64}(1009, 1010, 1), TPFA{Int64}(1010, 1011, 1), TPFA{Int64}(1012, 1013, 1), TPFA{Int64}(1013, 1014, 1), TPFA{Int64}(1014, 1015, 1), TPFA{Int64}(1015, 1016, 1), TPFA{Int64}(1016, 1017, 1), TPFA{Int64}(1017, 1018, 1), TPFA{Int64}(1018, 1019, 1), TPFA{Int64}(1019, 1020, 1), TPFA{Int64}(1021, 1022, 1), TPFA{Int64}(1022, 1023, 1), TPFA{Int64}(1023, 1024, 1), TPFA{Int64}(1024, 1025, 1), TPFA{Int64}(1025, 1026, 1), TPFA{Int64}(1026, 1027, 1), TPFA{Int64}(1027, 1028, 1), TPFA{Int64}(1028, 1029, 1), TPFA{Int64}(1030, 1031, 1), TPFA{Int64}(1031, 1032, 1), TPFA{Int64}(1032, 1033, 1), TPFA{Int64}(1033, 1034, 1), TPFA{Int64}(1034, 1035, 1), TPFA{Int64}(1035, 1036, 1), TPFA{Int64}(1036, 1037, 1), TPFA{Int64}(1037, 1038, 1), TPFA{Int64}(1039, 1040, 1), TPFA{Int64}(1040, 1041, 1), TPFA{Int64}(1041, 1042, 1), TPFA{Int64}(1042, 1043, 1), TPFA{Int64}(1043, 1044, 1), TPFA{Int64}(1044, 1045, 1), TPFA{Int64}(1045, 1046, 1), TPFA{Int64}(1046, 1047, 1), TPFA{Int64}(1048, 1049, 1), TPFA{Int64}(1049, 1050, 1), TPFA{Int64}(1050, 1051, 1), TPFA{Int64}(1051, 1052, 1), TPFA{Int64}(1052, 1053, 1), TPFA{Int64}(1053, 1054, 1), TPFA{Int64}(1054, 1055, 1), TPFA{Int64}(1055, 1056, 1), TPFA{Int64}(1057, 1058, 1), TPFA{Int64}(1058, 1059, 1), TPFA{Int64}(1059, 1060, 1), TPFA{Int64}(1060, 1061, 1), TPFA{Int64}(1061, 1062, 1), TPFA{Int64}(1062, 1063, 1), TPFA{Int64}(1063, 1064, 1), TPFA{Int64}(1064, 1065, 1), TPFA{Int64}(1066, 1067, 1), TPFA{Int64}(1067, 1068, 1), TPFA{Int64}(1068, 1069, 1), TPFA{Int64}(1069, 1070, 1), TPFA{Int64}(1070, 1071, 1), TPFA{Int64}(1071, 1072, 1), TPFA{Int64}(1072, 1073, 1), TPFA{Int64}(1073, 1074, 1), TPFA{Int64}(1075, 1076, 1), TPFA{Int64}(1076, 1077, 1), TPFA{Int64}(1077, 1078, 1), TPFA{Int64}(1078, 1079, 1), TPFA{Int64}(1079, 1080, 1), TPFA{Int64}(1081, 1082, 1), TPFA{Int64}(1082, 1083, 1), TPFA{Int64}(1084, 1085, 1), TPFA{Int64}(1085, 1086, 1), TPFA{Int64}(1086, 1087, 1), TPFA{Int64}(1087, 1088, 1), TPFA{Int64}(1088, 1089, 1), TPFA{Int64}(1089, 1090, 1), TPFA{Int64}(1090, 1091, 1), TPFA{Int64}(1091, 1092, 1), TPFA{Int64}(1093, 1094, 1), TPFA{Int64}(1094, 1095, 1), TPFA{Int64}(1095, 1096, 1), TPFA{Int64}(1096, 1097, 1), TPFA{Int64}(1097, 1098, 1), TPFA{Int64}(1098, 1099, 1), TPFA{Int64}(1099, 1100, 1), TPFA{Int64}(1100, 1101, 1), TPFA{Int64}(1102, 1103, 1), TPFA{Int64}(1103, 1104, 1), TPFA{Int64}(1104, 1105, 1), TPFA{Int64}(1105, 1106, 1), TPFA{Int64}(1106, 1107, 1), TPFA{Int64}(1107, 1108, 1), TPFA{Int64}(1108, 1109, 1), TPFA{Int64}(1109, 1110, 1), TPFA{Int64}(1111, 1112, 1), TPFA{Int64}(1112, 1113, 1), TPFA{Int64}(1113, 1114, 1), TPFA{Int64}(1114, 1115, 1), TPFA{Int64}(1115, 1116, 1), TPFA{Int64}(1116, 1117, 1), TPFA{Int64}(1117, 1118, 1), TPFA{Int64}(1118, 1119, 1), TPFA{Int64}(1120, 1121, 1), TPFA{Int64}(1121, 1122, 1), TPFA{Int64}(1122, 1123, 1), TPFA{Int64}(1123, 1124, 1), TPFA{Int64}(1124, 1125, 1), TPFA{Int64}(1125, 1126, 1), TPFA{Int64}(1126, 1127, 1), TPFA{Int64}(1127, 1128, 1), TPFA{Int64}(1129, 1130, 1), TPFA{Int64}(1130, 1131, 1), TPFA{Int64}(1131, 1132, 1), TPFA{Int64}(1132, 1133, 1), TPFA{Int64}(1133, 1134, 1), TPFA{Int64}(1134, 1135, 1), TPFA{Int64}(1135, 1136, 1), TPFA{Int64}(1136, 1137, 1), TPFA{Int64}(1138, 1139, 1), TPFA{Int64}(1139, 1140, 1), TPFA{Int64}(1140, 1141, 1), TPFA{Int64}(1141, 1142, 1), TPFA{Int64}(1142, 1143, 1), TPFA{Int64}(1143, 1144, 1), TPFA{Int64}(1144, 1145, 1), TPFA{Int64}(1145, 1146, 1), TPFA{Int64}(1147, 1148, 1), TPFA{Int64}(1148, 1149, 1), TPFA{Int64}(1149, 1150, 1), TPFA{Int64}(1150, 1151, 1), TPFA{Int64}(1151, 1152, 1), TPFA{Int64}(1152, 1153, 1), TPFA{Int64}(1153, 1154, 1), TPFA{Int64}(1154, 1155, 1), TPFA{Int64}(1156, 1157, 1), TPFA{Int64}(1157, 1158, 1), TPFA{Int64}(1158, 1159, 1), TPFA{Int64}(1159, 1160, 1), TPFA{Int64}(1160, 1161, 1), TPFA{Int64}(1161, 1162, 1), TPFA{Int64}(1162, 1163, 1), TPFA{Int64}(1163, 1164, 1), TPFA{Int64}(1165, 1166, 1), TPFA{Int64}(1166, 1167, 1), TPFA{Int64}(1167, 1168, 1), TPFA{Int64}(1168, 1169, 1), TPFA{Int64}(1169, 1170, 1), TPFA{Int64}(1171, 1172, 1), TPFA{Int64}(1172, 1173, 1), TPFA{Int64}(1174, 1175, 1), TPFA{Int64}(1175, 1176, 1), TPFA{Int64}(1176, 1177, 1), TPFA{Int64}(1177, 1178, 1), TPFA{Int64}(1178, 1179, 1), TPFA{Int64}(1179, 1180, 1), TPFA{Int64}(1180, 1181, 1), TPFA{Int64}(1181, 1182, 1), TPFA{Int64}(1183, 1184, 1), TPFA{Int64}(1184, 1185, 1), TPFA{Int64}(1185, 1186, 1), TPFA{Int64}(1186, 1187, 1), TPFA{Int64}(1187, 1188, 1), TPFA{Int64}(1188, 1189, 1), TPFA{Int64}(1189, 1190, 1), TPFA{Int64}(1190, 1191, 1), TPFA{Int64}(1192, 1193, 1), TPFA{Int64}(1193, 1194, 1), TPFA{Int64}(1194, 1195, 1), TPFA{Int64}(1195, 1196, 1), TPFA{Int64}(1196, 1197, 1), TPFA{Int64}(1197, 1198, 1), TPFA{Int64}(1198, 1199, 1), TPFA{Int64}(1199, 1200, 1), TPFA{Int64}(1201, 1202, 1), TPFA{Int64}(1202, 1203, 1), TPFA{Int64}(1203, 1204, 1), TPFA{Int64}(1204, 1205, 1), TPFA{Int64}(1205, 1206, 1), TPFA{Int64}(1206, 1207, 1), TPFA{Int64}(1207, 1208, 1), TPFA{Int64}(1208, 1209, 1), TPFA{Int64}(1210, 1211, 1), TPFA{Int64}(1211, 1212, 1), TPFA{Int64}(1212, 1213, 1), TPFA{Int64}(1213, 1214, 1), TPFA{Int64}(1214, 1215, 1), TPFA{Int64}(1215, 1216, 1), TPFA{Int64}(1216, 1217, 1), TPFA{Int64}(1217, 1218, 1), TPFA{Int64}(1219, 1220, 1), TPFA{Int64}(1220, 1221, 1), TPFA{Int64}(1221, 1222, 1), TPFA{Int64}(1222, 1223, 1), TPFA{Int64}(1223, 1224, 1), TPFA{Int64}(1224, 1225, 1), TPFA{Int64}(1225, 1226, 1), TPFA{Int64}(1226, 1227, 1), TPFA{Int64}(1228, 1229, 1), TPFA{Int64}(1229, 1230, 1), TPFA{Int64}(1230, 1231, 1), TPFA{Int64}(1231, 1232, 1), TPFA{Int64}(1232, 1233, 1), TPFA{Int64}(1233, 1234, 1), TPFA{Int64}(1234, 1235, 1), TPFA{Int64}(1235, 1236, 1), TPFA{Int64}(1237, 1238, 1), TPFA{Int64}(1238, 1239, 1), TPFA{Int64}(1239, 1240, 1), TPFA{Int64}(1240, 1241, 1), TPFA{Int64}(1241, 1242, 1), TPFA{Int64}(1242, 1243, 1), TPFA{Int64}(1243, 1244, 1), TPFA{Int64}(1244, 1245, 1), TPFA{Int64}(1246, 1247, 1), TPFA{Int64}(1247, 1248, 1), TPFA{Int64}(1248, 1249, 1), TPFA{Int64}(1249, 1250, 1), TPFA{Int64}(1250, 1251, 1), TPFA{Int64}(1251, 1252, 1), TPFA{Int64}(1252, 1253, 1), TPFA{Int64}(1253, 1254, 1), TPFA{Int64}(1255, 1256, 1), TPFA{Int64}(1256, 1257, 1), TPFA{Int64}(1257, 1258, 1), TPFA{Int64}(1258, 1259, 1), TPFA{Int64}(1259, 1260, 1), TPFA{Int64}(1261, 1262, 1), TPFA{Int64}(1262, 1263, 1), TPFA{Int64}(1264, 1265, 1), TPFA{Int64}(1265, 1266, 1), TPFA{Int64}(1266, 1267, 1), TPFA{Int64}(1267, 1268, 1), TPFA{Int64}(1268, 1269, 1), TPFA{Int64}(1269, 1270, 1), TPFA{Int64}(1270, 1271, 1), TPFA{Int64}(1271, 1272, 1), TPFA{Int64}(1273, 1274, 1), TPFA{Int64}(1274, 1275, 1), TPFA{Int64}(1275, 1276, 1), TPFA{Int64}(1276, 1277, 1), TPFA{Int64}(1277, 1278, 1), TPFA{Int64}(1278, 1279, 1), TPFA{Int64}(1279, 1280, 1), TPFA{Int64}(1280, 1281, 1), TPFA{Int64}(1282, 1283, 1), TPFA{Int64}(1283, 1284, 1), TPFA{Int64}(1284, 1285, 1), TPFA{Int64}(1285, 1286, 1), TPFA{Int64}(1286, 1287, 1), TPFA{Int64}(1287, 1288, 1), TPFA{Int64}(1288, 1289, 1), TPFA{Int64}(1289, 1290, 1), TPFA{Int64}(1291, 1292, 1), TPFA{Int64}(1292, 1293, 1), TPFA{Int64}(1293, 1294, 1), TPFA{Int64}(1294, 1295, 1), TPFA{Int64}(1295, 1296, 1), TPFA{Int64}(1296, 1297, 1), TPFA{Int64}(1297, 1298, 1), TPFA{Int64}(1298, 1299, 1), TPFA{Int64}(1300, 1301, 1), TPFA{Int64}(1301, 1302, 1), TPFA{Int64}(1302, 1303, 1), TPFA{Int64}(1303, 1304, 1), TPFA{Int64}(1304, 1305, 1), TPFA{Int64}(1305, 1306, 1), TPFA{Int64}(1306, 1307, 1), TPFA{Int64}(1307, 1308, 1), TPFA{Int64}(1309, 1310, 1), TPFA{Int64}(1310, 1311, 1), TPFA{Int64}(1311, 1312, 1), TPFA{Int64}(1312, 1313, 1), TPFA{Int64}(1313, 1314, 1), TPFA{Int64}(1314, 1315, 1), TPFA{Int64}(1315, 1316, 1), TPFA{Int64}(1316, 1317, 1), TPFA{Int64}(1318, 1319, 1), TPFA{Int64}(1319, 1320, 1), TPFA{Int64}(1320, 1321, 1), TPFA{Int64}(1321, 1322, 1), TPFA{Int64}(1322, 1323, 1), TPFA{Int64}(1323, 1324, 1), TPFA{Int64}(1324, 1325, 1), TPFA{Int64}(1325, 1326, 1), TPFA{Int64}(1327, 1328, 1), TPFA{Int64}(1328, 1329, 1), TPFA{Int64}(1329, 1330, 1), TPFA{Int64}(1330, 1331, 1), TPFA{Int64}(1331, 1332, 1), TPFA{Int64}(1332, 1333, 1), TPFA{Int64}(1333, 1334, 1), TPFA{Int64}(1334, 1335, 1), TPFA{Int64}(1336, 1337, 1), TPFA{Int64}(1337, 1338, 1), TPFA{Int64}(1338, 1339, 1), TPFA{Int64}(1339, 1340, 1), TPFA{Int64}(1340, 1341, 1), TPFA{Int64}(1341, 1342, 1), TPFA{Int64}(1342, 1343, 1), TPFA{Int64}(1343, 1344, 1), TPFA{Int64}(1345, 1346, 1), TPFA{Int64}(1346, 1347, 1), TPFA{Int64}(1347, 1348, 1), TPFA{Int64}(1348, 1349, 1), TPFA{Int64}(1349, 1350, 1), TPFA{Int64}(1351, 1352, 1), TPFA{Int64}(1352, 1353, 1), TPFA{Int64}(1354, 1355, 1), TPFA{Int64}(1355, 1356, 1), TPFA{Int64}(1356, 1357, 1), TPFA{Int64}(1357, 1358, 1), TPFA{Int64}(1358, 1359, 1), TPFA{Int64}(1359, 1360, 1), TPFA{Int64}(1360, 1361, 1), TPFA{Int64}(1361, 1362, 1), TPFA{Int64}(1363, 1364, 1), TPFA{Int64}(1364, 1365, 1), TPFA{Int64}(1365, 1366, 1), TPFA{Int64}(1366, 1367, 1), TPFA{Int64}(1367, 1368, 1), TPFA{Int64}(1368, 1369, 1), TPFA{Int64}(1369, 1370, 1), TPFA{Int64}(1370, 1371, 1), TPFA{Int64}(1372, 1373, 1), TPFA{Int64}(1373, 1374, 1), TPFA{Int64}(1374, 1375, 1), TPFA{Int64}(1375, 1376, 1), TPFA{Int64}(1376, 1377, 1), TPFA{Int64}(1377, 1378, 1), TPFA{Int64}(1378, 1379, 1), TPFA{Int64}(1379, 1380, 1), TPFA{Int64}(1381, 1382, 1), TPFA{Int64}(1382, 1383, 1), TPFA{Int64}(1383, 1384, 1), TPFA{Int64}(1384, 1385, 1), TPFA{Int64}(1385, 1386, 1), TPFA{Int64}(1386, 1387, 1), TPFA{Int64}(1387, 1388, 1), TPFA{Int64}(1388, 1389, 1), TPFA{Int64}(1390, 1391, 1), TPFA{Int64}(1391, 1392, 1), TPFA{Int64}(1392, 1393, 1), TPFA{Int64}(1393, 1394, 1), TPFA{Int64}(1394, 1395, 1), TPFA{Int64}(1395, 1396, 1), TPFA{Int64}(1396, 1397, 1), TPFA{Int64}(1397, 1398, 1), TPFA{Int64}(1399, 1400, 1), TPFA{Int64}(1400, 1401, 1), TPFA{Int64}(1401, 1402, 1), TPFA{Int64}(1402, 1403, 1), TPFA{Int64}(1403, 1404, 1), TPFA{Int64}(1404, 1405, 1), TPFA{Int64}(1405, 1406, 1), TPFA{Int64}(1406, 1407, 1), TPFA{Int64}(1408, 1409, 1), TPFA{Int64}(1409, 1410, 1), TPFA{Int64}(1410, 1411, 1), TPFA{Int64}(1411, 1412, 1), TPFA{Int64}(1412, 1413, 1), TPFA{Int64}(1413, 1414, 1), TPFA{Int64}(1414, 1415, 1), TPFA{Int64}(1415, 1416, 1), TPFA{Int64}(1417, 1418, 1), TPFA{Int64}(1418, 1419, 1), TPFA{Int64}(1419, 1420, 1), TPFA{Int64}(1420, 1421, 1), TPFA{Int64}(1421, 1422, 1), TPFA{Int64}(1422, 1423, 1), TPFA{Int64}(1423, 1424, 1), TPFA{Int64}(1424, 1425, 1), TPFA{Int64}(1426, 1427, 1), TPFA{Int64}(1427, 1428, 1), TPFA{Int64}(1428, 1429, 1), TPFA{Int64}(1429, 1430, 1), TPFA{Int64}(1430, 1431, 1), TPFA{Int64}(1431, 1432, 1), TPFA{Int64}(1432, 1433, 1), TPFA{Int64}(1433, 1434, 1), TPFA{Int64}(1435, 1436, 1), TPFA{Int64}(1436, 1437, 1), TPFA{Int64}(1437, 1438, 1), TPFA{Int64}(1438, 1439, 1), TPFA{Int64}(1439, 1440, 1), TPFA{Int64}(1, 721, 1), TPFA{Int64}(2, 722, 1), TPFA{Int64}(3, 723, 1), TPFA{Int64}(4, 724, 1), TPFA{Int64}(5, 725, 1), TPFA{Int64}(6, 726, 1), TPFA{Int64}(7, 727, 1), TPFA{Int64}(8, 728, 1), TPFA{Int64}(9, 729, 1), TPFA{Int64}(10, 730, 1), TPFA{Int64}(11, 731, 1), TPFA{Int64}(12, 732, 1), TPFA{Int64}(13, 733, 1), TPFA{Int64}(14, 734, 1), TPFA{Int64}(15, 735, 1), TPFA{Int64}(16, 736, 1), TPFA{Int64}(17, 737, 1), TPFA{Int64}(18, 738, 1), TPFA{Int64}(19, 739, 1), TPFA{Int64}(20, 740, 1), TPFA{Int64}(21, 741, 1), TPFA{Int64}(22, 742, 1), TPFA{Int64}(23, 743, 1), TPFA{Int64}(24, 744, 1), TPFA{Int64}(25, 745, 1), TPFA{Int64}(26, 746, 1), TPFA{Int64}(27, 747, 1), TPFA{Int64}(28, 748, 1), TPFA{Int64}(29, 749, 1), TPFA{Int64}(30, 750, 1), TPFA{Int64}(31, 751, 1), TPFA{Int64}(32, 752, 1), TPFA{Int64}(33, 753, 1), TPFA{Int64}(34, 754, 1), TPFA{Int64}(35, 755, 1), TPFA{Int64}(36, 756, 1), TPFA{Int64}(37, 757, 1), TPFA{Int64}(38, 758, 1), TPFA{Int64}(39, 759, 1), TPFA{Int64}(40, 760, 1), TPFA{Int64}(41, 761, 1), TPFA{Int64}(42, 762, 1), TPFA{Int64}(43, 763, 1), TPFA{Int64}(44, 764, 1), TPFA{Int64}(45, 765, 1), TPFA{Int64}(46, 766, 1), TPFA{Int64}(47, 767, 1), TPFA{Int64}(48, 768, 1), TPFA{Int64}(49, 769, 1), TPFA{Int64}(50, 770, 1), TPFA{Int64}(51, 771, 1), TPFA{Int64}(52, 772, 1), TPFA{Int64}(53, 773, 1), TPFA{Int64}(54, 774, 1), TPFA{Int64}(55, 775, 1), TPFA{Int64}(56, 776, 1), TPFA{Int64}(57, 777, 1), TPFA{Int64}(58, 778, 1), TPFA{Int64}(59, 779, 1), TPFA{Int64}(60, 780, 1), TPFA{Int64}(61, 781, 1), TPFA{Int64}(62, 782, 1), TPFA{Int64}(63, 783, 1), TPFA{Int64}(64, 784, 1), TPFA{Int64}(65, 785, 1), TPFA{Int64}(66, 786, 1), TPFA{Int64}(67, 787, 1), TPFA{Int64}(68, 788, 1), TPFA{Int64}(69, 789, 1), TPFA{Int64}(70, 790, 1), TPFA{Int64}(71, 791, 1), TPFA{Int64}(72, 792, 1), TPFA{Int64}(73, 793, 1), TPFA{Int64}(74, 794, 1), TPFA{Int64}(75, 795, 1), TPFA{Int64}(76, 796, 1), TPFA{Int64}(77, 797, 1), TPFA{Int64}(78, 798, 1), TPFA{Int64}(79, 799, 1), TPFA{Int64}(80, 800, 1), TPFA{Int64}(81, 801, 1), TPFA{Int64}(82, 802, 1), TPFA{Int64}(83, 803, 1), TPFA{Int64}(84, 804, 1), TPFA{Int64}(85, 805, 1), TPFA{Int64}(86, 806, 1), TPFA{Int64}(87, 807, 1), TPFA{Int64}(88, 808, 1), TPFA{Int64}(89, 809, 1), TPFA{Int64}(90, 810, 1), TPFA{Int64}(91, 811, 1), TPFA{Int64}(92, 812, 1), TPFA{Int64}(93, 813, 1), TPFA{Int64}(94, 814, 1), TPFA{Int64}(95, 815, 1), TPFA{Int64}(96, 816, 1), TPFA{Int64}(97, 817, 1), TPFA{Int64}(98, 818, 1), TPFA{Int64}(99, 819, 1), TPFA{Int64}(100, 820, 1), TPFA{Int64}(101, 821, 1), TPFA{Int64}(102, 822, 1), TPFA{Int64}(103, 823, 1), TPFA{Int64}(104, 824, 1), TPFA{Int64}(105, 825, 1), TPFA{Int64}(106, 826, 1), TPFA{Int64}(107, 827, 1), TPFA{Int64}(108, 828, 1), TPFA{Int64}(109, 829, 1), TPFA{Int64}(110, 830, 1), TPFA{Int64}(111, 831, 1), TPFA{Int64}(112, 832, 1), TPFA{Int64}(113, 833, 1), TPFA{Int64}(114, 834, 1), TPFA{Int64}(115, 835, 1), TPFA{Int64}(116, 836, 1), TPFA{Int64}(117, 837, 1), TPFA{Int64}(118, 838, 1), TPFA{Int64}(119, 839, 1), TPFA{Int64}(120, 840, 1), TPFA{Int64}(121, 841, 1), TPFA{Int64}(122, 842, 1), TPFA{Int64}(123, 843, 1), TPFA{Int64}(124, 844, 1), TPFA{Int64}(125, 845, 1), TPFA{Int64}(126, 846, 1), TPFA{Int64}(127, 847, 1), TPFA{Int64}(128, 848, 1), TPFA{Int64}(129, 849, 1), TPFA{Int64}(130, 850, 1), TPFA{Int64}(131, 851, 1), TPFA{Int64}(132, 852, 1), TPFA{Int64}(133, 853, 1), TPFA{Int64}(134, 854, 1), TPFA{Int64}(135, 855, 1), TPFA{Int64}(136, 856, 1), TPFA{Int64}(137, 857, 1), TPFA{Int64}(138, 858, 1), TPFA{Int64}(139, 859, 1), TPFA{Int64}(140, 860, 1), TPFA{Int64}(141, 861, 1), TPFA{Int64}(142, 862, 1), TPFA{Int64}(143, 863, 1), TPFA{Int64}(144, 864, 1), TPFA{Int64}(145, 865, 1), TPFA{Int64}(146, 866, 1), TPFA{Int64}(147, 867, 1), TPFA{Int64}(148, 868, 1), TPFA{Int64}(149, 869, 1), TPFA{Int64}(150, 870, 1), TPFA{Int64}(151, 871, 1), TPFA{Int64}(152, 872, 1), TPFA{Int64}(153, 873, 1), TPFA{Int64}(154, 874, 1), TPFA{Int64}(155, 875, 1), TPFA{Int64}(156, 876, 1), TPFA{Int64}(157, 877, 1), TPFA{Int64}(158, 878, 1), TPFA{Int64}(159, 879, 1), TPFA{Int64}(160, 880, 1), TPFA{Int64}(161, 881, 1), TPFA{Int64}(162, 882, 1), TPFA{Int64}(163, 883, 1), TPFA{Int64}(164, 884, 1), TPFA{Int64}(165, 885, 1), TPFA{Int64}(166, 886, 1), TPFA{Int64}(167, 887, 1), TPFA{Int64}(168, 888, 1), TPFA{Int64}(169, 889, 1), TPFA{Int64}(170, 890, 1), TPFA{Int64}(171, 891, 1), TPFA{Int64}(172, 892, 1), TPFA{Int64}(173, 893, 1), TPFA{Int64}(174, 894, 1), TPFA{Int64}(175, 895, 1), TPFA{Int64}(176, 896, 1), TPFA{Int64}(177, 897, 1), TPFA{Int64}(178, 898, 1), TPFA{Int64}(179, 899, 1), TPFA{Int64}(180, 900, 1), TPFA{Int64}(181, 901, 1), TPFA{Int64}(182, 902, 1), TPFA{Int64}(183, 903, 1), TPFA{Int64}(184, 904, 1), TPFA{Int64}(185, 905, 1), TPFA{Int64}(186, 906, 1), TPFA{Int64}(187, 907, 1), TPFA{Int64}(188, 908, 1), TPFA{Int64}(189, 909, 1), TPFA{Int64}(190, 910, 1), TPFA{Int64}(191, 911, 1), TPFA{Int64}(192, 912, 1), TPFA{Int64}(193, 913, 1), TPFA{Int64}(194, 914, 1), TPFA{Int64}(195, 915, 1), TPFA{Int64}(196, 916, 1), TPFA{Int64}(197, 917, 1), TPFA{Int64}(198, 918, 1), TPFA{Int64}(199, 919, 1), TPFA{Int64}(200, 920, 1), TPFA{Int64}(201, 921, 1), TPFA{Int64}(202, 922, 1), TPFA{Int64}(203, 923, 1), TPFA{Int64}(204, 924, 1), TPFA{Int64}(205, 925, 1), TPFA{Int64}(206, 926, 1), TPFA{Int64}(207, 927, 1), TPFA{Int64}(208, 928, 1), TPFA{Int64}(209, 929, 1), TPFA{Int64}(210, 930, 1), TPFA{Int64}(211, 931, 1), TPFA{Int64}(212, 932, 1), TPFA{Int64}(213, 933, 1), TPFA{Int64}(214, 934, 1), TPFA{Int64}(215, 935, 1), TPFA{Int64}(216, 936, 1), TPFA{Int64}(217, 937, 1), TPFA{Int64}(218, 938, 1), TPFA{Int64}(219, 939, 1), TPFA{Int64}(220, 940, 1), TPFA{Int64}(221, 941, 1), TPFA{Int64}(222, 942, 1), TPFA{Int64}(223, 943, 1), TPFA{Int64}(224, 944, 1), TPFA{Int64}(225, 945, 1), TPFA{Int64}(226, 946, 1), TPFA{Int64}(227, 947, 1), TPFA{Int64}(228, 948, 1), TPFA{Int64}(229, 949, 1), TPFA{Int64}(230, 950, 1), TPFA{Int64}(231, 951, 1), TPFA{Int64}(232, 952, 1), TPFA{Int64}(233, 953, 1), TPFA{Int64}(234, 954, 1), TPFA{Int64}(235, 955, 1), TPFA{Int64}(236, 956, 1), TPFA{Int64}(237, 957, 1), TPFA{Int64}(238, 958, 1), TPFA{Int64}(239, 959, 1), TPFA{Int64}(240, 960, 1), TPFA{Int64}(241, 961, 1), TPFA{Int64}(242, 962, 1), TPFA{Int64}(243, 963, 1), TPFA{Int64}(244, 964, 1), TPFA{Int64}(245, 965, 1), TPFA{Int64}(246, 966, 1), TPFA{Int64}(247, 967, 1), TPFA{Int64}(248, 968, 1), TPFA{Int64}(249, 969, 1), TPFA{Int64}(250, 970, 1), TPFA{Int64}(251, 971, 1), TPFA{Int64}(252, 972, 1), TPFA{Int64}(253, 973, 1), TPFA{Int64}(254, 974, 1), TPFA{Int64}(255, 975, 1), TPFA{Int64}(256, 976, 1), TPFA{Int64}(257, 977, 1), TPFA{Int64}(258, 978, 1), TPFA{Int64}(259, 979, 1), TPFA{Int64}(260, 980, 1), TPFA{Int64}(261, 981, 1), TPFA{Int64}(262, 982, 1), TPFA{Int64}(263, 983, 1), TPFA{Int64}(264, 984, 1), TPFA{Int64}(265, 985, 1), TPFA{Int64}(266, 986, 1), TPFA{Int64}(267, 987, 1), TPFA{Int64}(268, 988, 1), TPFA{Int64}(269, 989, 1), TPFA{Int64}(270, 990, 1), TPFA{Int64}(271, 991, 1), TPFA{Int64}(272, 992, 1), TPFA{Int64}(273, 993, 1), TPFA{Int64}(274, 994, 1), TPFA{Int64}(275, 995, 1), TPFA{Int64}(276, 996, 1), TPFA{Int64}(277, 997, 1), TPFA{Int64}(278, 998, 1), TPFA{Int64}(279, 999, 1), TPFA{Int64}(280, 1000, 1), TPFA{Int64}(281, 1001, 1), TPFA{Int64}(282, 1002, 1), TPFA{Int64}(283, 1003, 1), TPFA{Int64}(284, 1004, 1), TPFA{Int64}(285, 1005, 1), TPFA{Int64}(286, 1006, 1), TPFA{Int64}(287, 1007, 1), TPFA{Int64}(288, 1008, 1), TPFA{Int64}(289, 1009, 1), TPFA{Int64}(290, 1010, 1), TPFA{Int64}(291, 1011, 1), TPFA{Int64}(292, 1012, 1), TPFA{Int64}(293, 1013, 1), TPFA{Int64}(294, 1014, 1), TPFA{Int64}(295, 1015, 1), TPFA{Int64}(296, 1016, 1), TPFA{Int64}(297, 1017, 1), TPFA{Int64}(298, 1018, 1), TPFA{Int64}(299, 1019, 1), TPFA{Int64}(300, 1020, 1), TPFA{Int64}(301, 1021, 1), TPFA{Int64}(302, 1022, 1), TPFA{Int64}(303, 1023, 1), TPFA{Int64}(304, 1024, 1), TPFA{Int64}(305, 1025, 1), TPFA{Int64}(306, 1026, 1), TPFA{Int64}(307, 1027, 1), TPFA{Int64}(308, 1028, 1), TPFA{Int64}(309, 1029, 1), TPFA{Int64}(310, 1030, 1), TPFA{Int64}(311, 1031, 1), TPFA{Int64}(312, 1032, 1), TPFA{Int64}(313, 1033, 1), TPFA{Int64}(314, 1034, 1), TPFA{Int64}(315, 1035, 1), TPFA{Int64}(316, 1036, 1), TPFA{Int64}(317, 1037, 1), TPFA{Int64}(318, 1038, 1), TPFA{Int64}(319, 1039, 1), TPFA{Int64}(320, 1040, 1), TPFA{Int64}(321, 1041, 1), TPFA{Int64}(322, 1042, 1), TPFA{Int64}(323, 1043, 1), TPFA{Int64}(324, 1044, 1), TPFA{Int64}(325, 1045, 1), TPFA{Int64}(326, 1046, 1), TPFA{Int64}(327, 1047, 1), TPFA{Int64}(328, 1048, 1), TPFA{Int64}(329, 1049, 1), TPFA{Int64}(330, 1050, 1), TPFA{Int64}(331, 1051, 1), TPFA{Int64}(332, 1052, 1), TPFA{Int64}(333, 1053, 1), TPFA{Int64}(334, 1054, 1), TPFA{Int64}(335, 1055, 1), TPFA{Int64}(336, 1056, 1), TPFA{Int64}(337, 1057, 1), TPFA{Int64}(338, 1058, 1), TPFA{Int64}(339, 1059, 1), TPFA{Int64}(340, 1060, 1), TPFA{Int64}(341, 1061, 1), TPFA{Int64}(342, 1062, 1), TPFA{Int64}(343, 1063, 1), TPFA{Int64}(344, 1064, 1), TPFA{Int64}(345, 1065, 1), TPFA{Int64}(346, 1066, 1), TPFA{Int64}(347, 1067, 1), TPFA{Int64}(348, 1068, 1), TPFA{Int64}(349, 1069, 1), TPFA{Int64}(350, 1070, 1), TPFA{Int64}(351, 1071, 1), TPFA{Int64}(352, 1072, 1), TPFA{Int64}(353, 1073, 1), TPFA{Int64}(354, 1074, 1), TPFA{Int64}(355, 1075, 1), TPFA{Int64}(356, 1076, 1), TPFA{Int64}(357, 1077, 1), TPFA{Int64}(358, 1078, 1), TPFA{Int64}(359, 1079, 1), TPFA{Int64}(360, 1080, 1), TPFA{Int64}(361, 1081, 1), TPFA{Int64}(362, 1082, 1), TPFA{Int64}(363, 1083, 1), TPFA{Int64}(364, 1084, 1), TPFA{Int64}(365, 1085, 1), TPFA{Int64}(366, 1086, 1), TPFA{Int64}(367, 1087, 1), TPFA{Int64}(368, 1088, 1), TPFA{Int64}(369, 1089, 1), TPFA{Int64}(370, 1090, 1), TPFA{Int64}(371, 1091, 1), TPFA{Int64}(372, 1092, 1), TPFA{Int64}(373, 1093, 1), TPFA{Int64}(374, 1094, 1), TPFA{Int64}(375, 1095, 1), TPFA{Int64}(376, 1096, 1), TPFA{Int64}(377, 1097, 1), TPFA{Int64}(378, 1098, 1), TPFA{Int64}(379, 1099, 1), TPFA{Int64}(380, 1100, 1), TPFA{Int64}(381, 1101, 1), TPFA{Int64}(382, 1102, 1), TPFA{Int64}(383, 1103, 1), TPFA{Int64}(384, 1104, 1), TPFA{Int64}(385, 1105, 1), TPFA{Int64}(386, 1106, 1), TPFA{Int64}(387, 1107, 1), TPFA{Int64}(388, 1108, 1), TPFA{Int64}(389, 1109, 1), TPFA{Int64}(390, 1110, 1), TPFA{Int64}(391, 1111, 1), TPFA{Int64}(392, 1112, 1), TPFA{Int64}(393, 1113, 1), TPFA{Int64}(394, 1114, 1), TPFA{Int64}(395, 1115, 1), TPFA{Int64}(396, 1116, 1), TPFA{Int64}(397, 1117, 1), TPFA{Int64}(398, 1118, 1), TPFA{Int64}(399, 1119, 1), TPFA{Int64}(400, 1120, 1), TPFA{Int64}(401, 1121, 1), TPFA{Int64}(402, 1122, 1), TPFA{Int64}(403, 1123, 1), TPFA{Int64}(404, 1124, 1), TPFA{Int64}(405, 1125, 1), TPFA{Int64}(406, 1126, 1), TPFA{Int64}(407, 1127, 1), TPFA{Int64}(408, 1128, 1), TPFA{Int64}(409, 1129, 1), TPFA{Int64}(410, 1130, 1), TPFA{Int64}(411, 1131, 1), TPFA{Int64}(412, 1132, 1), TPFA{Int64}(413, 1133, 1), TPFA{Int64}(414, 1134, 1), TPFA{Int64}(415, 1135, 1), TPFA{Int64}(416, 1136, 1), TPFA{Int64}(417, 1137, 1), TPFA{Int64}(418, 1138, 1), TPFA{Int64}(419, 1139, 1), TPFA{Int64}(420, 1140, 1), TPFA{Int64}(421, 1141, 1), TPFA{Int64}(422, 1142, 1), TPFA{Int64}(423, 1143, 1), TPFA{Int64}(424, 1144, 1), TPFA{Int64}(425, 1145, 1), TPFA{Int64}(426, 1146, 1), TPFA{Int64}(427, 1147, 1), TPFA{Int64}(428, 1148, 1), TPFA{Int64}(429, 1149, 1), TPFA{Int64}(430, 1150, 1), TPFA{Int64}(431, 1151, 1), TPFA{Int64}(432, 1152, 1), TPFA{Int64}(433, 1153, 1), TPFA{Int64}(434, 1154, 1), TPFA{Int64}(435, 1155, 1), TPFA{Int64}(436, 1156, 1), TPFA{Int64}(437, 1157, 1), TPFA{Int64}(438, 1158, 1), TPFA{Int64}(439, 1159, 1), TPFA{Int64}(440, 1160, 1), TPFA{Int64}(441, 1161, 1), TPFA{Int64}(442, 1162, 1), TPFA{Int64}(443, 1163, 1), TPFA{Int64}(444, 1164, 1), TPFA{Int64}(445, 1165, 1), TPFA{Int64}(446, 1166, 1), TPFA{Int64}(447, 1167, 1), TPFA{Int64}(448, 1168, 1), TPFA{Int64}(449, 1169, 1), TPFA{Int64}(450, 1170, 1), TPFA{Int64}(451, 1171, 1), TPFA{Int64}(452, 1172, 1), TPFA{Int64}(453, 1173, 1), TPFA{Int64}(454, 1174, 1), TPFA{Int64}(455, 1175, 1), TPFA{Int64}(456, 1176, 1), TPFA{Int64}(457, 1177, 1), TPFA{Int64}(458, 1178, 1), TPFA{Int64}(459, 1179, 1), TPFA{Int64}(460, 1180, 1), TPFA{Int64}(461, 1181, 1), TPFA{Int64}(462, 1182, 1), TPFA{Int64}(463, 1183, 1), TPFA{Int64}(464, 1184, 1), TPFA{Int64}(465, 1185, 1), TPFA{Int64}(466, 1186, 1), TPFA{Int64}(467, 1187, 1), TPFA{Int64}(468, 1188, 1), TPFA{Int64}(469, 1189, 1), TPFA{Int64}(470, 1190, 1), TPFA{Int64}(471, 1191, 1), TPFA{Int64}(472, 1192, 1), TPFA{Int64}(473, 1193, 1), TPFA{Int64}(474, 1194, 1), TPFA{Int64}(475, 1195, 1), TPFA{Int64}(476, 1196, 1), TPFA{Int64}(477, 1197, 1), TPFA{Int64}(478, 1198, 1), TPFA{Int64}(479, 1199, 1), TPFA{Int64}(480, 1200, 1), TPFA{Int64}(481, 1201, 1), TPFA{Int64}(482, 1202, 1), TPFA{Int64}(483, 1203, 1), TPFA{Int64}(484, 1204, 1), TPFA{Int64}(485, 1205, 1), TPFA{Int64}(486, 1206, 1), TPFA{Int64}(487, 1207, 1), TPFA{Int64}(488, 1208, 1), TPFA{Int64}(489, 1209, 1), TPFA{Int64}(490, 1210, 1), TPFA{Int64}(491, 1211, 1), TPFA{Int64}(492, 1212, 1), TPFA{Int64}(493, 1213, 1), TPFA{Int64}(494, 1214, 1), TPFA{Int64}(495, 1215, 1), TPFA{Int64}(496, 1216, 1), TPFA{Int64}(497, 1217, 1), TPFA{Int64}(498, 1218, 1), TPFA{Int64}(499, 1219, 1), TPFA{Int64}(500, 1220, 1), TPFA{Int64}(501, 1221, 1), TPFA{Int64}(502, 1222, 1), TPFA{Int64}(503, 1223, 1), TPFA{Int64}(504, 1224, 1), TPFA{Int64}(505, 1225, 1), TPFA{Int64}(506, 1226, 1), TPFA{Int64}(507, 1227, 1), TPFA{Int64}(508, 1228, 1), TPFA{Int64}(509, 1229, 1), TPFA{Int64}(510, 1230, 1), TPFA{Int64}(511, 1231, 1), TPFA{Int64}(512, 1232, 1), TPFA{Int64}(513, 1233, 1), TPFA{Int64}(514, 1234, 1), TPFA{Int64}(515, 1235, 1), TPFA{Int64}(516, 1236, 1), TPFA{Int64}(517, 1237, 1), TPFA{Int64}(518, 1238, 1), TPFA{Int64}(519, 1239, 1), TPFA{Int64}(520, 1240, 1), TPFA{Int64}(521, 1241, 1), TPFA{Int64}(522, 1242, 1), TPFA{Int64}(523, 1243, 1), TPFA{Int64}(524, 1244, 1), TPFA{Int64}(525, 1245, 1), TPFA{Int64}(526, 1246, 1), TPFA{Int64}(527, 1247, 1), TPFA{Int64}(528, 1248, 1), TPFA{Int64}(529, 1249, 1), TPFA{Int64}(530, 1250, 1), TPFA{Int64}(531, 1251, 1), TPFA{Int64}(532, 1252, 1), TPFA{Int64}(533, 1253, 1), TPFA{Int64}(534, 1254, 1), TPFA{Int64}(535, 1255, 1), TPFA{Int64}(536, 1256, 1), TPFA{Int64}(537, 1257, 1), TPFA{Int64}(538, 1258, 1), TPFA{Int64}(539, 1259, 1), TPFA{Int64}(540, 1260, 1), TPFA{Int64}(541, 1261, 1), TPFA{Int64}(542, 1262, 1), TPFA{Int64}(543, 1263, 1), TPFA{Int64}(544, 1264, 1), TPFA{Int64}(545, 1265, 1), TPFA{Int64}(546, 1266, 1), TPFA{Int64}(547, 1267, 1), TPFA{Int64}(548, 1268, 1), TPFA{Int64}(549, 1269, 1), TPFA{Int64}(550, 1270, 1), TPFA{Int64}(551, 1271, 1), TPFA{Int64}(552, 1272, 1), TPFA{Int64}(553, 1273, 1), TPFA{Int64}(554, 1274, 1), TPFA{Int64}(555, 1275, 1), TPFA{Int64}(556, 1276, 1), TPFA{Int64}(557, 1277, 1), TPFA{Int64}(558, 1278, 1), TPFA{Int64}(559, 1279, 1), TPFA{Int64}(560, 1280, 1), TPFA{Int64}(561, 1281, 1), TPFA{Int64}(562, 1282, 1), TPFA{Int64}(563, 1283, 1), TPFA{Int64}(564, 1284, 1), TPFA{Int64}(565, 1285, 1), TPFA{Int64}(566, 1286, 1), TPFA{Int64}(567, 1287, 1), TPFA{Int64}(568, 1288, 1), TPFA{Int64}(569, 1289, 1), TPFA{Int64}(570, 1290, 1), TPFA{Int64}(571, 1291, 1), TPFA{Int64}(572, 1292, 1), TPFA{Int64}(573, 1293, 1), TPFA{Int64}(574, 1294, 1), TPFA{Int64}(575, 1295, 1), TPFA{Int64}(576, 1296, 1), TPFA{Int64}(577, 1297, 1), TPFA{Int64}(578, 1298, 1), TPFA{Int64}(579, 1299, 1), TPFA{Int64}(580, 1300, 1), TPFA{Int64}(581, 1301, 1), TPFA{Int64}(582, 1302, 1), TPFA{Int64}(583, 1303, 1), TPFA{Int64}(584, 1304, 1), TPFA{Int64}(585, 1305, 1), TPFA{Int64}(586, 1306, 1), TPFA{Int64}(587, 1307, 1), TPFA{Int64}(588, 1308, 1), TPFA{Int64}(589, 1309, 1), TPFA{Int64}(590, 1310, 1), TPFA{Int64}(591, 1311, 1), TPFA{Int64}(592, 1312, 1), TPFA{Int64}(593, 1313, 1), TPFA{Int64}(594, 1314, 1), TPFA{Int64}(595, 1315, 1), TPFA{Int64}(596, 1316, 1), TPFA{Int64}(597, 1317, 1), TPFA{Int64}(598, 1318, 1), TPFA{Int64}(599, 1319, 1), TPFA{Int64}(600, 1320, 1), TPFA{Int64}(601, 1321, 1), TPFA{Int64}(602, 1322, 1), TPFA{Int64}(603, 1323, 1), TPFA{Int64}(604, 1324, 1), TPFA{Int64}(605, 1325, 1), TPFA{Int64}(606, 1326, 1), TPFA{Int64}(607, 1327, 1), TPFA{Int64}(608, 1328, 1), TPFA{Int64}(609, 1329, 1), TPFA{Int64}(610, 1330, 1), TPFA{Int64}(611, 1331, 1), TPFA{Int64}(612, 1332, 1), TPFA{Int64}(613, 1333, 1), TPFA{Int64}(614, 1334, 1), TPFA{Int64}(615, 1335, 1), TPFA{Int64}(616, 1336, 1), TPFA{Int64}(617, 1337, 1), TPFA{Int64}(618, 1338, 1), TPFA{Int64}(619, 1339, 1), TPFA{Int64}(620, 1340, 1), TPFA{Int64}(621, 1341, 1), TPFA{Int64}(622, 1342, 1), TPFA{Int64}(623, 1343, 1), TPFA{Int64}(624, 1344, 1), TPFA{Int64}(625, 1345, 1), TPFA{Int64}(626, 1346, 1), TPFA{Int64}(627, 1347, 1), TPFA{Int64}(628, 1348, 1), TPFA{Int64}(629, 1349, 1), TPFA{Int64}(630, 1350, 1), TPFA{Int64}(631, 1351, 1), TPFA{Int64}(632, 1352, 1), TPFA{Int64}(633, 1353, 1), TPFA{Int64}(634, 1354, 1), TPFA{Int64}(635, 1355, 1), TPFA{Int64}(636, 1356, 1), TPFA{Int64}(637, 1357, 1), TPFA{Int64}(638, 1358, 1), TPFA{Int64}(639, 1359, 1), TPFA{Int64}(640, 1360, 1), TPFA{Int64}(641, 1361, 1), TPFA{Int64}(642, 1362, 1), TPFA{Int64}(643, 1363, 1), TPFA{Int64}(644, 1364, 1), TPFA{Int64}(645, 1365, 1), TPFA{Int64}(646, 1366, 1), TPFA{Int64}(647, 1367, 1), TPFA{Int64}(648, 1368, 1), TPFA{Int64}(649, 1369, 1), TPFA{Int64}(650, 1370, 1), TPFA{Int64}(651, 1371, 1), TPFA{Int64}(652, 1372, 1), TPFA{Int64}(653, 1373, 1), TPFA{Int64}(654, 1374, 1), TPFA{Int64}(655, 1375, 1), TPFA{Int64}(656, 1376, 1), TPFA{Int64}(657, 1377, 1), TPFA{Int64}(658, 1378, 1), TPFA{Int64}(659, 1379, 1), TPFA{Int64}(660, 1380, 1), TPFA{Int64}(661, 1381, 1), TPFA{Int64}(662, 1382, 1), TPFA{Int64}(663, 1383, 1), TPFA{Int64}(664, 1384, 1), TPFA{Int64}(665, 1385, 1), TPFA{Int64}(666, 1386, 1), TPFA{Int64}(667, 1387, 1), TPFA{Int64}(668, 1388, 1), TPFA{Int64}(669, 1389, 1), TPFA{Int64}(670, 1390, 1), TPFA{Int64}(671, 1391, 1), TPFA{Int64}(672, 1392, 1), TPFA{Int64}(673, 1393, 1), TPFA{Int64}(674, 1394, 1), TPFA{Int64}(675, 1395, 1), TPFA{Int64}(676, 1396, 1), TPFA{Int64}(677, 1397, 1), TPFA{Int64}(678, 1398, 1), TPFA{Int64}(679, 1399, 1), TPFA{Int64}(680, 1400, 1), TPFA{Int64}(681, 1401, 1), TPFA{Int64}(682, 1402, 1), TPFA{Int64}(683, 1403, 1), TPFA{Int64}(684, 1404, 1), TPFA{Int64}(685, 1405, 1), TPFA{Int64}(686, 1406, 1), TPFA{Int64}(687, 1407, 1), TPFA{Int64}(688, 1408, 1), TPFA{Int64}(689, 1409, 1), TPFA{Int64}(690, 1410, 1), TPFA{Int64}(691, 1411, 1), TPFA{Int64}(692, 1412, 1), TPFA{Int64}(693, 1413, 1), TPFA{Int64}(694, 1414, 1), TPFA{Int64}(695, 1415, 1), TPFA{Int64}(696, 1416, 1), TPFA{Int64}(697, 1417, 1), TPFA{Int64}(698, 1418, 1), TPFA{Int64}(699, 1419, 1), TPFA{Int64}(700, 1420, 1), TPFA{Int64}(701, 1421, 1), TPFA{Int64}(702, 1422, 1), TPFA{Int64}(703, 1423, 1), TPFA{Int64}(704, 1424, 1), TPFA{Int64}(705, 1425, 1), TPFA{Int64}(706, 1426, 1), TPFA{Int64}(707, 1427, 1), TPFA{Int64}(708, 1428, 1), TPFA{Int64}(709, 1429, 1), TPFA{Int64}(710, 1430, 1), TPFA{Int64}(711, 1431, 1), TPFA{Int64}(712, 1432, 1), TPFA{Int64}(713, 1433, 1), TPFA{Int64}(714, 1434, 1), TPFA{Int64}(715, 1435, 1), TPFA{Int64}(716, 1436, 1), TPFA{Int64}(717, 1437, 1), TPFA{Int64}(718, 1438, 1), TPFA{Int64}(719, 1439, 1), TPFA{Int64}(720, 1440, 1)], SPU{Int64}[SPU{Int64}(19, 631), SPU{Int64}(20, 632), SPU{Int64}(21, 633), SPU{Int64}(22, 634), SPU{Int64}(23, 635), SPU{Int64}(24, 636), SPU{Int64}(25, 637), SPU{Int64}(26, 638), SPU{Int64}(27, 639), SPU{Int64}(28, 640), SPU{Int64}(29, 641), SPU{Int64}(30, 642), SPU{Int64}(31, 643), SPU{Int64}(32, 644), SPU{Int64}(33, 645), SPU{Int64}(34, 646), SPU{Int64}(35, 647), SPU{Int64}(36, 648), SPU{Int64}(37, 649), SPU{Int64}(38, 650), SPU{Int64}(39, 651), SPU{Int64}(40, 652), SPU{Int64}(41, 653), SPU{Int64}(42, 654), SPU{Int64}(43, 655), SPU{Int64}(44, 656), SPU{Int64}(45, 657), SPU{Int64}(46, 658), SPU{Int64}(47, 659), SPU{Int64}(48, 660), SPU{Int64}(49, 661), SPU{Int64}(50, 662), SPU{Int64}(51, 663), SPU{Int64}(52, 664), SPU{Int64}(53, 665), SPU{Int64}(54, 666), SPU{Int64}(55, 667), SPU{Int64}(56, 668), SPU{Int64}(57, 669), SPU{Int64}(58, 670), SPU{Int64}(59, 671), SPU{Int64}(60, 672), SPU{Int64}(61, 673), SPU{Int64}(62, 674), SPU{Int64}(63, 675), SPU{Int64}(64, 676), SPU{Int64}(65, 677), SPU{Int64}(66, 678), SPU{Int64}(67, 679), SPU{Int64}(68, 680), SPU{Int64}(69, 681), SPU{Int64}(70, 682), SPU{Int64}(71, 683), SPU{Int64}(72, 684), SPU{Int64}(73, 685), SPU{Int64}(74, 686), SPU{Int64}(75, 687), SPU{Int64}(76, 688), SPU{Int64}(77, 689), SPU{Int64}(78, 690), SPU{Int64}(79, 691), SPU{Int64}(80, 692), SPU{Int64}(81, 693), SPU{Int64}(82, 694), SPU{Int64}(83, 695), SPU{Int64}(84, 696), SPU{Int64}(85, 697), SPU{Int64}(86, 698), SPU{Int64}(87, 699), SPU{Int64}(88, 700), SPU{Int64}(89, 701), SPU{Int64}(90, 702), SPU{Int64}(91, 1), SPU{Int64}(92, 2), SPU{Int64}(93, 3), SPU{Int64}(94, 4), SPU{Int64}(95, 5), SPU{Int64}(96, 6), SPU{Int64}(97, 7), SPU{Int64}(98, 8), SPU{Int64}(99, 9), SPU{Int64}(100, 10), SPU{Int64}(101, 11), SPU{Int64}(102, 12), SPU{Int64}(103, 13), 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SPU{Int64}(80, 81), SPU{Int64}(81, 82), SPU{Int64}(82, 83), SPU{Int64}(83, 84), SPU{Int64}(85, 86), SPU{Int64}(86, 87), SPU{Int64}(87, 88), SPU{Int64}(88, 89), SPU{Int64}(89, 90), SPU{Int64}(91, 92), SPU{Int64}(92, 93), SPU{Int64}(94, 95), SPU{Int64}(95, 96), SPU{Int64}(96, 97), SPU{Int64}(97, 98), SPU{Int64}(98, 99), SPU{Int64}(99, 100), SPU{Int64}(100, 101), SPU{Int64}(101, 102), SPU{Int64}(103, 104), SPU{Int64}(104, 105), SPU{Int64}(105, 106), SPU{Int64}(106, 107), SPU{Int64}(107, 108), SPU{Int64}(108, 109), SPU{Int64}(109, 110), SPU{Int64}(110, 111), SPU{Int64}(112, 113), SPU{Int64}(113, 114), SPU{Int64}(114, 115), SPU{Int64}(115, 116), SPU{Int64}(116, 117), SPU{Int64}(117, 118), SPU{Int64}(118, 119), SPU{Int64}(119, 120), SPU{Int64}(121, 122), SPU{Int64}(122, 123), SPU{Int64}(123, 124), SPU{Int64}(124, 125), SPU{Int64}(125, 126), SPU{Int64}(126, 127), SPU{Int64}(127, 128), SPU{Int64}(128, 129), SPU{Int64}(130, 131), SPU{Int64}(131, 132), SPU{Int64}(132, 133), SPU{Int64}(133, 134), SPU{Int64}(134, 135), SPU{Int64}(135, 136), SPU{Int64}(136, 137), SPU{Int64}(137, 138), SPU{Int64}(139, 140), SPU{Int64}(140, 141), SPU{Int64}(141, 142), SPU{Int64}(142, 143), SPU{Int64}(143, 144), SPU{Int64}(144, 145), SPU{Int64}(145, 146), SPU{Int64}(146, 147), SPU{Int64}(148, 149), SPU{Int64}(149, 150), SPU{Int64}(150, 151), SPU{Int64}(151, 152), SPU{Int64}(152, 153), SPU{Int64}(153, 154), SPU{Int64}(154, 155), SPU{Int64}(155, 156), SPU{Int64}(157, 158), SPU{Int64}(158, 159), SPU{Int64}(159, 160), SPU{Int64}(160, 161), SPU{Int64}(161, 162), SPU{Int64}(162, 163), SPU{Int64}(163, 164), SPU{Int64}(164, 165), SPU{Int64}(166, 167), SPU{Int64}(167, 168), SPU{Int64}(168, 169), SPU{Int64}(169, 170), SPU{Int64}(170, 171), SPU{Int64}(171, 172), SPU{Int64}(172, 173), SPU{Int64}(173, 174), SPU{Int64}(175, 176), SPU{Int64}(176, 177), SPU{Int64}(177, 178), SPU{Int64}(178, 179), SPU{Int64}(179, 180), SPU{Int64}(181, 182), SPU{Int64}(182, 183), SPU{Int64}(184, 185), SPU{Int64}(185, 186), SPU{Int64}(186, 187), SPU{Int64}(187, 188), SPU{Int64}(188, 189), SPU{Int64}(189, 190), SPU{Int64}(190, 191), SPU{Int64}(191, 192), SPU{Int64}(193, 194), SPU{Int64}(194, 195), SPU{Int64}(195, 196), SPU{Int64}(196, 197), SPU{Int64}(197, 198), SPU{Int64}(198, 199), SPU{Int64}(199, 200), SPU{Int64}(200, 201), SPU{Int64}(202, 203), SPU{Int64}(203, 204), SPU{Int64}(204, 205), SPU{Int64}(205, 206), SPU{Int64}(206, 207), SPU{Int64}(207, 208), SPU{Int64}(208, 209), SPU{Int64}(209, 210), SPU{Int64}(211, 212), SPU{Int64}(212, 213), SPU{Int64}(213, 214), SPU{Int64}(214, 215), SPU{Int64}(215, 216), SPU{Int64}(216, 217), SPU{Int64}(217, 218), SPU{Int64}(218, 219), SPU{Int64}(220, 221), SPU{Int64}(221, 222), SPU{Int64}(222, 223), SPU{Int64}(223, 224), SPU{Int64}(224, 225), SPU{Int64}(225, 226), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(231, 232), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(234, 235), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(240, 241), SPU{Int64}(241, 242), SPU{Int64}(242, 243), SPU{Int64}(243, 244), SPU{Int64}(244, 245), SPU{Int64}(245, 246), SPU{Int64}(247, 248), SPU{Int64}(248, 249), SPU{Int64}(249, 250), SPU{Int64}(250, 251), SPU{Int64}(251, 252), SPU{Int64}(252, 253), SPU{Int64}(253, 254), SPU{Int64}(254, 255), SPU{Int64}(256, 257), SPU{Int64}(257, 258), SPU{Int64}(258, 259), SPU{Int64}(259, 260), SPU{Int64}(260, 261), SPU{Int64}(261, 262), SPU{Int64}(262, 263), SPU{Int64}(263, 264), SPU{Int64}(265, 266), SPU{Int64}(266, 267), SPU{Int64}(267, 268), SPU{Int64}(268, 269), SPU{Int64}(269, 270), SPU{Int64}(271, 272), SPU{Int64}(272, 273), SPU{Int64}(274, 275), SPU{Int64}(275, 276), SPU{Int64}(276, 277), SPU{Int64}(277, 278), SPU{Int64}(278, 279), SPU{Int64}(279, 280), SPU{Int64}(280, 281), SPU{Int64}(281, 282), SPU{Int64}(283, 284), SPU{Int64}(284, 285), SPU{Int64}(285, 286), SPU{Int64}(286, 287), SPU{Int64}(287, 288), SPU{Int64}(288, 289), SPU{Int64}(289, 290), SPU{Int64}(290, 291), SPU{Int64}(292, 293), SPU{Int64}(293, 294), SPU{Int64}(294, 295), SPU{Int64}(295, 296), SPU{Int64}(296, 297), SPU{Int64}(297, 298), SPU{Int64}(298, 299), SPU{Int64}(299, 300), SPU{Int64}(301, 302), SPU{Int64}(302, 303), SPU{Int64}(303, 304), SPU{Int64}(304, 305), SPU{Int64}(305, 306), SPU{Int64}(306, 307), SPU{Int64}(307, 308), SPU{Int64}(308, 309), SPU{Int64}(310, 311), SPU{Int64}(311, 312), SPU{Int64}(312, 313), SPU{Int64}(313, 314), SPU{Int64}(314, 315), SPU{Int64}(315, 316), SPU{Int64}(316, 317), SPU{Int64}(317, 318), SPU{Int64}(319, 320), SPU{Int64}(320, 321), SPU{Int64}(321, 322), SPU{Int64}(322, 323), SPU{Int64}(323, 324), SPU{Int64}(324, 325), SPU{Int64}(325, 326), SPU{Int64}(326, 327), SPU{Int64}(328, 329), SPU{Int64}(329, 330), SPU{Int64}(330, 331), SPU{Int64}(331, 332), SPU{Int64}(332, 333), SPU{Int64}(333, 334), SPU{Int64}(334, 335), SPU{Int64}(335, 336), SPU{Int64}(337, 338), SPU{Int64}(338, 339), SPU{Int64}(339, 340), SPU{Int64}(340, 341), SPU{Int64}(341, 342), SPU{Int64}(342, 343), SPU{Int64}(343, 344), SPU{Int64}(344, 345), SPU{Int64}(346, 347), SPU{Int64}(347, 348), SPU{Int64}(348, 349), SPU{Int64}(349, 350), SPU{Int64}(350, 351), SPU{Int64}(351, 352), SPU{Int64}(352, 353), SPU{Int64}(353, 354), SPU{Int64}(355, 356), SPU{Int64}(356, 357), SPU{Int64}(357, 358), SPU{Int64}(358, 359), SPU{Int64}(359, 360), SPU{Int64}(361, 362), SPU{Int64}(362, 363), SPU{Int64}(364, 365), SPU{Int64}(365, 366), SPU{Int64}(366, 367), SPU{Int64}(367, 368), SPU{Int64}(368, 369), SPU{Int64}(369, 370), SPU{Int64}(370, 371), SPU{Int64}(371, 372), SPU{Int64}(373, 374), SPU{Int64}(374, 375), SPU{Int64}(375, 376), SPU{Int64}(376, 377), SPU{Int64}(377, 378), SPU{Int64}(378, 379), SPU{Int64}(379, 380), SPU{Int64}(380, 381), SPU{Int64}(382, 383), SPU{Int64}(383, 384), SPU{Int64}(384, 385), SPU{Int64}(385, 386), SPU{Int64}(386, 387), SPU{Int64}(387, 388), SPU{Int64}(388, 389), SPU{Int64}(389, 390), SPU{Int64}(391, 392), SPU{Int64}(392, 393), SPU{Int64}(393, 394), SPU{Int64}(394, 395), SPU{Int64}(395, 396), SPU{Int64}(396, 397), SPU{Int64}(397, 398), SPU{Int64}(398, 399), SPU{Int64}(400, 401), SPU{Int64}(401, 402), SPU{Int64}(402, 403), SPU{Int64}(403, 404), SPU{Int64}(404, 405), SPU{Int64}(405, 406), SPU{Int64}(406, 407), SPU{Int64}(407, 408), SPU{Int64}(409, 410), SPU{Int64}(410, 411), SPU{Int64}(411, 412), SPU{Int64}(412, 413), SPU{Int64}(413, 414), SPU{Int64}(414, 415), SPU{Int64}(415, 416), SPU{Int64}(416, 417), SPU{Int64}(418, 419), SPU{Int64}(419, 420), SPU{Int64}(420, 421), SPU{Int64}(421, 422), SPU{Int64}(422, 423), SPU{Int64}(423, 424), SPU{Int64}(424, 425), SPU{Int64}(425, 426), SPU{Int64}(427, 428), SPU{Int64}(428, 429), SPU{Int64}(429, 430), SPU{Int64}(430, 431), SPU{Int64}(431, 432), SPU{Int64}(432, 433), SPU{Int64}(433, 434), SPU{Int64}(434, 435), SPU{Int64}(436, 437), SPU{Int64}(437, 438), SPU{Int64}(438, 439), SPU{Int64}(439, 440), SPU{Int64}(440, 441), SPU{Int64}(441, 442), SPU{Int64}(442, 443), SPU{Int64}(443, 444), SPU{Int64}(445, 446), SPU{Int64}(446, 447), SPU{Int64}(447, 448), SPU{Int64}(448, 449), SPU{Int64}(449, 450), SPU{Int64}(451, 452), SPU{Int64}(452, 453), SPU{Int64}(454, 455), SPU{Int64}(455, 456), SPU{Int64}(456, 457), SPU{Int64}(457, 458), SPU{Int64}(458, 459), SPU{Int64}(459, 460), SPU{Int64}(460, 461), SPU{Int64}(461, 462), SPU{Int64}(463, 464), SPU{Int64}(464, 465), SPU{Int64}(465, 466), SPU{Int64}(466, 467), SPU{Int64}(467, 468), SPU{Int64}(468, 469), SPU{Int64}(469, 470), SPU{Int64}(470, 471), SPU{Int64}(472, 473), SPU{Int64}(473, 474), SPU{Int64}(474, 475), SPU{Int64}(475, 476), SPU{Int64}(476, 477), SPU{Int64}(477, 478), SPU{Int64}(478, 479), SPU{Int64}(479, 480), SPU{Int64}(481, 482), SPU{Int64}(482, 483), SPU{Int64}(483, 484), SPU{Int64}(484, 485), SPU{Int64}(485, 486), SPU{Int64}(486, 487), SPU{Int64}(487, 488), SPU{Int64}(488, 489), SPU{Int64}(490, 491), SPU{Int64}(491, 492), SPU{Int64}(492, 493), SPU{Int64}(493, 494), SPU{Int64}(494, 495), SPU{Int64}(495, 496), SPU{Int64}(496, 497), SPU{Int64}(497, 498), SPU{Int64}(499, 500), SPU{Int64}(500, 501), SPU{Int64}(501, 502), SPU{Int64}(502, 503), SPU{Int64}(503, 504), SPU{Int64}(504, 505), SPU{Int64}(505, 506), SPU{Int64}(506, 507), SPU{Int64}(508, 509), SPU{Int64}(509, 510), SPU{Int64}(510, 511), SPU{Int64}(511, 512), SPU{Int64}(512, 513), SPU{Int64}(513, 514), SPU{Int64}(514, 515), SPU{Int64}(515, 516), SPU{Int64}(517, 518), SPU{Int64}(518, 519), SPU{Int64}(519, 520), SPU{Int64}(520, 521), SPU{Int64}(521, 522), SPU{Int64}(522, 523), SPU{Int64}(523, 524), SPU{Int64}(524, 525), SPU{Int64}(526, 527), SPU{Int64}(527, 528), SPU{Int64}(528, 529), SPU{Int64}(529, 530), SPU{Int64}(530, 531), SPU{Int64}(531, 532), SPU{Int64}(532, 533), SPU{Int64}(533, 534), SPU{Int64}(535, 536), SPU{Int64}(536, 537), SPU{Int64}(537, 538), SPU{Int64}(538, 539), SPU{Int64}(539, 540), SPU{Int64}(541, 542), SPU{Int64}(542, 543), SPU{Int64}(544, 545), SPU{Int64}(545, 546), SPU{Int64}(546, 547), SPU{Int64}(547, 548), SPU{Int64}(548, 549), SPU{Int64}(549, 550), SPU{Int64}(550, 551), SPU{Int64}(551, 552), SPU{Int64}(553, 554), SPU{Int64}(554, 555), SPU{Int64}(555, 556), SPU{Int64}(556, 557), SPU{Int64}(557, 558), SPU{Int64}(558, 559), SPU{Int64}(559, 560), SPU{Int64}(560, 561), SPU{Int64}(562, 563), SPU{Int64}(563, 564), SPU{Int64}(564, 565), SPU{Int64}(565, 566), SPU{Int64}(566, 567), SPU{Int64}(567, 568), SPU{Int64}(568, 569), SPU{Int64}(569, 570), SPU{Int64}(571, 572), SPU{Int64}(572, 573), SPU{Int64}(573, 574), SPU{Int64}(574, 575), SPU{Int64}(575, 576), SPU{Int64}(576, 577), SPU{Int64}(577, 578), SPU{Int64}(578, 579), SPU{Int64}(580, 581), SPU{Int64}(581, 582), SPU{Int64}(582, 583), SPU{Int64}(583, 584), SPU{Int64}(584, 585), SPU{Int64}(585, 586), SPU{Int64}(586, 587), SPU{Int64}(587, 588), SPU{Int64}(589, 590), SPU{Int64}(590, 591), SPU{Int64}(591, 592), SPU{Int64}(592, 593), SPU{Int64}(593, 594), SPU{Int64}(594, 595), SPU{Int64}(595, 596), SPU{Int64}(596, 597), SPU{Int64}(598, 599), SPU{Int64}(599, 600), SPU{Int64}(600, 601), SPU{Int64}(601, 602), SPU{Int64}(602, 603), SPU{Int64}(603, 604), SPU{Int64}(604, 605), SPU{Int64}(605, 606), SPU{Int64}(607, 608), SPU{Int64}(608, 609), SPU{Int64}(609, 610), SPU{Int64}(610, 611), SPU{Int64}(611, 612), SPU{Int64}(612, 613), SPU{Int64}(613, 614), SPU{Int64}(614, 615), SPU{Int64}(616, 617), SPU{Int64}(617, 618), SPU{Int64}(618, 619), SPU{Int64}(619, 620), SPU{Int64}(620, 621), SPU{Int64}(621, 622), SPU{Int64}(622, 623), SPU{Int64}(623, 624), SPU{Int64}(625, 626), SPU{Int64}(626, 627), SPU{Int64}(627, 628), SPU{Int64}(628, 629), SPU{Int64}(629, 630), SPU{Int64}(631, 632), SPU{Int64}(632, 633), SPU{Int64}(634, 635), SPU{Int64}(635, 636), SPU{Int64}(636, 637), SPU{Int64}(637, 638), SPU{Int64}(638, 639), SPU{Int64}(639, 640), SPU{Int64}(640, 641), SPU{Int64}(641, 642), SPU{Int64}(643, 644), SPU{Int64}(644, 645), SPU{Int64}(645, 646), SPU{Int64}(646, 647), SPU{Int64}(647, 648), SPU{Int64}(648, 649), SPU{Int64}(649, 650), SPU{Int64}(650, 651), SPU{Int64}(652, 653), SPU{Int64}(653, 654), SPU{Int64}(654, 655), SPU{Int64}(655, 656), SPU{Int64}(656, 657), SPU{Int64}(657, 658), SPU{Int64}(658, 659), SPU{Int64}(659, 660), SPU{Int64}(661, 662), SPU{Int64}(662, 663), SPU{Int64}(663, 664), SPU{Int64}(664, 665), SPU{Int64}(665, 666), SPU{Int64}(666, 667), SPU{Int64}(667, 668), SPU{Int64}(668, 669), SPU{Int64}(670, 671), SPU{Int64}(671, 672), SPU{Int64}(672, 673), SPU{Int64}(673, 674), SPU{Int64}(674, 675), SPU{Int64}(675, 676), SPU{Int64}(676, 677), SPU{Int64}(677, 678), SPU{Int64}(679, 680), SPU{Int64}(680, 681), SPU{Int64}(681, 682), SPU{Int64}(682, 683), SPU{Int64}(683, 684), SPU{Int64}(684, 685), SPU{Int64}(685, 686), SPU{Int64}(686, 687), SPU{Int64}(688, 689), SPU{Int64}(689, 690), SPU{Int64}(690, 691), SPU{Int64}(691, 692), SPU{Int64}(692, 693), SPU{Int64}(693, 694), SPU{Int64}(694, 695), SPU{Int64}(695, 696), SPU{Int64}(697, 698), SPU{Int64}(698, 699), SPU{Int64}(699, 700), SPU{Int64}(700, 701), SPU{Int64}(701, 702), SPU{Int64}(702, 703), SPU{Int64}(703, 704), SPU{Int64}(704, 705), SPU{Int64}(706, 707), SPU{Int64}(707, 708), SPU{Int64}(708, 709), SPU{Int64}(709, 710), SPU{Int64}(710, 711), SPU{Int64}(711, 712), SPU{Int64}(712, 713), SPU{Int64}(713, 714), SPU{Int64}(715, 716), SPU{Int64}(716, 717), SPU{Int64}(717, 718), SPU{Int64}(718, 719), SPU{Int64}(719, 720), SPU{Int64}(739, 1351), SPU{Int64}(740, 1352), SPU{Int64}(741, 1353), SPU{Int64}(742, 1354), SPU{Int64}(743, 1355), SPU{Int64}(744, 1356), SPU{Int64}(745, 1357), SPU{Int64}(746, 1358), SPU{Int64}(747, 1359), SPU{Int64}(748, 1360), SPU{Int64}(749, 1361), SPU{Int64}(750, 1362), SPU{Int64}(751, 1363), SPU{Int64}(752, 1364), SPU{Int64}(753, 1365), SPU{Int64}(754, 1366), SPU{Int64}(755, 1367), SPU{Int64}(756, 1368), SPU{Int64}(757, 1369), SPU{Int64}(758, 1370), SPU{Int64}(759, 1371), SPU{Int64}(760, 1372), SPU{Int64}(761, 1373), SPU{Int64}(762, 1374), SPU{Int64}(763, 1375), SPU{Int64}(764, 1376), SPU{Int64}(765, 1377), SPU{Int64}(766, 1378), SPU{Int64}(767, 1379), SPU{Int64}(768, 1380), SPU{Int64}(769, 1381), SPU{Int64}(770, 1382), SPU{Int64}(771, 1383), SPU{Int64}(772, 1384), SPU{Int64}(773, 1385), SPU{Int64}(774, 1386), SPU{Int64}(775, 1387), SPU{Int64}(776, 1388), SPU{Int64}(777, 1389), SPU{Int64}(778, 1390), SPU{Int64}(779, 1391), SPU{Int64}(780, 1392), SPU{Int64}(781, 1393), SPU{Int64}(782, 1394), SPU{Int64}(783, 1395), SPU{Int64}(784, 1396), SPU{Int64}(785, 1397), SPU{Int64}(786, 1398), SPU{Int64}(787, 1399), SPU{Int64}(788, 1400), SPU{Int64}(789, 1401), SPU{Int64}(790, 1402), SPU{Int64}(791, 1403), SPU{Int64}(792, 1404), SPU{Int64}(793, 1405), SPU{Int64}(794, 1406), SPU{Int64}(795, 1407), SPU{Int64}(796, 1408), SPU{Int64}(797, 1409), SPU{Int64}(798, 1410), SPU{Int64}(799, 1411), SPU{Int64}(800, 1412), SPU{Int64}(801, 1413), SPU{Int64}(802, 1414), SPU{Int64}(803, 1415), SPU{Int64}(804, 1416), SPU{Int64}(805, 1417), SPU{Int64}(806, 1418), SPU{Int64}(807, 1419), SPU{Int64}(808, 1420), SPU{Int64}(809, 1421), SPU{Int64}(810, 1422), SPU{Int64}(811, 721), SPU{Int64}(812, 722), SPU{Int64}(813, 723), SPU{Int64}(814, 724), SPU{Int64}(815, 725), SPU{Int64}(816, 726), SPU{Int64}(817, 727), SPU{Int64}(818, 728), SPU{Int64}(819, 729), SPU{Int64}(820, 730), SPU{Int64}(821, 731), SPU{Int64}(822, 732), SPU{Int64}(823, 733), SPU{Int64}(824, 734), SPU{Int64}(825, 735), SPU{Int64}(826, 736), SPU{Int64}(827, 737), SPU{Int64}(828, 738), SPU{Int64}(829, 739), SPU{Int64}(830, 740), SPU{Int64}(831, 741), SPU{Int64}(832, 742), SPU{Int64}(833, 743), SPU{Int64}(834, 744), SPU{Int64}(835, 745), SPU{Int64}(836, 746), SPU{Int64}(837, 747), SPU{Int64}(838, 748), SPU{Int64}(839, 749), SPU{Int64}(840, 750), SPU{Int64}(841, 751), SPU{Int64}(842, 752), SPU{Int64}(843, 753), SPU{Int64}(844, 754), SPU{Int64}(845, 755), SPU{Int64}(846, 756), SPU{Int64}(847, 757), SPU{Int64}(848, 758), SPU{Int64}(849, 759), SPU{Int64}(850, 760), SPU{Int64}(851, 761), SPU{Int64}(852, 762), SPU{Int64}(853, 763), SPU{Int64}(854, 764), SPU{Int64}(855, 765), SPU{Int64}(856, 766), SPU{Int64}(857, 767), SPU{Int64}(858, 768), SPU{Int64}(859, 769), SPU{Int64}(860, 770), SPU{Int64}(861, 771), SPU{Int64}(862, 772), SPU{Int64}(863, 773), SPU{Int64}(864, 774), SPU{Int64}(865, 775), SPU{Int64}(866, 776), SPU{Int64}(867, 777), SPU{Int64}(868, 778), SPU{Int64}(869, 779), SPU{Int64}(870, 780), SPU{Int64}(871, 781), SPU{Int64}(872, 782), SPU{Int64}(873, 783), SPU{Int64}(874, 784), SPU{Int64}(875, 785), SPU{Int64}(876, 786), SPU{Int64}(877, 787), SPU{Int64}(878, 788), SPU{Int64}(879, 789), SPU{Int64}(880, 790), SPU{Int64}(881, 791), SPU{Int64}(882, 792), SPU{Int64}(883, 793), SPU{Int64}(884, 794), SPU{Int64}(885, 795), SPU{Int64}(886, 796), SPU{Int64}(887, 797), SPU{Int64}(888, 798), SPU{Int64}(889, 799), SPU{Int64}(890, 800), SPU{Int64}(891, 801), SPU{Int64}(892, 802), SPU{Int64}(893, 803), SPU{Int64}(894, 804), SPU{Int64}(895, 805), SPU{Int64}(896, 806), SPU{Int64}(897, 807), SPU{Int64}(898, 808), SPU{Int64}(899, 809), SPU{Int64}(900, 810), SPU{Int64}(901, 811), SPU{Int64}(902, 812), SPU{Int64}(903, 813), SPU{Int64}(904, 814), SPU{Int64}(905, 815), SPU{Int64}(906, 816), SPU{Int64}(907, 817), SPU{Int64}(908, 818), SPU{Int64}(909, 819), SPU{Int64}(910, 820), SPU{Int64}(911, 821), SPU{Int64}(912, 822), SPU{Int64}(913, 823), SPU{Int64}(914, 824), SPU{Int64}(915, 825), SPU{Int64}(916, 826), SPU{Int64}(917, 827), SPU{Int64}(918, 828), SPU{Int64}(919, 829), SPU{Int64}(920, 830), SPU{Int64}(921, 831), SPU{Int64}(922, 832), SPU{Int64}(923, 833), SPU{Int64}(924, 834), SPU{Int64}(925, 835), SPU{Int64}(926, 836), SPU{Int64}(927, 837), SPU{Int64}(928, 838), SPU{Int64}(929, 839), SPU{Int64}(930, 840), SPU{Int64}(931, 841), SPU{Int64}(932, 842), SPU{Int64}(933, 843), SPU{Int64}(934, 844), SPU{Int64}(935, 845), SPU{Int64}(936, 846), SPU{Int64}(937, 847), SPU{Int64}(938, 848), SPU{Int64}(939, 849), SPU{Int64}(940, 850), SPU{Int64}(941, 851), SPU{Int64}(942, 852), SPU{Int64}(943, 853), SPU{Int64}(944, 854), SPU{Int64}(945, 855), SPU{Int64}(946, 856), SPU{Int64}(947, 857), SPU{Int64}(948, 858), SPU{Int64}(949, 859), SPU{Int64}(950, 860), SPU{Int64}(951, 861), SPU{Int64}(952, 862), SPU{Int64}(953, 863), SPU{Int64}(954, 864), SPU{Int64}(955, 865), SPU{Int64}(956, 866), SPU{Int64}(957, 867), SPU{Int64}(958, 868), SPU{Int64}(959, 869), SPU{Int64}(960, 870), SPU{Int64}(961, 871), SPU{Int64}(962, 872), SPU{Int64}(963, 873), SPU{Int64}(964, 874), SPU{Int64}(965, 875), SPU{Int64}(966, 876), SPU{Int64}(967, 877), SPU{Int64}(968, 878), SPU{Int64}(969, 879), SPU{Int64}(970, 880), SPU{Int64}(971, 881), SPU{Int64}(972, 882), SPU{Int64}(973, 883), SPU{Int64}(974, 884), SPU{Int64}(975, 885), SPU{Int64}(976, 886), SPU{Int64}(977, 887), SPU{Int64}(978, 888), SPU{Int64}(979, 889), SPU{Int64}(980, 890), SPU{Int64}(981, 891), SPU{Int64}(982, 892), SPU{Int64}(983, 893), SPU{Int64}(984, 894), SPU{Int64}(985, 895), SPU{Int64}(986, 896), SPU{Int64}(987, 897), SPU{Int64}(988, 898), SPU{Int64}(989, 899), SPU{Int64}(990, 900), SPU{Int64}(991, 901), SPU{Int64}(992, 902), SPU{Int64}(993, 903), SPU{Int64}(994, 904), SPU{Int64}(995, 905), SPU{Int64}(996, 906), SPU{Int64}(997, 907), SPU{Int64}(998, 908), SPU{Int64}(999, 909), SPU{Int64}(1000, 910), SPU{Int64}(1001, 911), SPU{Int64}(1002, 912), SPU{Int64}(1003, 913), SPU{Int64}(1004, 914), SPU{Int64}(1005, 915), SPU{Int64}(1006, 916), SPU{Int64}(1007, 917), SPU{Int64}(1008, 918), SPU{Int64}(1009, 919), SPU{Int64}(1010, 920), SPU{Int64}(1011, 921), SPU{Int64}(1012, 922), SPU{Int64}(1013, 923), SPU{Int64}(1014, 924), SPU{Int64}(1015, 925), SPU{Int64}(1016, 926), SPU{Int64}(1017, 927), SPU{Int64}(1018, 928), SPU{Int64}(1019, 929), SPU{Int64}(1020, 930), SPU{Int64}(1021, 931), SPU{Int64}(1022, 932), SPU{Int64}(1023, 933), SPU{Int64}(1024, 934), SPU{Int64}(1025, 935), SPU{Int64}(1026, 936), SPU{Int64}(1027, 937), SPU{Int64}(1028, 938), SPU{Int64}(1029, 939), SPU{Int64}(1030, 940), SPU{Int64}(1031, 941), SPU{Int64}(1032, 942), SPU{Int64}(1033, 943), SPU{Int64}(1034, 944), SPU{Int64}(1035, 945), SPU{Int64}(1036, 946), SPU{Int64}(1037, 947), SPU{Int64}(1038, 948), SPU{Int64}(1039, 949), SPU{Int64}(1040, 950), SPU{Int64}(1041, 951), SPU{Int64}(1042, 952), SPU{Int64}(1043, 953), SPU{Int64}(1044, 954), SPU{Int64}(1045, 955), SPU{Int64}(1046, 956), SPU{Int64}(1047, 957), SPU{Int64}(1048, 958), SPU{Int64}(1049, 959), SPU{Int64}(1050, 960), SPU{Int64}(1051, 961), SPU{Int64}(1052, 962), SPU{Int64}(1053, 963), SPU{Int64}(1054, 964), SPU{Int64}(1055, 965), SPU{Int64}(1056, 966), SPU{Int64}(1057, 967), SPU{Int64}(1058, 968), SPU{Int64}(1059, 969), SPU{Int64}(1060, 970), SPU{Int64}(1061, 971), SPU{Int64}(1062, 972), SPU{Int64}(1063, 973), SPU{Int64}(1064, 974), SPU{Int64}(1065, 975), SPU{Int64}(1066, 976), SPU{Int64}(1067, 977), SPU{Int64}(1068, 978), SPU{Int64}(1069, 979), SPU{Int64}(1070, 980), SPU{Int64}(1071, 981), SPU{Int64}(1072, 982), SPU{Int64}(1073, 983), SPU{Int64}(1074, 984), SPU{Int64}(1075, 985), SPU{Int64}(1076, 986), SPU{Int64}(1077, 987), SPU{Int64}(1078, 988), SPU{Int64}(1079, 989), SPU{Int64}(1080, 990), SPU{Int64}(1081, 991), SPU{Int64}(1082, 992), SPU{Int64}(1083, 993), SPU{Int64}(1084, 994), SPU{Int64}(1085, 995), SPU{Int64}(1086, 996), SPU{Int64}(1087, 997), SPU{Int64}(1088, 998), SPU{Int64}(1089, 999), SPU{Int64}(1090, 1000), SPU{Int64}(1091, 1001), SPU{Int64}(1092, 1002), SPU{Int64}(1093, 1003), SPU{Int64}(1094, 1004), SPU{Int64}(1095, 1005), SPU{Int64}(1096, 1006), SPU{Int64}(1097, 1007), SPU{Int64}(1098, 1008), SPU{Int64}(1099, 1009), SPU{Int64}(1100, 1010), SPU{Int64}(1101, 1011), SPU{Int64}(1102, 1012), SPU{Int64}(1103, 1013), SPU{Int64}(1104, 1014), SPU{Int64}(1105, 1015), SPU{Int64}(1106, 1016), SPU{Int64}(1107, 1017), SPU{Int64}(1108, 1018), SPU{Int64}(1109, 1019), SPU{Int64}(1110, 1020), SPU{Int64}(1111, 1021), SPU{Int64}(1112, 1022), SPU{Int64}(1113, 1023), SPU{Int64}(1114, 1024), SPU{Int64}(1115, 1025), SPU{Int64}(1116, 1026), SPU{Int64}(1117, 1027), SPU{Int64}(1118, 1028), SPU{Int64}(1119, 1029), SPU{Int64}(1120, 1030), SPU{Int64}(1121, 1031), SPU{Int64}(1122, 1032), SPU{Int64}(1123, 1033), SPU{Int64}(1124, 1034), SPU{Int64}(1125, 1035), SPU{Int64}(1126, 1036), SPU{Int64}(1127, 1037), SPU{Int64}(1128, 1038), SPU{Int64}(1129, 1039), SPU{Int64}(1130, 1040), SPU{Int64}(1131, 1041), SPU{Int64}(1132, 1042), SPU{Int64}(1133, 1043), SPU{Int64}(1134, 1044), SPU{Int64}(1135, 1045), SPU{Int64}(1136, 1046), SPU{Int64}(1137, 1047), SPU{Int64}(1138, 1048), SPU{Int64}(1139, 1049), SPU{Int64}(1140, 1050), SPU{Int64}(1141, 1051), SPU{Int64}(1142, 1052), SPU{Int64}(1143, 1053), SPU{Int64}(1144, 1054), SPU{Int64}(1145, 1055), SPU{Int64}(1146, 1056), SPU{Int64}(1147, 1057), SPU{Int64}(1148, 1058), SPU{Int64}(1149, 1059), SPU{Int64}(1150, 1060), SPU{Int64}(1151, 1061), SPU{Int64}(1152, 1062), SPU{Int64}(1153, 1063), SPU{Int64}(1154, 1064), SPU{Int64}(1155, 1065), SPU{Int64}(1156, 1066), SPU{Int64}(1157, 1067), SPU{Int64}(1158, 1068), SPU{Int64}(1159, 1069), SPU{Int64}(1160, 1070), SPU{Int64}(1161, 1071), SPU{Int64}(1162, 1072), SPU{Int64}(1163, 1073), SPU{Int64}(1164, 1074), SPU{Int64}(1165, 1075), SPU{Int64}(1166, 1076), SPU{Int64}(1167, 1077), SPU{Int64}(1168, 1078), SPU{Int64}(1169, 1079), SPU{Int64}(1170, 1080), SPU{Int64}(1171, 1081), SPU{Int64}(1172, 1082), SPU{Int64}(1173, 1083), SPU{Int64}(1174, 1084), SPU{Int64}(1175, 1085), SPU{Int64}(1176, 1086), SPU{Int64}(1177, 1087), SPU{Int64}(1178, 1088), SPU{Int64}(1179, 1089), SPU{Int64}(1180, 1090), SPU{Int64}(1181, 1091), SPU{Int64}(1182, 1092), SPU{Int64}(1183, 1093), SPU{Int64}(1184, 1094), SPU{Int64}(1185, 1095), SPU{Int64}(1186, 1096), SPU{Int64}(1187, 1097), SPU{Int64}(1188, 1098), SPU{Int64}(1189, 1099), SPU{Int64}(1190, 1100), SPU{Int64}(1191, 1101), SPU{Int64}(1192, 1102), SPU{Int64}(1193, 1103), SPU{Int64}(1194, 1104), SPU{Int64}(1195, 1105), SPU{Int64}(1196, 1106), SPU{Int64}(1197, 1107), SPU{Int64}(1198, 1108), SPU{Int64}(1199, 1109), SPU{Int64}(1200, 1110), SPU{Int64}(1201, 1111), SPU{Int64}(1202, 1112), SPU{Int64}(1203, 1113), SPU{Int64}(1204, 1114), SPU{Int64}(1205, 1115), SPU{Int64}(1206, 1116), SPU{Int64}(1207, 1117), SPU{Int64}(1208, 1118), SPU{Int64}(1209, 1119), SPU{Int64}(1210, 1120), SPU{Int64}(1211, 1121), SPU{Int64}(1212, 1122), SPU{Int64}(1213, 1123), SPU{Int64}(1214, 1124), SPU{Int64}(1215, 1125), SPU{Int64}(1216, 1126), SPU{Int64}(1217, 1127), SPU{Int64}(1218, 1128), SPU{Int64}(1219, 1129), SPU{Int64}(1220, 1130), SPU{Int64}(1221, 1131), SPU{Int64}(1222, 1132), SPU{Int64}(1223, 1133), SPU{Int64}(1224, 1134), SPU{Int64}(1225, 1135), SPU{Int64}(1226, 1136), SPU{Int64}(1227, 1137), SPU{Int64}(1228, 1138), SPU{Int64}(1229, 1139), SPU{Int64}(1230, 1140), SPU{Int64}(1231, 1141), SPU{Int64}(1232, 1142), SPU{Int64}(1233, 1143), SPU{Int64}(1234, 1144), SPU{Int64}(1235, 1145), SPU{Int64}(1236, 1146), SPU{Int64}(1237, 1147), SPU{Int64}(1238, 1148), SPU{Int64}(1239, 1149), SPU{Int64}(1240, 1150), SPU{Int64}(1241, 1151), SPU{Int64}(1242, 1152), SPU{Int64}(1243, 1153), SPU{Int64}(1244, 1154), SPU{Int64}(1245, 1155), SPU{Int64}(1246, 1156), SPU{Int64}(1247, 1157), SPU{Int64}(1248, 1158), SPU{Int64}(1249, 1159), SPU{Int64}(1250, 1160), SPU{Int64}(1251, 1161), SPU{Int64}(1252, 1162), SPU{Int64}(1253, 1163), SPU{Int64}(1254, 1164), SPU{Int64}(1255, 1165), SPU{Int64}(1256, 1166), SPU{Int64}(1257, 1167), SPU{Int64}(1258, 1168), SPU{Int64}(1259, 1169), SPU{Int64}(1260, 1170), SPU{Int64}(1261, 1171), SPU{Int64}(1262, 1172), SPU{Int64}(1263, 1173), SPU{Int64}(1264, 1174), SPU{Int64}(1265, 1175), SPU{Int64}(1266, 1176), SPU{Int64}(1267, 1177), SPU{Int64}(1268, 1178), SPU{Int64}(1269, 1179), SPU{Int64}(1270, 1180), SPU{Int64}(1271, 1181), SPU{Int64}(1272, 1182), SPU{Int64}(1273, 1183), SPU{Int64}(1274, 1184), SPU{Int64}(1275, 1185), SPU{Int64}(1276, 1186), SPU{Int64}(1277, 1187), SPU{Int64}(1278, 1188), SPU{Int64}(1279, 1189), SPU{Int64}(1280, 1190), SPU{Int64}(1281, 1191), SPU{Int64}(1282, 1192), SPU{Int64}(1283, 1193), SPU{Int64}(1284, 1194), SPU{Int64}(1285, 1195), SPU{Int64}(1286, 1196), SPU{Int64}(1287, 1197), SPU{Int64}(1288, 1198), SPU{Int64}(1289, 1199), SPU{Int64}(1290, 1200), SPU{Int64}(1291, 1201), SPU{Int64}(1292, 1202), SPU{Int64}(1293, 1203), SPU{Int64}(1294, 1204), SPU{Int64}(1295, 1205), SPU{Int64}(1296, 1206), SPU{Int64}(1297, 1207), SPU{Int64}(1298, 1208), SPU{Int64}(1299, 1209), SPU{Int64}(1300, 1210), SPU{Int64}(1301, 1211), SPU{Int64}(1302, 1212), SPU{Int64}(1303, 1213), SPU{Int64}(1304, 1214), SPU{Int64}(1305, 1215), SPU{Int64}(1306, 1216), SPU{Int64}(1307, 1217), SPU{Int64}(1308, 1218), SPU{Int64}(1309, 1219), SPU{Int64}(1310, 1220), SPU{Int64}(1311, 1221), SPU{Int64}(1312, 1222), SPU{Int64}(1313, 1223), SPU{Int64}(1314, 1224), SPU{Int64}(1315, 1225), SPU{Int64}(1316, 1226), SPU{Int64}(1317, 1227), SPU{Int64}(1318, 1228), SPU{Int64}(1319, 1229), SPU{Int64}(1320, 1230), SPU{Int64}(1321, 1231), SPU{Int64}(1322, 1232), SPU{Int64}(1323, 1233), SPU{Int64}(1324, 1234), SPU{Int64}(1325, 1235), SPU{Int64}(1326, 1236), SPU{Int64}(1327, 1237), SPU{Int64}(1328, 1238), SPU{Int64}(1329, 1239), SPU{Int64}(1330, 1240), SPU{Int64}(1331, 1241), SPU{Int64}(1332, 1242), SPU{Int64}(1333, 1243), SPU{Int64}(1334, 1244), SPU{Int64}(1335, 1245), SPU{Int64}(1336, 1246), SPU{Int64}(1337, 1247), SPU{Int64}(1338, 1248), SPU{Int64}(1339, 1249), SPU{Int64}(1340, 1250), SPU{Int64}(1341, 1251), SPU{Int64}(1342, 1252), SPU{Int64}(1343, 1253), SPU{Int64}(1344, 1254), SPU{Int64}(1345, 1255), SPU{Int64}(1346, 1256), SPU{Int64}(1347, 1257), SPU{Int64}(1348, 1258), SPU{Int64}(1349, 1259), SPU{Int64}(1350, 1260), SPU{Int64}(1351, 1261), SPU{Int64}(1352, 1262), SPU{Int64}(1353, 1263), SPU{Int64}(1354, 1264), SPU{Int64}(1355, 1265), SPU{Int64}(1356, 1266), SPU{Int64}(1357, 1267), SPU{Int64}(1358, 1268), SPU{Int64}(1359, 1269), SPU{Int64}(1360, 1270), SPU{Int64}(1361, 1271), SPU{Int64}(1362, 1272), SPU{Int64}(1363, 1273), SPU{Int64}(1364, 1274), SPU{Int64}(1365, 1275), SPU{Int64}(1366, 1276), SPU{Int64}(1367, 1277), SPU{Int64}(1368, 1278), SPU{Int64}(1369, 1279), SPU{Int64}(1370, 1280), SPU{Int64}(1371, 1281), SPU{Int64}(1372, 1282), SPU{Int64}(1373, 1283), SPU{Int64}(1374, 1284), SPU{Int64}(1375, 1285), SPU{Int64}(1376, 1286), SPU{Int64}(1377, 1287), SPU{Int64}(1378, 1288), SPU{Int64}(1379, 1289), SPU{Int64}(1380, 1290), SPU{Int64}(1381, 1291), SPU{Int64}(1382, 1292), SPU{Int64}(1383, 1293), SPU{Int64}(1384, 1294), SPU{Int64}(1385, 1295), SPU{Int64}(1386, 1296), SPU{Int64}(1387, 1297), SPU{Int64}(1388, 1298), SPU{Int64}(1389, 1299), SPU{Int64}(1390, 1300), SPU{Int64}(1391, 1301), SPU{Int64}(1392, 1302), SPU{Int64}(1393, 1303), SPU{Int64}(1394, 1304), SPU{Int64}(1395, 1305), SPU{Int64}(1396, 1306), SPU{Int64}(1397, 1307), SPU{Int64}(1398, 1308), SPU{Int64}(1399, 1309), SPU{Int64}(1400, 1310), SPU{Int64}(1401, 1311), SPU{Int64}(1402, 1312), SPU{Int64}(1403, 1313), SPU{Int64}(1404, 1314), SPU{Int64}(1405, 1315), SPU{Int64}(1406, 1316), SPU{Int64}(1407, 1317), SPU{Int64}(1408, 1318), SPU{Int64}(1409, 1319), SPU{Int64}(1410, 1320), SPU{Int64}(1411, 1321), SPU{Int64}(1412, 1322), SPU{Int64}(1413, 1323), SPU{Int64}(1414, 1324), SPU{Int64}(1415, 1325), SPU{Int64}(1416, 1326), SPU{Int64}(1417, 1327), SPU{Int64}(1418, 1328), SPU{Int64}(1419, 1329), SPU{Int64}(1420, 1330), SPU{Int64}(1421, 1331), SPU{Int64}(1422, 1332), SPU{Int64}(1423, 1333), SPU{Int64}(1424, 1334), SPU{Int64}(1425, 1335), SPU{Int64}(1426, 1336), SPU{Int64}(1427, 1337), SPU{Int64}(1428, 1338), SPU{Int64}(1429, 1339), SPU{Int64}(1430, 1340), SPU{Int64}(1431, 1341), SPU{Int64}(1432, 1342), SPU{Int64}(1433, 1343), SPU{Int64}(1434, 1344), SPU{Int64}(1435, 1345), SPU{Int64}(1436, 1346), SPU{Int64}(1437, 1347), SPU{Int64}(1438, 1348), SPU{Int64}(1439, 1349), SPU{Int64}(1440, 1350), SPU{Int64}(721, 722), SPU{Int64}(722, 723), SPU{Int64}(724, 725), SPU{Int64}(725, 726), SPU{Int64}(726, 727), SPU{Int64}(727, 728), SPU{Int64}(728, 729), SPU{Int64}(729, 730), SPU{Int64}(730, 731), SPU{Int64}(731, 732), SPU{Int64}(733, 734), SPU{Int64}(734, 735), SPU{Int64}(735, 736), SPU{Int64}(736, 737), SPU{Int64}(737, 738), SPU{Int64}(738, 739), SPU{Int64}(739, 740), SPU{Int64}(740, 741), SPU{Int64}(742, 743), SPU{Int64}(743, 744), SPU{Int64}(744, 745), SPU{Int64}(745, 746), SPU{Int64}(746, 747), SPU{Int64}(747, 748), SPU{Int64}(748, 749), SPU{Int64}(749, 750), SPU{Int64}(751, 752), SPU{Int64}(752, 753), SPU{Int64}(753, 754), SPU{Int64}(754, 755), SPU{Int64}(755, 756), SPU{Int64}(756, 757), SPU{Int64}(757, 758), SPU{Int64}(758, 759), SPU{Int64}(760, 761), SPU{Int64}(761, 762), SPU{Int64}(762, 763), SPU{Int64}(763, 764), SPU{Int64}(764, 765), SPU{Int64}(765, 766), SPU{Int64}(766, 767), SPU{Int64}(767, 768), SPU{Int64}(769, 770), SPU{Int64}(770, 771), SPU{Int64}(771, 772), SPU{Int64}(772, 773), SPU{Int64}(773, 774), SPU{Int64}(774, 775), SPU{Int64}(775, 776), SPU{Int64}(776, 777), SPU{Int64}(778, 779), SPU{Int64}(779, 780), SPU{Int64}(780, 781), SPU{Int64}(781, 782), SPU{Int64}(782, 783), SPU{Int64}(783, 784), SPU{Int64}(784, 785), SPU{Int64}(785, 786), SPU{Int64}(787, 788), SPU{Int64}(788, 789), SPU{Int64}(789, 790), SPU{Int64}(790, 791), SPU{Int64}(791, 792), SPU{Int64}(792, 793), SPU{Int64}(793, 794), SPU{Int64}(794, 795), SPU{Int64}(796, 797), SPU{Int64}(797, 798), SPU{Int64}(798, 799), SPU{Int64}(799, 800), SPU{Int64}(800, 801), SPU{Int64}(801, 802), SPU{Int64}(802, 803), SPU{Int64}(803, 804), SPU{Int64}(805, 806), SPU{Int64}(806, 807), SPU{Int64}(807, 808), SPU{Int64}(808, 809), SPU{Int64}(809, 810), SPU{Int64}(811, 812), SPU{Int64}(812, 813), SPU{Int64}(814, 815), SPU{Int64}(815, 816), SPU{Int64}(816, 817), SPU{Int64}(817, 818), SPU{Int64}(818, 819), SPU{Int64}(819, 820), SPU{Int64}(820, 821), SPU{Int64}(821, 822), SPU{Int64}(823, 824), SPU{Int64}(824, 825), SPU{Int64}(825, 826), SPU{Int64}(826, 827), SPU{Int64}(827, 828), SPU{Int64}(828, 829), SPU{Int64}(829, 830), SPU{Int64}(830, 831), SPU{Int64}(832, 833), SPU{Int64}(833, 834), SPU{Int64}(834, 835), SPU{Int64}(835, 836), SPU{Int64}(836, 837), SPU{Int64}(837, 838), SPU{Int64}(838, 839), SPU{Int64}(839, 840), SPU{Int64}(841, 842), SPU{Int64}(842, 843), SPU{Int64}(843, 844), SPU{Int64}(844, 845), SPU{Int64}(845, 846), SPU{Int64}(846, 847), SPU{Int64}(847, 848), SPU{Int64}(848, 849), SPU{Int64}(850, 851), SPU{Int64}(851, 852), SPU{Int64}(852, 853), SPU{Int64}(853, 854), SPU{Int64}(854, 855), SPU{Int64}(855, 856), SPU{Int64}(856, 857), SPU{Int64}(857, 858), SPU{Int64}(859, 860), SPU{Int64}(860, 861), SPU{Int64}(861, 862), SPU{Int64}(862, 863), SPU{Int64}(863, 864), SPU{Int64}(864, 865), SPU{Int64}(865, 866), SPU{Int64}(866, 867), SPU{Int64}(868, 869), SPU{Int64}(869, 870), SPU{Int64}(870, 871), SPU{Int64}(871, 872), SPU{Int64}(872, 873), SPU{Int64}(873, 874), SPU{Int64}(874, 875), SPU{Int64}(875, 876), SPU{Int64}(877, 878), SPU{Int64}(878, 879), SPU{Int64}(879, 880), SPU{Int64}(880, 881), SPU{Int64}(881, 882), SPU{Int64}(882, 883), SPU{Int64}(883, 884), SPU{Int64}(884, 885), SPU{Int64}(886, 887), SPU{Int64}(887, 888), SPU{Int64}(888, 889), SPU{Int64}(889, 890), SPU{Int64}(890, 891), SPU{Int64}(891, 892), SPU{Int64}(892, 893), SPU{Int64}(893, 894), SPU{Int64}(895, 896), SPU{Int64}(896, 897), SPU{Int64}(897, 898), SPU{Int64}(898, 899), SPU{Int64}(899, 900), SPU{Int64}(901, 902), SPU{Int64}(902, 903), SPU{Int64}(904, 905), SPU{Int64}(905, 906), SPU{Int64}(906, 907), SPU{Int64}(907, 908), SPU{Int64}(908, 909), SPU{Int64}(909, 910), SPU{Int64}(910, 911), SPU{Int64}(911, 912), SPU{Int64}(913, 914), SPU{Int64}(914, 915), SPU{Int64}(915, 916), SPU{Int64}(916, 917), SPU{Int64}(917, 918), SPU{Int64}(918, 919), SPU{Int64}(919, 920), SPU{Int64}(920, 921), SPU{Int64}(922, 923), SPU{Int64}(923, 924), SPU{Int64}(924, 925), SPU{Int64}(925, 926), SPU{Int64}(926, 927), SPU{Int64}(927, 928), SPU{Int64}(928, 929), SPU{Int64}(929, 930), SPU{Int64}(931, 932), SPU{Int64}(932, 933), SPU{Int64}(933, 934), SPU{Int64}(934, 935), SPU{Int64}(935, 936), SPU{Int64}(936, 937), SPU{Int64}(937, 938), SPU{Int64}(938, 939), SPU{Int64}(940, 941), SPU{Int64}(941, 942), SPU{Int64}(942, 943), SPU{Int64}(943, 944), SPU{Int64}(944, 945), SPU{Int64}(945, 946), SPU{Int64}(946, 947), SPU{Int64}(947, 948), SPU{Int64}(949, 950), SPU{Int64}(950, 951), SPU{Int64}(951, 952), SPU{Int64}(952, 953), SPU{Int64}(953, 954), SPU{Int64}(954, 955), SPU{Int64}(955, 956), SPU{Int64}(956, 957), SPU{Int64}(958, 959), SPU{Int64}(959, 960), SPU{Int64}(960, 961), SPU{Int64}(961, 962), SPU{Int64}(962, 963), SPU{Int64}(963, 964), SPU{Int64}(964, 965), SPU{Int64}(965, 966), SPU{Int64}(967, 968), SPU{Int64}(968, 969), SPU{Int64}(969, 970), SPU{Int64}(970, 971), SPU{Int64}(971, 972), SPU{Int64}(972, 973), SPU{Int64}(973, 974), SPU{Int64}(974, 975), SPU{Int64}(976, 977), SPU{Int64}(977, 978), SPU{Int64}(978, 979), SPU{Int64}(979, 980), SPU{Int64}(980, 981), SPU{Int64}(981, 982), SPU{Int64}(982, 983), SPU{Int64}(983, 984), SPU{Int64}(985, 986), SPU{Int64}(986, 987), SPU{Int64}(987, 988), SPU{Int64}(988, 989), SPU{Int64}(989, 990), SPU{Int64}(991, 992), SPU{Int64}(992, 993), SPU{Int64}(994, 995), SPU{Int64}(995, 996), SPU{Int64}(996, 997), SPU{Int64}(997, 998), SPU{Int64}(998, 999), SPU{Int64}(999, 1000), SPU{Int64}(1000, 1001), SPU{Int64}(1001, 1002), SPU{Int64}(1003, 1004), SPU{Int64}(1004, 1005), SPU{Int64}(1005, 1006), SPU{Int64}(1006, 1007), SPU{Int64}(1007, 1008), SPU{Int64}(1008, 1009), SPU{Int64}(1009, 1010), SPU{Int64}(1010, 1011), SPU{Int64}(1012, 1013), SPU{Int64}(1013, 1014), SPU{Int64}(1014, 1015), SPU{Int64}(1015, 1016), SPU{Int64}(1016, 1017), SPU{Int64}(1017, 1018), SPU{Int64}(1018, 1019), SPU{Int64}(1019, 1020), SPU{Int64}(1021, 1022), SPU{Int64}(1022, 1023), SPU{Int64}(1023, 1024), SPU{Int64}(1024, 1025), SPU{Int64}(1025, 1026), SPU{Int64}(1026, 1027), SPU{Int64}(1027, 1028), SPU{Int64}(1028, 1029), SPU{Int64}(1030, 1031), SPU{Int64}(1031, 1032), SPU{Int64}(1032, 1033), SPU{Int64}(1033, 1034), SPU{Int64}(1034, 1035), SPU{Int64}(1035, 1036), SPU{Int64}(1036, 1037), SPU{Int64}(1037, 1038), SPU{Int64}(1039, 1040), SPU{Int64}(1040, 1041), SPU{Int64}(1041, 1042), SPU{Int64}(1042, 1043), SPU{Int64}(1043, 1044), SPU{Int64}(1044, 1045), SPU{Int64}(1045, 1046), SPU{Int64}(1046, 1047), SPU{Int64}(1048, 1049), SPU{Int64}(1049, 1050), SPU{Int64}(1050, 1051), SPU{Int64}(1051, 1052), SPU{Int64}(1052, 1053), SPU{Int64}(1053, 1054), SPU{Int64}(1054, 1055), SPU{Int64}(1055, 1056), SPU{Int64}(1057, 1058), SPU{Int64}(1058, 1059), SPU{Int64}(1059, 1060), SPU{Int64}(1060, 1061), SPU{Int64}(1061, 1062), SPU{Int64}(1062, 1063), SPU{Int64}(1063, 1064), SPU{Int64}(1064, 1065), SPU{Int64}(1066, 1067), SPU{Int64}(1067, 1068), SPU{Int64}(1068, 1069), SPU{Int64}(1069, 1070), SPU{Int64}(1070, 1071), SPU{Int64}(1071, 1072), SPU{Int64}(1072, 1073), SPU{Int64}(1073, 1074), SPU{Int64}(1075, 1076), SPU{Int64}(1076, 1077), SPU{Int64}(1077, 1078), SPU{Int64}(1078, 1079), SPU{Int64}(1079, 1080), SPU{Int64}(1081, 1082), SPU{Int64}(1082, 1083), SPU{Int64}(1084, 1085), SPU{Int64}(1085, 1086), SPU{Int64}(1086, 1087), SPU{Int64}(1087, 1088), SPU{Int64}(1088, 1089), SPU{Int64}(1089, 1090), SPU{Int64}(1090, 1091), SPU{Int64}(1091, 1092), SPU{Int64}(1093, 1094), SPU{Int64}(1094, 1095), SPU{Int64}(1095, 1096), SPU{Int64}(1096, 1097), SPU{Int64}(1097, 1098), SPU{Int64}(1098, 1099), SPU{Int64}(1099, 1100), SPU{Int64}(1100, 1101), SPU{Int64}(1102, 1103), SPU{Int64}(1103, 1104), SPU{Int64}(1104, 1105), SPU{Int64}(1105, 1106), SPU{Int64}(1106, 1107), SPU{Int64}(1107, 1108), SPU{Int64}(1108, 1109), SPU{Int64}(1109, 1110), SPU{Int64}(1111, 1112), SPU{Int64}(1112, 1113), SPU{Int64}(1113, 1114), SPU{Int64}(1114, 1115), SPU{Int64}(1115, 1116), SPU{Int64}(1116, 1117), SPU{Int64}(1117, 1118), SPU{Int64}(1118, 1119), SPU{Int64}(1120, 1121), SPU{Int64}(1121, 1122), SPU{Int64}(1122, 1123), SPU{Int64}(1123, 1124), SPU{Int64}(1124, 1125), SPU{Int64}(1125, 1126), SPU{Int64}(1126, 1127), SPU{Int64}(1127, 1128), SPU{Int64}(1129, 1130), SPU{Int64}(1130, 1131), SPU{Int64}(1131, 1132), SPU{Int64}(1132, 1133), SPU{Int64}(1133, 1134), SPU{Int64}(1134, 1135), SPU{Int64}(1135, 1136), SPU{Int64}(1136, 1137), SPU{Int64}(1138, 1139), SPU{Int64}(1139, 1140), SPU{Int64}(1140, 1141), SPU{Int64}(1141, 1142), SPU{Int64}(1142, 1143), SPU{Int64}(1143, 1144), SPU{Int64}(1144, 1145), SPU{Int64}(1145, 1146), SPU{Int64}(1147, 1148), SPU{Int64}(1148, 1149), SPU{Int64}(1149, 1150), SPU{Int64}(1150, 1151), SPU{Int64}(1151, 1152), SPU{Int64}(1152, 1153), SPU{Int64}(1153, 1154), SPU{Int64}(1154, 1155), SPU{Int64}(1156, 1157), SPU{Int64}(1157, 1158), SPU{Int64}(1158, 1159), SPU{Int64}(1159, 1160), SPU{Int64}(1160, 1161), SPU{Int64}(1161, 1162), SPU{Int64}(1162, 1163), SPU{Int64}(1163, 1164), SPU{Int64}(1165, 1166), SPU{Int64}(1166, 1167), SPU{Int64}(1167, 1168), SPU{Int64}(1168, 1169), SPU{Int64}(1169, 1170), SPU{Int64}(1171, 1172), SPU{Int64}(1172, 1173), SPU{Int64}(1174, 1175), SPU{Int64}(1175, 1176), SPU{Int64}(1176, 1177), SPU{Int64}(1177, 1178), SPU{Int64}(1178, 1179), SPU{Int64}(1179, 1180), SPU{Int64}(1180, 1181), SPU{Int64}(1181, 1182), SPU{Int64}(1183, 1184), SPU{Int64}(1184, 1185), SPU{Int64}(1185, 1186), SPU{Int64}(1186, 1187), SPU{Int64}(1187, 1188), SPU{Int64}(1188, 1189), SPU{Int64}(1189, 1190), SPU{Int64}(1190, 1191), SPU{Int64}(1192, 1193), SPU{Int64}(1193, 1194), SPU{Int64}(1194, 1195), SPU{Int64}(1195, 1196), SPU{Int64}(1196, 1197), SPU{Int64}(1197, 1198), SPU{Int64}(1198, 1199), SPU{Int64}(1199, 1200), SPU{Int64}(1201, 1202), SPU{Int64}(1202, 1203), SPU{Int64}(1203, 1204), SPU{Int64}(1204, 1205), SPU{Int64}(1205, 1206), SPU{Int64}(1206, 1207), SPU{Int64}(1207, 1208), SPU{Int64}(1208, 1209), SPU{Int64}(1210, 1211), SPU{Int64}(1211, 1212), SPU{Int64}(1212, 1213), SPU{Int64}(1213, 1214), SPU{Int64}(1214, 1215), SPU{Int64}(1215, 1216), SPU{Int64}(1216, 1217), SPU{Int64}(1217, 1218), SPU{Int64}(1219, 1220), SPU{Int64}(1220, 1221), SPU{Int64}(1221, 1222), SPU{Int64}(1222, 1223), SPU{Int64}(1223, 1224), SPU{Int64}(1224, 1225), SPU{Int64}(1225, 1226), SPU{Int64}(1226, 1227), SPU{Int64}(1228, 1229), SPU{Int64}(1229, 1230), SPU{Int64}(1230, 1231), SPU{Int64}(1231, 1232), SPU{Int64}(1232, 1233), SPU{Int64}(1233, 1234), SPU{Int64}(1234, 1235), SPU{Int64}(1235, 1236), SPU{Int64}(1237, 1238), SPU{Int64}(1238, 1239), SPU{Int64}(1239, 1240), SPU{Int64}(1240, 1241), SPU{Int64}(1241, 1242), SPU{Int64}(1242, 1243), SPU{Int64}(1243, 1244), SPU{Int64}(1244, 1245), SPU{Int64}(1246, 1247), SPU{Int64}(1247, 1248), SPU{Int64}(1248, 1249), SPU{Int64}(1249, 1250), SPU{Int64}(1250, 1251), SPU{Int64}(1251, 1252), SPU{Int64}(1252, 1253), SPU{Int64}(1253, 1254), SPU{Int64}(1255, 1256), SPU{Int64}(1256, 1257), SPU{Int64}(1257, 1258), SPU{Int64}(1258, 1259), SPU{Int64}(1259, 1260), SPU{Int64}(1261, 1262), SPU{Int64}(1262, 1263), SPU{Int64}(1264, 1265), SPU{Int64}(1265, 1266), SPU{Int64}(1266, 1267), SPU{Int64}(1267, 1268), SPU{Int64}(1268, 1269), SPU{Int64}(1269, 1270), SPU{Int64}(1270, 1271), SPU{Int64}(1271, 1272), SPU{Int64}(1273, 1274), SPU{Int64}(1274, 1275), SPU{Int64}(1275, 1276), SPU{Int64}(1276, 1277), SPU{Int64}(1277, 1278), SPU{Int64}(1278, 1279), SPU{Int64}(1279, 1280), SPU{Int64}(1280, 1281), SPU{Int64}(1282, 1283), SPU{Int64}(1283, 1284), SPU{Int64}(1284, 1285), SPU{Int64}(1285, 1286), SPU{Int64}(1286, 1287), SPU{Int64}(1287, 1288), SPU{Int64}(1288, 1289), SPU{Int64}(1289, 1290), SPU{Int64}(1291, 1292), SPU{Int64}(1292, 1293), SPU{Int64}(1293, 1294), SPU{Int64}(1294, 1295), SPU{Int64}(1295, 1296), SPU{Int64}(1296, 1297), SPU{Int64}(1297, 1298), SPU{Int64}(1298, 1299), SPU{Int64}(1300, 1301), SPU{Int64}(1301, 1302), SPU{Int64}(1302, 1303), SPU{Int64}(1303, 1304), SPU{Int64}(1304, 1305), SPU{Int64}(1305, 1306), SPU{Int64}(1306, 1307), SPU{Int64}(1307, 1308), SPU{Int64}(1309, 1310), SPU{Int64}(1310, 1311), SPU{Int64}(1311, 1312), SPU{Int64}(1312, 1313), SPU{Int64}(1313, 1314), SPU{Int64}(1314, 1315), SPU{Int64}(1315, 1316), SPU{Int64}(1316, 1317), SPU{Int64}(1318, 1319), SPU{Int64}(1319, 1320), SPU{Int64}(1320, 1321), SPU{Int64}(1321, 1322), SPU{Int64}(1322, 1323), SPU{Int64}(1323, 1324), SPU{Int64}(1324, 1325), SPU{Int64}(1325, 1326), SPU{Int64}(1327, 1328), SPU{Int64}(1328, 1329), SPU{Int64}(1329, 1330), SPU{Int64}(1330, 1331), SPU{Int64}(1331, 1332), SPU{Int64}(1332, 1333), SPU{Int64}(1333, 1334), SPU{Int64}(1334, 1335), SPU{Int64}(1336, 1337), SPU{Int64}(1337, 1338), SPU{Int64}(1338, 1339), SPU{Int64}(1339, 1340), SPU{Int64}(1340, 1341), SPU{Int64}(1341, 1342), SPU{Int64}(1342, 1343), SPU{Int64}(1343, 1344), SPU{Int64}(1345, 1346), SPU{Int64}(1346, 1347), SPU{Int64}(1347, 1348), SPU{Int64}(1348, 1349), SPU{Int64}(1349, 1350), SPU{Int64}(1351, 1352), SPU{Int64}(1352, 1353), SPU{Int64}(1354, 1355), SPU{Int64}(1355, 1356), SPU{Int64}(1356, 1357), SPU{Int64}(1357, 1358), SPU{Int64}(1358, 1359), SPU{Int64}(1359, 1360), SPU{Int64}(1360, 1361), SPU{Int64}(1361, 1362), SPU{Int64}(1363, 1364), SPU{Int64}(1364, 1365), SPU{Int64}(1365, 1366), SPU{Int64}(1366, 1367), SPU{Int64}(1367, 1368), SPU{Int64}(1368, 1369), SPU{Int64}(1369, 1370), SPU{Int64}(1370, 1371), SPU{Int64}(1372, 1373), SPU{Int64}(1373, 1374), SPU{Int64}(1374, 1375), SPU{Int64}(1375, 1376), SPU{Int64}(1376, 1377), SPU{Int64}(1377, 1378), SPU{Int64}(1378, 1379), SPU{Int64}(1379, 1380), SPU{Int64}(1381, 1382), SPU{Int64}(1382, 1383), SPU{Int64}(1383, 1384), SPU{Int64}(1384, 1385), SPU{Int64}(1385, 1386), SPU{Int64}(1386, 1387), SPU{Int64}(1387, 1388), SPU{Int64}(1388, 1389), SPU{Int64}(1390, 1391), SPU{Int64}(1391, 1392), SPU{Int64}(1392, 1393), SPU{Int64}(1393, 1394), SPU{Int64}(1394, 1395), SPU{Int64}(1395, 1396), SPU{Int64}(1396, 1397), SPU{Int64}(1397, 1398), SPU{Int64}(1399, 1400), SPU{Int64}(1400, 1401), SPU{Int64}(1401, 1402), SPU{Int64}(1402, 1403), SPU{Int64}(1403, 1404), SPU{Int64}(1404, 1405), SPU{Int64}(1405, 1406), SPU{Int64}(1406, 1407), SPU{Int64}(1408, 1409), SPU{Int64}(1409, 1410), SPU{Int64}(1410, 1411), SPU{Int64}(1411, 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SPU{Int64}(423, 1143), SPU{Int64}(424, 1144), SPU{Int64}(425, 1145), SPU{Int64}(426, 1146), SPU{Int64}(427, 1147), SPU{Int64}(428, 1148), SPU{Int64}(429, 1149), SPU{Int64}(430, 1150), SPU{Int64}(431, 1151), SPU{Int64}(432, 1152), SPU{Int64}(433, 1153), SPU{Int64}(434, 1154), SPU{Int64}(435, 1155), SPU{Int64}(436, 1156), SPU{Int64}(437, 1157), SPU{Int64}(438, 1158), SPU{Int64}(439, 1159), SPU{Int64}(440, 1160), SPU{Int64}(441, 1161), SPU{Int64}(442, 1162), SPU{Int64}(443, 1163), SPU{Int64}(444, 1164), SPU{Int64}(445, 1165), SPU{Int64}(446, 1166), SPU{Int64}(447, 1167), SPU{Int64}(448, 1168), SPU{Int64}(449, 1169), SPU{Int64}(450, 1170), SPU{Int64}(451, 1171), SPU{Int64}(452, 1172), SPU{Int64}(453, 1173), SPU{Int64}(454, 1174), SPU{Int64}(455, 1175), SPU{Int64}(456, 1176), SPU{Int64}(457, 1177), SPU{Int64}(458, 1178), SPU{Int64}(459, 1179), SPU{Int64}(460, 1180), SPU{Int64}(461, 1181), SPU{Int64}(462, 1182), SPU{Int64}(463, 1183), SPU{Int64}(464, 1184), SPU{Int64}(465, 1185), SPU{Int64}(466, 1186), SPU{Int64}(467, 1187), SPU{Int64}(468, 1188), SPU{Int64}(469, 1189), SPU{Int64}(470, 1190), SPU{Int64}(471, 1191), SPU{Int64}(472, 1192), SPU{Int64}(473, 1193), SPU{Int64}(474, 1194), SPU{Int64}(475, 1195), SPU{Int64}(476, 1196), SPU{Int64}(477, 1197), SPU{Int64}(478, 1198), SPU{Int64}(479, 1199), SPU{Int64}(480, 1200), SPU{Int64}(481, 1201), SPU{Int64}(482, 1202), SPU{Int64}(483, 1203), SPU{Int64}(484, 1204), SPU{Int64}(485, 1205), SPU{Int64}(486, 1206), SPU{Int64}(487, 1207), SPU{Int64}(488, 1208), SPU{Int64}(489, 1209), SPU{Int64}(490, 1210), SPU{Int64}(491, 1211), SPU{Int64}(492, 1212), SPU{Int64}(493, 1213), SPU{Int64}(494, 1214), SPU{Int64}(495, 1215), SPU{Int64}(496, 1216), SPU{Int64}(497, 1217), SPU{Int64}(498, 1218), SPU{Int64}(499, 1219), SPU{Int64}(500, 1220), SPU{Int64}(501, 1221), SPU{Int64}(502, 1222), SPU{Int64}(503, 1223), SPU{Int64}(504, 1224), SPU{Int64}(505, 1225), SPU{Int64}(506, 1226), SPU{Int64}(507, 1227), SPU{Int64}(508, 1228), SPU{Int64}(509, 1229), SPU{Int64}(510, 1230), SPU{Int64}(511, 1231), SPU{Int64}(512, 1232), SPU{Int64}(513, 1233), SPU{Int64}(514, 1234), SPU{Int64}(515, 1235), SPU{Int64}(516, 1236), SPU{Int64}(517, 1237), SPU{Int64}(518, 1238), SPU{Int64}(519, 1239), SPU{Int64}(520, 1240), SPU{Int64}(521, 1241), SPU{Int64}(522, 1242), SPU{Int64}(523, 1243), SPU{Int64}(524, 1244), SPU{Int64}(525, 1245), SPU{Int64}(526, 1246), SPU{Int64}(527, 1247), SPU{Int64}(528, 1248), SPU{Int64}(529, 1249), SPU{Int64}(530, 1250), SPU{Int64}(531, 1251), SPU{Int64}(532, 1252), SPU{Int64}(533, 1253), SPU{Int64}(534, 1254), SPU{Int64}(535, 1255), SPU{Int64}(536, 1256), SPU{Int64}(537, 1257), SPU{Int64}(538, 1258), SPU{Int64}(539, 1259), SPU{Int64}(540, 1260), SPU{Int64}(541, 1261), SPU{Int64}(542, 1262), SPU{Int64}(543, 1263), SPU{Int64}(544, 1264), SPU{Int64}(545, 1265), SPU{Int64}(546, 1266), SPU{Int64}(547, 1267), SPU{Int64}(548, 1268), SPU{Int64}(549, 1269), SPU{Int64}(550, 1270), SPU{Int64}(551, 1271), SPU{Int64}(552, 1272), SPU{Int64}(553, 1273), SPU{Int64}(554, 1274), SPU{Int64}(555, 1275), SPU{Int64}(556, 1276), SPU{Int64}(557, 1277), SPU{Int64}(558, 1278), SPU{Int64}(559, 1279), SPU{Int64}(560, 1280), SPU{Int64}(561, 1281), SPU{Int64}(562, 1282), SPU{Int64}(563, 1283), SPU{Int64}(564, 1284), SPU{Int64}(565, 1285), SPU{Int64}(566, 1286), SPU{Int64}(567, 1287), SPU{Int64}(568, 1288), SPU{Int64}(569, 1289), SPU{Int64}(570, 1290), SPU{Int64}(571, 1291), SPU{Int64}(572, 1292), SPU{Int64}(573, 1293), SPU{Int64}(574, 1294), SPU{Int64}(575, 1295), SPU{Int64}(576, 1296), SPU{Int64}(577, 1297), SPU{Int64}(578, 1298), SPU{Int64}(579, 1299), SPU{Int64}(580, 1300), SPU{Int64}(581, 1301), SPU{Int64}(582, 1302), SPU{Int64}(583, 1303), SPU{Int64}(584, 1304), SPU{Int64}(585, 1305), SPU{Int64}(586, 1306), SPU{Int64}(587, 1307), SPU{Int64}(588, 1308), SPU{Int64}(589, 1309), SPU{Int64}(590, 1310), SPU{Int64}(591, 1311), SPU{Int64}(592, 1312), SPU{Int64}(593, 1313), SPU{Int64}(594, 1314), SPU{Int64}(595, 1315), SPU{Int64}(596, 1316), SPU{Int64}(597, 1317), SPU{Int64}(598, 1318), SPU{Int64}(599, 1319), SPU{Int64}(600, 1320), SPU{Int64}(601, 1321), SPU{Int64}(602, 1322), SPU{Int64}(603, 1323), SPU{Int64}(604, 1324), SPU{Int64}(605, 1325), SPU{Int64}(606, 1326), SPU{Int64}(607, 1327), SPU{Int64}(608, 1328), SPU{Int64}(609, 1329), SPU{Int64}(610, 1330), SPU{Int64}(611, 1331), SPU{Int64}(612, 1332), SPU{Int64}(613, 1333), SPU{Int64}(614, 1334), SPU{Int64}(615, 1335), SPU{Int64}(616, 1336), SPU{Int64}(617, 1337), SPU{Int64}(618, 1338), SPU{Int64}(619, 1339), SPU{Int64}(620, 1340), SPU{Int64}(621, 1341), SPU{Int64}(622, 1342), SPU{Int64}(623, 1343), SPU{Int64}(624, 1344), SPU{Int64}(625, 1345), SPU{Int64}(626, 1346), SPU{Int64}(627, 1347), SPU{Int64}(628, 1348), SPU{Int64}(629, 1349), SPU{Int64}(630, 1350), SPU{Int64}(631, 1351), SPU{Int64}(632, 1352), SPU{Int64}(633, 1353), SPU{Int64}(634, 1354), SPU{Int64}(635, 1355), SPU{Int64}(636, 1356), SPU{Int64}(637, 1357), SPU{Int64}(638, 1358), SPU{Int64}(639, 1359), SPU{Int64}(640, 1360), SPU{Int64}(641, 1361), SPU{Int64}(642, 1362), SPU{Int64}(643, 1363), SPU{Int64}(644, 1364), SPU{Int64}(645, 1365), SPU{Int64}(646, 1366), SPU{Int64}(647, 1367), SPU{Int64}(648, 1368), SPU{Int64}(649, 1369), SPU{Int64}(650, 1370), SPU{Int64}(651, 1371), SPU{Int64}(652, 1372), SPU{Int64}(653, 1373), SPU{Int64}(654, 1374), SPU{Int64}(655, 1375), SPU{Int64}(656, 1376), SPU{Int64}(657, 1377), SPU{Int64}(658, 1378), SPU{Int64}(659, 1379), SPU{Int64}(660, 1380), SPU{Int64}(661, 1381), SPU{Int64}(662, 1382), SPU{Int64}(663, 1383), SPU{Int64}(664, 1384), SPU{Int64}(665, 1385), SPU{Int64}(666, 1386), SPU{Int64}(667, 1387), SPU{Int64}(668, 1388), SPU{Int64}(669, 1389), SPU{Int64}(670, 1390), SPU{Int64}(671, 1391), SPU{Int64}(672, 1392), SPU{Int64}(673, 1393), SPU{Int64}(674, 1394), SPU{Int64}(675, 1395), SPU{Int64}(676, 1396), SPU{Int64}(677, 1397), SPU{Int64}(678, 1398), SPU{Int64}(679, 1399), SPU{Int64}(680, 1400), SPU{Int64}(681, 1401), SPU{Int64}(682, 1402), SPU{Int64}(683, 1403), SPU{Int64}(684, 1404), SPU{Int64}(685, 1405), SPU{Int64}(686, 1406), SPU{Int64}(687, 1407), SPU{Int64}(688, 1408), SPU{Int64}(689, 1409), SPU{Int64}(690, 1410), SPU{Int64}(691, 1411), SPU{Int64}(692, 1412), SPU{Int64}(693, 1413), SPU{Int64}(694, 1414), SPU{Int64}(695, 1415), SPU{Int64}(696, 1416), SPU{Int64}(697, 1417), SPU{Int64}(698, 1418), SPU{Int64}(699, 1419), SPU{Int64}(700, 1420), SPU{Int64}(701, 1421), SPU{Int64}(702, 1422), SPU{Int64}(703, 1423), SPU{Int64}(704, 1424), SPU{Int64}(705, 1425), SPU{Int64}(706, 1426), SPU{Int64}(707, 1427), SPU{Int64}(708, 1428), SPU{Int64}(709, 1429), SPU{Int64}(710, 1430), SPU{Int64}(711, 1431), SPU{Int64}(712, 1432), SPU{Int64}(713, 1433), SPU{Int64}(714, 1434), SPU{Int64}(715, 1435), SPU{Int64}(716, 1436), SPU{Int64}(717, 1437), SPU{Int64}(718, 1438), SPU{Int64}(719, 1439), SPU{Int64}(720, 1440)], (cells = [91, 2, 721, 92, 1, 3, 722, 93, 2, 723, 94, 5, 724, 95, 4, 6, 725, 96, 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    #= none:1 =#
    #= none:1 =#
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PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(7, 211, 1), TPFA{Int64}(8, 212, 1), TPFA{Int64}(9, 213, 1), TPFA{Int64}(10, 214, 1), TPFA{Int64}(11, 215, 1), TPFA{Int64}(12, 216, 1), TPFA{Int64}(13, 217, 1), TPFA{Int64}(14, 218, 1), TPFA{Int64}(15, 219, 1), TPFA{Int64}(16, 220, 1), TPFA{Int64}(17, 221, 1), TPFA{Int64}(18, 222, 1), TPFA{Int64}(19, 223, 1), TPFA{Int64}(20, 224, 1), TPFA{Int64}(21, 225, 1), TPFA{Int64}(22, 226, 1), TPFA{Int64}(23, 227, 1), TPFA{Int64}(24, 228, 1), TPFA{Int64}(25, 229, 1), TPFA{Int64}(26, 230, 1), TPFA{Int64}(27, 231, 1), TPFA{Int64}(28, 232, 1), TPFA{Int64}(29, 233, 1), TPFA{Int64}(30, 234, 1), TPFA{Int64}(31, 1, 1), TPFA{Int64}(32, 2, 1), TPFA{Int64}(33, 3, 1), TPFA{Int64}(34, 4, 1), TPFA{Int64}(35, 5, 1), TPFA{Int64}(36, 6, 1), TPFA{Int64}(37, 7, 1), TPFA{Int64}(38, 8, 1), TPFA{Int64}(39, 9, 1), TPFA{Int64}(40, 10, 1), TPFA{Int64}(41, 11, 1), TPFA{Int64}(42, 12, 1), TPFA{Int64}(43, 13, 1), TPFA{Int64}(44, 14, 1), TPFA{Int64}(45, 15, 1), TPFA{Int64}(46, 16, 1), TPFA{Int64}(47, 17, 1), TPFA{Int64}(48, 18, 1), TPFA{Int64}(49, 19, 1), TPFA{Int64}(50, 20, 1), TPFA{Int64}(51, 21, 1), TPFA{Int64}(52, 22, 1), TPFA{Int64}(53, 23, 1), TPFA{Int64}(54, 24, 1), TPFA{Int64}(55, 25, 1), TPFA{Int64}(56, 26, 1), TPFA{Int64}(57, 27, 1), TPFA{Int64}(58, 28, 1), TPFA{Int64}(59, 29, 1), TPFA{Int64}(60, 30, 1), TPFA{Int64}(61, 31, 1), TPFA{Int64}(62, 32, 1), TPFA{Int64}(63, 33, 1), TPFA{Int64}(64, 34, 1), TPFA{Int64}(65, 35, 1), TPFA{Int64}(66, 36, 1), TPFA{Int64}(67, 37, 1), TPFA{Int64}(68, 38, 1), TPFA{Int64}(69, 39, 1), TPFA{Int64}(70, 40, 1), TPFA{Int64}(71, 41, 1), TPFA{Int64}(72, 42, 1), TPFA{Int64}(73, 43, 1), TPFA{Int64}(74, 44, 1), TPFA{Int64}(75, 45, 1), TPFA{Int64}(76, 46, 1), TPFA{Int64}(77, 47, 1), TPFA{Int64}(78, 48, 1), TPFA{Int64}(79, 49, 1), TPFA{Int64}(80, 50, 1), TPFA{Int64}(81, 51, 1), TPFA{Int64}(82, 52, 1), TPFA{Int64}(83, 53, 1), TPFA{Int64}(84, 54, 1), TPFA{Int64}(85, 55, 1), TPFA{Int64}(86, 56, 1), TPFA{Int64}(87, 57, 1), TPFA{Int64}(88, 58, 1), TPFA{Int64}(89, 59, 1), TPFA{Int64}(90, 60, 1), TPFA{Int64}(91, 61, 1), TPFA{Int64}(92, 62, 1), TPFA{Int64}(93, 63, 1), TPFA{Int64}(94, 64, 1), TPFA{Int64}(95, 65, 1), TPFA{Int64}(96, 66, 1), TPFA{Int64}(97, 67, 1), TPFA{Int64}(98, 68, 1), TPFA{Int64}(99, 69, 1), TPFA{Int64}(100, 70, 1), TPFA{Int64}(101, 71, 1), TPFA{Int64}(102, 72, 1), TPFA{Int64}(103, 73, 1), TPFA{Int64}(104, 74, 1), TPFA{Int64}(105, 75, 1), TPFA{Int64}(106, 76, 1), TPFA{Int64}(107, 77, 1), TPFA{Int64}(108, 78, 1), TPFA{Int64}(109, 79, 1), TPFA{Int64}(110, 80, 1), TPFA{Int64}(111, 81, 1), TPFA{Int64}(112, 82, 1), TPFA{Int64}(113, 83, 1), TPFA{Int64}(114, 84, 1), TPFA{Int64}(115, 85, 1), TPFA{Int64}(116, 86, 1), TPFA{Int64}(117, 87, 1), TPFA{Int64}(118, 88, 1), TPFA{Int64}(119, 89, 1), TPFA{Int64}(120, 90, 1), TPFA{Int64}(121, 91, 1), TPFA{Int64}(122, 92, 1), TPFA{Int64}(123, 93, 1), TPFA{Int64}(124, 94, 1), TPFA{Int64}(125, 95, 1), TPFA{Int64}(126, 96, 1), TPFA{Int64}(127, 97, 1), TPFA{Int64}(128, 98, 1), TPFA{Int64}(129, 99, 1), TPFA{Int64}(130, 100, 1), TPFA{Int64}(131, 101, 1), TPFA{Int64}(132, 102, 1), TPFA{Int64}(133, 103, 1), TPFA{Int64}(134, 104, 1), TPFA{Int64}(135, 105, 1), TPFA{Int64}(136, 106, 1), TPFA{Int64}(137, 107, 1), TPFA{Int64}(138, 108, 1), TPFA{Int64}(139, 109, 1), TPFA{Int64}(140, 110, 1), TPFA{Int64}(141, 111, 1), TPFA{Int64}(142, 112, 1), TPFA{Int64}(143, 113, 1), TPFA{Int64}(144, 114, 1), TPFA{Int64}(145, 115, 1), TPFA{Int64}(146, 116, 1), TPFA{Int64}(147, 117, 1), TPFA{Int64}(148, 118, 1), TPFA{Int64}(149, 119, 1), TPFA{Int64}(150, 120, 1), TPFA{Int64}(151, 121, 1), TPFA{Int64}(152, 122, 1), TPFA{Int64}(153, 123, 1), TPFA{Int64}(154, 124, 1), TPFA{Int64}(155, 125, 1), TPFA{Int64}(156, 126, 1), TPFA{Int64}(157, 127, 1), TPFA{Int64}(158, 128, 1), TPFA{Int64}(159, 129, 1), TPFA{Int64}(160, 130, 1), TPFA{Int64}(161, 131, 1), TPFA{Int64}(162, 132, 1), TPFA{Int64}(163, 133, 1), TPFA{Int64}(164, 134, 1), TPFA{Int64}(165, 135, 1), TPFA{Int64}(166, 136, 1), TPFA{Int64}(167, 137, 1), TPFA{Int64}(168, 138, 1), TPFA{Int64}(169, 139, 1), TPFA{Int64}(170, 140, 1), TPFA{Int64}(171, 141, 1), TPFA{Int64}(172, 142, 1), TPFA{Int64}(173, 143, 1), TPFA{Int64}(174, 144, 1), TPFA{Int64}(175, 145, 1), TPFA{Int64}(176, 146, 1), TPFA{Int64}(177, 147, 1), TPFA{Int64}(178, 148, 1), TPFA{Int64}(179, 149, 1), TPFA{Int64}(180, 150, 1), TPFA{Int64}(181, 151, 1), TPFA{Int64}(182, 152, 1), TPFA{Int64}(183, 153, 1), TPFA{Int64}(184, 154, 1), TPFA{Int64}(185, 155, 1), TPFA{Int64}(186, 156, 1), TPFA{Int64}(187, 157, 1), TPFA{Int64}(188, 158, 1), TPFA{Int64}(189, 159, 1), TPFA{Int64}(190, 160, 1), TPFA{Int64}(191, 161, 1), TPFA{Int64}(192, 162, 1), TPFA{Int64}(193, 163, 1), TPFA{Int64}(194, 164, 1), TPFA{Int64}(195, 165, 1), TPFA{Int64}(196, 166, 1), TPFA{Int64}(197, 167, 1), TPFA{Int64}(198, 168, 1), TPFA{Int64}(199, 169, 1), TPFA{Int64}(200, 170, 1), TPFA{Int64}(201, 171, 1), TPFA{Int64}(202, 172, 1), TPFA{Int64}(203, 173, 1), TPFA{Int64}(204, 174, 1), TPFA{Int64}(205, 175, 1), TPFA{Int64}(206, 176, 1), TPFA{Int64}(207, 177, 1), TPFA{Int64}(208, 178, 1), TPFA{Int64}(209, 179, 1), TPFA{Int64}(210, 180, 1), TPFA{Int64}(211, 181, 1), TPFA{Int64}(212, 182, 1), TPFA{Int64}(213, 183, 1), TPFA{Int64}(214, 184, 1), TPFA{Int64}(215, 185, 1), TPFA{Int64}(216, 186, 1), TPFA{Int64}(217, 187, 1), TPFA{Int64}(218, 188, 1), TPFA{Int64}(219, 189, 1), TPFA{Int64}(220, 190, 1), TPFA{Int64}(221, 191, 1), TPFA{Int64}(222, 192, 1), TPFA{Int64}(223, 193, 1), TPFA{Int64}(224, 194, 1), TPFA{Int64}(225, 195, 1), TPFA{Int64}(226, 196, 1), TPFA{Int64}(227, 197, 1), TPFA{Int64}(228, 198, 1), TPFA{Int64}(229, 199, 1), TPFA{Int64}(230, 200, 1), TPFA{Int64}(231, 201, 1), TPFA{Int64}(232, 202, 1), TPFA{Int64}(233, 203, 1), TPFA{Int64}(234, 204, 1), TPFA{Int64}(235, 205, 1), TPFA{Int64}(236, 206, 1), TPFA{Int64}(237, 207, 1), TPFA{Int64}(238, 208, 1), TPFA{Int64}(239, 209, 1), TPFA{Int64}(240, 210, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(247, 451, 1), TPFA{Int64}(248, 452, 1), TPFA{Int64}(249, 453, 1), TPFA{Int64}(250, 454, 1), TPFA{Int64}(251, 455, 1), TPFA{Int64}(252, 456, 1), TPFA{Int64}(253, 457, 1), TPFA{Int64}(254, 458, 1), TPFA{Int64}(255, 459, 1), TPFA{Int64}(256, 460, 1), TPFA{Int64}(257, 461, 1), TPFA{Int64}(258, 462, 1), TPFA{Int64}(259, 463, 1), TPFA{Int64}(260, 464, 1), TPFA{Int64}(261, 465, 1), TPFA{Int64}(262, 466, 1), TPFA{Int64}(263, 467, 1), TPFA{Int64}(264, 468, 1), TPFA{Int64}(265, 469, 1), TPFA{Int64}(266, 470, 1), TPFA{Int64}(267, 471, 1), TPFA{Int64}(268, 472, 1), TPFA{Int64}(269, 473, 1), TPFA{Int64}(270, 474, 1), TPFA{Int64}(271, 241, 1), TPFA{Int64}(272, 242, 1), TPFA{Int64}(273, 243, 1), TPFA{Int64}(274, 244, 1), TPFA{Int64}(275, 245, 1), TPFA{Int64}(276, 246, 1), TPFA{Int64}(277, 247, 1), TPFA{Int64}(278, 248, 1), TPFA{Int64}(279, 249, 1), TPFA{Int64}(280, 250, 1), TPFA{Int64}(281, 251, 1), TPFA{Int64}(282, 252, 1), TPFA{Int64}(283, 253, 1), TPFA{Int64}(284, 254, 1), TPFA{Int64}(285, 255, 1), TPFA{Int64}(286, 256, 1), TPFA{Int64}(287, 257, 1), TPFA{Int64}(288, 258, 1), TPFA{Int64}(289, 259, 1), TPFA{Int64}(290, 260, 1), TPFA{Int64}(291, 261, 1), TPFA{Int64}(292, 262, 1), TPFA{Int64}(293, 263, 1), TPFA{Int64}(294, 264, 1), TPFA{Int64}(295, 265, 1), TPFA{Int64}(296, 266, 1), TPFA{Int64}(297, 267, 1), TPFA{Int64}(298, 268, 1), TPFA{Int64}(299, 269, 1), TPFA{Int64}(300, 270, 1), TPFA{Int64}(301, 271, 1), TPFA{Int64}(302, 272, 1), TPFA{Int64}(303, 273, 1), TPFA{Int64}(304, 274, 1), TPFA{Int64}(305, 275, 1), TPFA{Int64}(306, 276, 1), TPFA{Int64}(307, 277, 1), TPFA{Int64}(308, 278, 1), TPFA{Int64}(309, 279, 1), TPFA{Int64}(310, 280, 1), TPFA{Int64}(311, 281, 1), TPFA{Int64}(312, 282, 1), TPFA{Int64}(313, 283, 1), TPFA{Int64}(314, 284, 1), TPFA{Int64}(315, 285, 1), TPFA{Int64}(316, 286, 1), TPFA{Int64}(317, 287, 1), TPFA{Int64}(318, 288, 1), TPFA{Int64}(319, 289, 1), TPFA{Int64}(320, 290, 1), TPFA{Int64}(321, 291, 1), TPFA{Int64}(322, 292, 1), TPFA{Int64}(323, 293, 1), TPFA{Int64}(324, 294, 1), TPFA{Int64}(325, 295, 1), TPFA{Int64}(326, 296, 1), TPFA{Int64}(327, 297, 1), TPFA{Int64}(328, 298, 1), TPFA{Int64}(329, 299, 1), TPFA{Int64}(330, 300, 1), TPFA{Int64}(331, 301, 1), TPFA{Int64}(332, 302, 1), TPFA{Int64}(333, 303, 1), TPFA{Int64}(334, 304, 1), TPFA{Int64}(335, 305, 1), TPFA{Int64}(336, 306, 1), TPFA{Int64}(337, 307, 1), TPFA{Int64}(338, 308, 1), TPFA{Int64}(339, 309, 1), TPFA{Int64}(340, 310, 1), TPFA{Int64}(341, 311, 1), TPFA{Int64}(342, 312, 1), TPFA{Int64}(343, 313, 1), TPFA{Int64}(344, 314, 1), TPFA{Int64}(345, 315, 1), TPFA{Int64}(346, 316, 1), TPFA{Int64}(347, 317, 1), TPFA{Int64}(348, 318, 1), TPFA{Int64}(349, 319, 1), TPFA{Int64}(350, 320, 1), TPFA{Int64}(351, 321, 1), TPFA{Int64}(352, 322, 1), TPFA{Int64}(353, 323, 1), TPFA{Int64}(354, 324, 1), TPFA{Int64}(355, 325, 1), TPFA{Int64}(356, 326, 1), TPFA{Int64}(357, 327, 1), TPFA{Int64}(358, 328, 1), TPFA{Int64}(359, 329, 1), TPFA{Int64}(360, 330, 1), TPFA{Int64}(361, 331, 1), TPFA{Int64}(362, 332, 1), TPFA{Int64}(363, 333, 1), TPFA{Int64}(364, 334, 1), TPFA{Int64}(365, 335, 1), TPFA{Int64}(366, 336, 1), TPFA{Int64}(367, 337, 1), TPFA{Int64}(368, 338, 1), TPFA{Int64}(369, 339, 1), TPFA{Int64}(370, 340, 1), TPFA{Int64}(371, 341, 1), TPFA{Int64}(372, 342, 1), TPFA{Int64}(373, 343, 1), TPFA{Int64}(374, 344, 1), TPFA{Int64}(375, 345, 1), TPFA{Int64}(376, 346, 1), TPFA{Int64}(377, 347, 1), TPFA{Int64}(378, 348, 1), TPFA{Int64}(379, 349, 1), TPFA{Int64}(380, 350, 1), TPFA{Int64}(381, 351, 1), TPFA{Int64}(382, 352, 1), TPFA{Int64}(383, 353, 1), TPFA{Int64}(384, 354, 1), TPFA{Int64}(385, 355, 1), TPFA{Int64}(386, 356, 1), TPFA{Int64}(387, 357, 1), TPFA{Int64}(388, 358, 1), TPFA{Int64}(389, 359, 1), TPFA{Int64}(390, 360, 1), TPFA{Int64}(391, 361, 1), TPFA{Int64}(392, 362, 1), TPFA{Int64}(393, 363, 1), TPFA{Int64}(394, 364, 1), TPFA{Int64}(395, 365, 1), TPFA{Int64}(396, 366, 1), TPFA{Int64}(397, 367, 1), TPFA{Int64}(398, 368, 1), TPFA{Int64}(399, 369, 1), TPFA{Int64}(400, 370, 1), TPFA{Int64}(401, 371, 1), TPFA{Int64}(402, 372, 1), TPFA{Int64}(403, 373, 1), TPFA{Int64}(404, 374, 1), TPFA{Int64}(405, 375, 1), TPFA{Int64}(406, 376, 1), TPFA{Int64}(407, 377, 1), TPFA{Int64}(408, 378, 1), TPFA{Int64}(409, 379, 1), TPFA{Int64}(410, 380, 1), TPFA{Int64}(411, 381, 1), TPFA{Int64}(412, 382, 1), TPFA{Int64}(413, 383, 1), TPFA{Int64}(414, 384, 1), TPFA{Int64}(415, 385, 1), TPFA{Int64}(416, 386, 1), TPFA{Int64}(417, 387, 1), TPFA{Int64}(418, 388, 1), TPFA{Int64}(419, 389, 1), TPFA{Int64}(420, 390, 1), TPFA{Int64}(421, 391, 1), TPFA{Int64}(422, 392, 1), TPFA{Int64}(423, 393, 1), TPFA{Int64}(424, 394, 1), TPFA{Int64}(425, 395, 1), TPFA{Int64}(426, 396, 1), TPFA{Int64}(427, 397, 1), TPFA{Int64}(428, 398, 1), TPFA{Int64}(429, 399, 1), TPFA{Int64}(430, 400, 1), TPFA{Int64}(431, 401, 1), TPFA{Int64}(432, 402, 1), TPFA{Int64}(433, 403, 1), TPFA{Int64}(434, 404, 1), TPFA{Int64}(435, 405, 1), TPFA{Int64}(436, 406, 1), TPFA{Int64}(437, 407, 1), TPFA{Int64}(438, 408, 1), TPFA{Int64}(439, 409, 1), TPFA{Int64}(440, 410, 1), TPFA{Int64}(441, 411, 1), TPFA{Int64}(442, 412, 1), TPFA{Int64}(443, 413, 1), TPFA{Int64}(444, 414, 1), TPFA{Int64}(445, 415, 1), TPFA{Int64}(446, 416, 1), TPFA{Int64}(447, 417, 1), TPFA{Int64}(448, 418, 1), TPFA{Int64}(449, 419, 1), TPFA{Int64}(450, 420, 1), TPFA{Int64}(451, 421, 1), TPFA{Int64}(452, 422, 1), TPFA{Int64}(453, 423, 1), TPFA{Int64}(454, 424, 1), TPFA{Int64}(455, 425, 1), TPFA{Int64}(456, 426, 1), TPFA{Int64}(457, 427, 1), TPFA{Int64}(458, 428, 1), TPFA{Int64}(459, 429, 1), TPFA{Int64}(460, 430, 1), TPFA{Int64}(461, 431, 1), TPFA{Int64}(462, 432, 1), TPFA{Int64}(463, 433, 1), TPFA{Int64}(464, 434, 1), TPFA{Int64}(465, 435, 1), TPFA{Int64}(466, 436, 1), TPFA{Int64}(467, 437, 1), TPFA{Int64}(468, 438, 1), TPFA{Int64}(469, 439, 1), TPFA{Int64}(470, 440, 1), TPFA{Int64}(471, 441, 1), TPFA{Int64}(472, 442, 1), TPFA{Int64}(473, 443, 1), TPFA{Int64}(474, 444, 1), TPFA{Int64}(475, 445, 1), TPFA{Int64}(476, 446, 1), TPFA{Int64}(477, 447, 1), TPFA{Int64}(478, 448, 1), TPFA{Int64}(479, 449, 1), TPFA{Int64}(480, 450, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(1, 241, 1), TPFA{Int64}(2, 242, 1), TPFA{Int64}(3, 243, 1), TPFA{Int64}(4, 244, 1), TPFA{Int64}(5, 245, 1), TPFA{Int64}(6, 246, 1), TPFA{Int64}(7, 247, 1), TPFA{Int64}(8, 248, 1), TPFA{Int64}(9, 249, 1), TPFA{Int64}(10, 250, 1), TPFA{Int64}(11, 251, 1), TPFA{Int64}(12, 252, 1), TPFA{Int64}(13, 253, 1), TPFA{Int64}(14, 254, 1), TPFA{Int64}(15, 255, 1), TPFA{Int64}(16, 256, 1), TPFA{Int64}(17, 257, 1), TPFA{Int64}(18, 258, 1), TPFA{Int64}(19, 259, 1), TPFA{Int64}(20, 260, 1), TPFA{Int64}(21, 261, 1), TPFA{Int64}(22, 262, 1), TPFA{Int64}(23, 263, 1), TPFA{Int64}(24, 264, 1), TPFA{Int64}(25, 265, 1), TPFA{Int64}(26, 266, 1), TPFA{Int64}(27, 267, 1), TPFA{Int64}(28, 268, 1), TPFA{Int64}(29, 269, 1), TPFA{Int64}(30, 270, 1), TPFA{Int64}(31, 271, 1), TPFA{Int64}(32, 272, 1), TPFA{Int64}(33, 273, 1), TPFA{Int64}(34, 274, 1), TPFA{Int64}(35, 275, 1), TPFA{Int64}(36, 276, 1), TPFA{Int64}(37, 277, 1), TPFA{Int64}(38, 278, 1), TPFA{Int64}(39, 279, 1), TPFA{Int64}(40, 280, 1), TPFA{Int64}(41, 281, 1), TPFA{Int64}(42, 282, 1), TPFA{Int64}(43, 283, 1), TPFA{Int64}(44, 284, 1), TPFA{Int64}(45, 285, 1), TPFA{Int64}(46, 286, 1), TPFA{Int64}(47, 287, 1), TPFA{Int64}(48, 288, 1), TPFA{Int64}(49, 289, 1), TPFA{Int64}(50, 290, 1), TPFA{Int64}(51, 291, 1), TPFA{Int64}(52, 292, 1), TPFA{Int64}(53, 293, 1), TPFA{Int64}(54, 294, 1), TPFA{Int64}(55, 295, 1), TPFA{Int64}(56, 296, 1), TPFA{Int64}(57, 297, 1), TPFA{Int64}(58, 298, 1), TPFA{Int64}(59, 299, 1), TPFA{Int64}(60, 300, 1), TPFA{Int64}(61, 301, 1), TPFA{Int64}(62, 302, 1), TPFA{Int64}(63, 303, 1), TPFA{Int64}(64, 304, 1), TPFA{Int64}(65, 305, 1), TPFA{Int64}(66, 306, 1), TPFA{Int64}(67, 307, 1), TPFA{Int64}(68, 308, 1), TPFA{Int64}(69, 309, 1), TPFA{Int64}(70, 310, 1), TPFA{Int64}(71, 311, 1), TPFA{Int64}(72, 312, 1), TPFA{Int64}(73, 313, 1), TPFA{Int64}(74, 314, 1), TPFA{Int64}(75, 315, 1), TPFA{Int64}(76, 316, 1), TPFA{Int64}(77, 317, 1), TPFA{Int64}(78, 318, 1), TPFA{Int64}(79, 319, 1), TPFA{Int64}(80, 320, 1), TPFA{Int64}(81, 321, 1), TPFA{Int64}(82, 322, 1), TPFA{Int64}(83, 323, 1), TPFA{Int64}(84, 324, 1), TPFA{Int64}(85, 325, 1), TPFA{Int64}(86, 326, 1), TPFA{Int64}(87, 327, 1), TPFA{Int64}(88, 328, 1), TPFA{Int64}(89, 329, 1), TPFA{Int64}(90, 330, 1), TPFA{Int64}(91, 331, 1), TPFA{Int64}(92, 332, 1), TPFA{Int64}(93, 333, 1), TPFA{Int64}(94, 334, 1), TPFA{Int64}(95, 335, 1), TPFA{Int64}(96, 336, 1), TPFA{Int64}(97, 337, 1), TPFA{Int64}(98, 338, 1), TPFA{Int64}(99, 339, 1), TPFA{Int64}(100, 340, 1), TPFA{Int64}(101, 341, 1), TPFA{Int64}(102, 342, 1), TPFA{Int64}(103, 343, 1), TPFA{Int64}(104, 344, 1), TPFA{Int64}(105, 345, 1), TPFA{Int64}(106, 346, 1), TPFA{Int64}(107, 347, 1), TPFA{Int64}(108, 348, 1), TPFA{Int64}(109, 349, 1), TPFA{Int64}(110, 350, 1), TPFA{Int64}(111, 351, 1), TPFA{Int64}(112, 352, 1), TPFA{Int64}(113, 353, 1), TPFA{Int64}(114, 354, 1), TPFA{Int64}(115, 355, 1), TPFA{Int64}(116, 356, 1), TPFA{Int64}(117, 357, 1), TPFA{Int64}(118, 358, 1), TPFA{Int64}(119, 359, 1), TPFA{Int64}(120, 360, 1), TPFA{Int64}(121, 361, 1), TPFA{Int64}(122, 362, 1), TPFA{Int64}(123, 363, 1), TPFA{Int64}(124, 364, 1), TPFA{Int64}(125, 365, 1), TPFA{Int64}(126, 366, 1), TPFA{Int64}(127, 367, 1), TPFA{Int64}(128, 368, 1), TPFA{Int64}(129, 369, 1), TPFA{Int64}(130, 370, 1), TPFA{Int64}(131, 371, 1), TPFA{Int64}(132, 372, 1), TPFA{Int64}(133, 373, 1), TPFA{Int64}(134, 374, 1), TPFA{Int64}(135, 375, 1), TPFA{Int64}(136, 376, 1), TPFA{Int64}(137, 377, 1), TPFA{Int64}(138, 378, 1), TPFA{Int64}(139, 379, 1), TPFA{Int64}(140, 380, 1), TPFA{Int64}(141, 381, 1), TPFA{Int64}(142, 382, 1), TPFA{Int64}(143, 383, 1), TPFA{Int64}(144, 384, 1), TPFA{Int64}(145, 385, 1), TPFA{Int64}(146, 386, 1), TPFA{Int64}(147, 387, 1), TPFA{Int64}(148, 388, 1), TPFA{Int64}(149, 389, 1), TPFA{Int64}(150, 390, 1), TPFA{Int64}(151, 391, 1), TPFA{Int64}(152, 392, 1), TPFA{Int64}(153, 393, 1), TPFA{Int64}(154, 394, 1), TPFA{Int64}(155, 395, 1), TPFA{Int64}(156, 396, 1), TPFA{Int64}(157, 397, 1), TPFA{Int64}(158, 398, 1), TPFA{Int64}(159, 399, 1), TPFA{Int64}(160, 400, 1), TPFA{Int64}(161, 401, 1), TPFA{Int64}(162, 402, 1), TPFA{Int64}(163, 403, 1), TPFA{Int64}(164, 404, 1), TPFA{Int64}(165, 405, 1), TPFA{Int64}(166, 406, 1), TPFA{Int64}(167, 407, 1), TPFA{Int64}(168, 408, 1), TPFA{Int64}(169, 409, 1), TPFA{Int64}(170, 410, 1), TPFA{Int64}(171, 411, 1), TPFA{Int64}(172, 412, 1), TPFA{Int64}(173, 413, 1), TPFA{Int64}(174, 414, 1), TPFA{Int64}(175, 415, 1), TPFA{Int64}(176, 416, 1), TPFA{Int64}(177, 417, 1), TPFA{Int64}(178, 418, 1), TPFA{Int64}(179, 419, 1), TPFA{Int64}(180, 420, 1), TPFA{Int64}(181, 421, 1), TPFA{Int64}(182, 422, 1), TPFA{Int64}(183, 423, 1), TPFA{Int64}(184, 424, 1), TPFA{Int64}(185, 425, 1), TPFA{Int64}(186, 426, 1), TPFA{Int64}(187, 427, 1), TPFA{Int64}(188, 428, 1), TPFA{Int64}(189, 429, 1), TPFA{Int64}(190, 430, 1), TPFA{Int64}(191, 431, 1), TPFA{Int64}(192, 432, 1), TPFA{Int64}(193, 433, 1), TPFA{Int64}(194, 434, 1), TPFA{Int64}(195, 435, 1), TPFA{Int64}(196, 436, 1), TPFA{Int64}(197, 437, 1), TPFA{Int64}(198, 438, 1), TPFA{Int64}(199, 439, 1), TPFA{Int64}(200, 440, 1), TPFA{Int64}(201, 441, 1), TPFA{Int64}(202, 442, 1), TPFA{Int64}(203, 443, 1), TPFA{Int64}(204, 444, 1), TPFA{Int64}(205, 445, 1), TPFA{Int64}(206, 446, 1), TPFA{Int64}(207, 447, 1), TPFA{Int64}(208, 448, 1), TPFA{Int64}(209, 449, 1), TPFA{Int64}(210, 450, 1), TPFA{Int64}(211, 451, 1), TPFA{Int64}(212, 452, 1), TPFA{Int64}(213, 453, 1), TPFA{Int64}(214, 454, 1), TPFA{Int64}(215, 455, 1), TPFA{Int64}(216, 456, 1), TPFA{Int64}(217, 457, 1), TPFA{Int64}(218, 458, 1), TPFA{Int64}(219, 459, 1), TPFA{Int64}(220, 460, 1), TPFA{Int64}(221, 461, 1), TPFA{Int64}(222, 462, 1), TPFA{Int64}(223, 463, 1), TPFA{Int64}(224, 464, 1), TPFA{Int64}(225, 465, 1), TPFA{Int64}(226, 466, 1), TPFA{Int64}(227, 467, 1), TPFA{Int64}(228, 468, 1), TPFA{Int64}(229, 469, 1), TPFA{Int64}(230, 470, 1), TPFA{Int64}(231, 471, 1), TPFA{Int64}(232, 472, 1), TPFA{Int64}(233, 473, 1), TPFA{Int64}(234, 474, 1), TPFA{Int64}(235, 475, 1), TPFA{Int64}(236, 476, 1), TPFA{Int64}(237, 477, 1), TPFA{Int64}(238, 478, 1), TPFA{Int64}(239, 479, 1), TPFA{Int64}(240, 480, 1)], SPU{Int64}[SPU{Int64}(7, 211), SPU{Int64}(8, 212), SPU{Int64}(9, 213), SPU{Int64}(10, 214), SPU{Int64}(11, 215), SPU{Int64}(12, 216), SPU{Int64}(13, 217), SPU{Int64}(14, 218), SPU{Int64}(15, 219), SPU{Int64}(16, 220), SPU{Int64}(17, 221), SPU{Int64}(18, 222), SPU{Int64}(19, 223), SPU{Int64}(20, 224), SPU{Int64}(21, 225), SPU{Int64}(22, 226), SPU{Int64}(23, 227), SPU{Int64}(24, 228), SPU{Int64}(25, 229), SPU{Int64}(26, 230), SPU{Int64}(27, 231), SPU{Int64}(28, 232), SPU{Int64}(29, 233), SPU{Int64}(30, 234), SPU{Int64}(31, 1), SPU{Int64}(32, 2), SPU{Int64}(33, 3), SPU{Int64}(34, 4), SPU{Int64}(35, 5), SPU{Int64}(36, 6), SPU{Int64}(37, 7), SPU{Int64}(38, 8), SPU{Int64}(39, 9), SPU{Int64}(40, 10), SPU{Int64}(41, 11), SPU{Int64}(42, 12), SPU{Int64}(43, 13), SPU{Int64}(44, 14), SPU{Int64}(45, 15), SPU{Int64}(46, 16), SPU{Int64}(47, 17), SPU{Int64}(48, 18), SPU{Int64}(49, 19), SPU{Int64}(50, 20), SPU{Int64}(51, 21), SPU{Int64}(52, 22), SPU{Int64}(53, 23), SPU{Int64}(54, 24), SPU{Int64}(55, 25), SPU{Int64}(56, 26), SPU{Int64}(57, 27), SPU{Int64}(58, 28), SPU{Int64}(59, 29), SPU{Int64}(60, 30), SPU{Int64}(61, 31), SPU{Int64}(62, 32), SPU{Int64}(63, 33), SPU{Int64}(64, 34), SPU{Int64}(65, 35), SPU{Int64}(66, 36), SPU{Int64}(67, 37), SPU{Int64}(68, 38), SPU{Int64}(69, 39), SPU{Int64}(70, 40), SPU{Int64}(71, 41), SPU{Int64}(72, 42), SPU{Int64}(73, 43), SPU{Int64}(74, 44), SPU{Int64}(75, 45), SPU{Int64}(76, 46), SPU{Int64}(77, 47), SPU{Int64}(78, 48), SPU{Int64}(79, 49), SPU{Int64}(80, 50), SPU{Int64}(81, 51), SPU{Int64}(82, 52), SPU{Int64}(83, 53), SPU{Int64}(84, 54), SPU{Int64}(85, 55), SPU{Int64}(86, 56), SPU{Int64}(87, 57), SPU{Int64}(88, 58), SPU{Int64}(89, 59), SPU{Int64}(90, 60), SPU{Int64}(91, 61), SPU{Int64}(92, 62), SPU{Int64}(93, 63), SPU{Int64}(94, 64), SPU{Int64}(95, 65), SPU{Int64}(96, 66), SPU{Int64}(97, 67), SPU{Int64}(98, 68), SPU{Int64}(99, 69), SPU{Int64}(100, 70), SPU{Int64}(101, 71), SPU{Int64}(102, 72), SPU{Int64}(103, 73), SPU{Int64}(104, 74), SPU{Int64}(105, 75), SPU{Int64}(106, 76), SPU{Int64}(107, 77), SPU{Int64}(108, 78), SPU{Int64}(109, 79), SPU{Int64}(110, 80), SPU{Int64}(111, 81), SPU{Int64}(112, 82), SPU{Int64}(113, 83), SPU{Int64}(114, 84), SPU{Int64}(115, 85), SPU{Int64}(116, 86), SPU{Int64}(117, 87), SPU{Int64}(118, 88), SPU{Int64}(119, 89), SPU{Int64}(120, 90), SPU{Int64}(121, 91), SPU{Int64}(122, 92), SPU{Int64}(123, 93), SPU{Int64}(124, 94), SPU{Int64}(125, 95), SPU{Int64}(126, 96), SPU{Int64}(127, 97), SPU{Int64}(128, 98), SPU{Int64}(129, 99), SPU{Int64}(130, 100), SPU{Int64}(131, 101), SPU{Int64}(132, 102), SPU{Int64}(133, 103), SPU{Int64}(134, 104), SPU{Int64}(135, 105), SPU{Int64}(136, 106), SPU{Int64}(137, 107), SPU{Int64}(138, 108), SPU{Int64}(139, 109), SPU{Int64}(140, 110), SPU{Int64}(141, 111), SPU{Int64}(142, 112), SPU{Int64}(143, 113), SPU{Int64}(144, 114), SPU{Int64}(145, 115), SPU{Int64}(146, 116), SPU{Int64}(147, 117), SPU{Int64}(148, 118), SPU{Int64}(149, 119), SPU{Int64}(150, 120), SPU{Int64}(151, 121), SPU{Int64}(152, 122), SPU{Int64}(153, 123), SPU{Int64}(154, 124), SPU{Int64}(155, 125), SPU{Int64}(156, 126), SPU{Int64}(157, 127), SPU{Int64}(158, 128), SPU{Int64}(159, 129), SPU{Int64}(160, 130), SPU{Int64}(161, 131), SPU{Int64}(162, 132), SPU{Int64}(163, 133), SPU{Int64}(164, 134), SPU{Int64}(165, 135), SPU{Int64}(166, 136), SPU{Int64}(167, 137), SPU{Int64}(168, 138), SPU{Int64}(169, 139), SPU{Int64}(170, 140), SPU{Int64}(171, 141), SPU{Int64}(172, 142), SPU{Int64}(173, 143), SPU{Int64}(174, 144), SPU{Int64}(175, 145), SPU{Int64}(176, 146), SPU{Int64}(177, 147), SPU{Int64}(178, 148), SPU{Int64}(179, 149), SPU{Int64}(180, 150), SPU{Int64}(181, 151), SPU{Int64}(182, 152), SPU{Int64}(183, 153), SPU{Int64}(184, 154), SPU{Int64}(185, 155), SPU{Int64}(186, 156), SPU{Int64}(187, 157), SPU{Int64}(188, 158), SPU{Int64}(189, 159), SPU{Int64}(190, 160), SPU{Int64}(191, 161), SPU{Int64}(192, 162), SPU{Int64}(193, 163), SPU{Int64}(194, 164), SPU{Int64}(195, 165), SPU{Int64}(196, 166), SPU{Int64}(197, 167), SPU{Int64}(198, 168), SPU{Int64}(199, 169), SPU{Int64}(200, 170), SPU{Int64}(201, 171), 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SPU{Int64}(49, 289), SPU{Int64}(50, 290), SPU{Int64}(51, 291), SPU{Int64}(52, 292), SPU{Int64}(53, 293), SPU{Int64}(54, 294), SPU{Int64}(55, 295), SPU{Int64}(56, 296), SPU{Int64}(57, 297), SPU{Int64}(58, 298), SPU{Int64}(59, 299), SPU{Int64}(60, 300), SPU{Int64}(61, 301), SPU{Int64}(62, 302), SPU{Int64}(63, 303), SPU{Int64}(64, 304), SPU{Int64}(65, 305), SPU{Int64}(66, 306), SPU{Int64}(67, 307), SPU{Int64}(68, 308), SPU{Int64}(69, 309), SPU{Int64}(70, 310), SPU{Int64}(71, 311), SPU{Int64}(72, 312), SPU{Int64}(73, 313), SPU{Int64}(74, 314), SPU{Int64}(75, 315), SPU{Int64}(76, 316), SPU{Int64}(77, 317), SPU{Int64}(78, 318), SPU{Int64}(79, 319), SPU{Int64}(80, 320), SPU{Int64}(81, 321), SPU{Int64}(82, 322), SPU{Int64}(83, 323), SPU{Int64}(84, 324), SPU{Int64}(85, 325), SPU{Int64}(86, 326), SPU{Int64}(87, 327), SPU{Int64}(88, 328), SPU{Int64}(89, 329), SPU{Int64}(90, 330), SPU{Int64}(91, 331), SPU{Int64}(92, 332), SPU{Int64}(93, 333), SPU{Int64}(94, 334), SPU{Int64}(95, 335), SPU{Int64}(96, 336), SPU{Int64}(97, 337), SPU{Int64}(98, 338), SPU{Int64}(99, 339), SPU{Int64}(100, 340), SPU{Int64}(101, 341), SPU{Int64}(102, 342), SPU{Int64}(103, 343), SPU{Int64}(104, 344), SPU{Int64}(105, 345), SPU{Int64}(106, 346), SPU{Int64}(107, 347), SPU{Int64}(108, 348), SPU{Int64}(109, 349), SPU{Int64}(110, 350), SPU{Int64}(111, 351), SPU{Int64}(112, 352), SPU{Int64}(113, 353), SPU{Int64}(114, 354), SPU{Int64}(115, 355), SPU{Int64}(116, 356), SPU{Int64}(117, 357), SPU{Int64}(118, 358), SPU{Int64}(119, 359), SPU{Int64}(120, 360), SPU{Int64}(121, 361), SPU{Int64}(122, 362), SPU{Int64}(123, 363), SPU{Int64}(124, 364), SPU{Int64}(125, 365), SPU{Int64}(126, 366), SPU{Int64}(127, 367), SPU{Int64}(128, 368), SPU{Int64}(129, 369), SPU{Int64}(130, 370), SPU{Int64}(131, 371), SPU{Int64}(132, 372), SPU{Int64}(133, 373), SPU{Int64}(134, 374), SPU{Int64}(135, 375), SPU{Int64}(136, 376), SPU{Int64}(137, 377), SPU{Int64}(138, 378), SPU{Int64}(139, 379), SPU{Int64}(140, 380), SPU{Int64}(141, 381), SPU{Int64}(142, 382), SPU{Int64}(143, 383), SPU{Int64}(144, 384), SPU{Int64}(145, 385), SPU{Int64}(146, 386), SPU{Int64}(147, 387), SPU{Int64}(148, 388), SPU{Int64}(149, 389), SPU{Int64}(150, 390), SPU{Int64}(151, 391), SPU{Int64}(152, 392), SPU{Int64}(153, 393), SPU{Int64}(154, 394), SPU{Int64}(155, 395), SPU{Int64}(156, 396), SPU{Int64}(157, 397), SPU{Int64}(158, 398), SPU{Int64}(159, 399), SPU{Int64}(160, 400), SPU{Int64}(161, 401), SPU{Int64}(162, 402), SPU{Int64}(163, 403), SPU{Int64}(164, 404), SPU{Int64}(165, 405), SPU{Int64}(166, 406), SPU{Int64}(167, 407), SPU{Int64}(168, 408), SPU{Int64}(169, 409), SPU{Int64}(170, 410), SPU{Int64}(171, 411), SPU{Int64}(172, 412), SPU{Int64}(173, 413), SPU{Int64}(174, 414), SPU{Int64}(175, 415), SPU{Int64}(176, 416), SPU{Int64}(177, 417), SPU{Int64}(178, 418), SPU{Int64}(179, 419), SPU{Int64}(180, 420), SPU{Int64}(181, 421), SPU{Int64}(182, 422), SPU{Int64}(183, 423), SPU{Int64}(184, 424), SPU{Int64}(185, 425), 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Any}(:ECTransmissibilities => BattMo.ECTransmissibilities(), :Volume => BattMo.Volume(), :Conductivity => BattMo.Conductivity()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => ConservationLaw{:Charge, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(4, 106, 1), TPFA{Int64}(5, 107, 1), TPFA{Int64}(6, 108, 1), TPFA{Int64}(7, 109, 1), TPFA{Int64}(8, 110, 1), TPFA{Int64}(9, 111, 1), TPFA{Int64}(10, 112, 1), TPFA{Int64}(11, 113, 1), TPFA{Int64}(12, 114, 1), TPFA{Int64}(13, 115, 1), TPFA{Int64}(14, 116, 1), TPFA{Int64}(15, 117, 1), TPFA{Int64}(16, 1, 1), TPFA{Int64}(17, 2, 1), TPFA{Int64}(18, 3, 1), TPFA{Int64}(19, 4, 1), 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TPFA{Int64}(147, 132, 1), TPFA{Int64}(148, 133, 1), TPFA{Int64}(149, 134, 1), TPFA{Int64}(150, 135, 1), TPFA{Int64}(151, 136, 1), TPFA{Int64}(152, 137, 1), TPFA{Int64}(153, 138, 1), TPFA{Int64}(154, 139, 1), TPFA{Int64}(155, 140, 1), TPFA{Int64}(156, 141, 1), TPFA{Int64}(157, 142, 1), TPFA{Int64}(158, 143, 1), TPFA{Int64}(159, 144, 1), TPFA{Int64}(160, 145, 1), TPFA{Int64}(161, 146, 1), TPFA{Int64}(162, 147, 1), TPFA{Int64}(163, 148, 1), TPFA{Int64}(164, 149, 1), TPFA{Int64}(165, 150, 1), TPFA{Int64}(166, 151, 1), TPFA{Int64}(167, 152, 1), TPFA{Int64}(168, 153, 1), TPFA{Int64}(169, 154, 1), TPFA{Int64}(170, 155, 1), TPFA{Int64}(171, 156, 1), TPFA{Int64}(172, 157, 1), TPFA{Int64}(173, 158, 1), TPFA{Int64}(174, 159, 1), TPFA{Int64}(175, 160, 1), TPFA{Int64}(176, 161, 1), TPFA{Int64}(177, 162, 1), TPFA{Int64}(178, 163, 1), TPFA{Int64}(179, 164, 1), TPFA{Int64}(180, 165, 1), TPFA{Int64}(181, 166, 1), TPFA{Int64}(182, 167, 1), TPFA{Int64}(183, 168, 1), TPFA{Int64}(184, 169, 1), TPFA{Int64}(185, 170, 1), TPFA{Int64}(186, 171, 1), TPFA{Int64}(187, 172, 1), TPFA{Int64}(188, 173, 1), TPFA{Int64}(189, 174, 1), TPFA{Int64}(190, 175, 1), TPFA{Int64}(191, 176, 1), TPFA{Int64}(192, 177, 1), TPFA{Int64}(193, 178, 1), TPFA{Int64}(194, 179, 1), TPFA{Int64}(195, 180, 1), TPFA{Int64}(196, 181, 1), TPFA{Int64}(197, 182, 1), TPFA{Int64}(198, 183, 1), TPFA{Int64}(199, 184, 1), TPFA{Int64}(200, 185, 1), TPFA{Int64}(201, 186, 1), TPFA{Int64}(202, 187, 1), TPFA{Int64}(203, 188, 1), TPFA{Int64}(204, 189, 1), TPFA{Int64}(205, 190, 1), TPFA{Int64}(206, 191, 1), TPFA{Int64}(207, 192, 1), TPFA{Int64}(208, 193, 1), TPFA{Int64}(209, 194, 1), TPFA{Int64}(210, 195, 1), TPFA{Int64}(211, 196, 1), TPFA{Int64}(212, 197, 1), TPFA{Int64}(213, 198, 1), TPFA{Int64}(214, 199, 1), TPFA{Int64}(215, 200, 1), TPFA{Int64}(216, 201, 1), TPFA{Int64}(217, 202, 1), TPFA{Int64}(218, 203, 1), TPFA{Int64}(219, 204, 1), TPFA{Int64}(220, 205, 1), TPFA{Int64}(221, 206, 1), TPFA{Int64}(222, 207, 1), TPFA{Int64}(223, 208, 1), TPFA{Int64}(224, 209, 1), TPFA{Int64}(225, 210, 1), TPFA{Int64}(226, 211, 1), TPFA{Int64}(227, 212, 1), TPFA{Int64}(228, 213, 1), TPFA{Int64}(229, 214, 1), TPFA{Int64}(230, 215, 1), TPFA{Int64}(231, 216, 1), TPFA{Int64}(232, 217, 1), TPFA{Int64}(233, 218, 1), TPFA{Int64}(234, 219, 1), TPFA{Int64}(235, 220, 1), TPFA{Int64}(236, 221, 1), TPFA{Int64}(237, 222, 1), TPFA{Int64}(238, 223, 1), TPFA{Int64}(239, 224, 1), TPFA{Int64}(240, 225, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(1, 121, 1), TPFA{Int64}(2, 122, 1), TPFA{Int64}(3, 123, 1), TPFA{Int64}(4, 124, 1), TPFA{Int64}(5, 125, 1), TPFA{Int64}(6, 126, 1), TPFA{Int64}(7, 127, 1), TPFA{Int64}(8, 128, 1), TPFA{Int64}(9, 129, 1), TPFA{Int64}(10, 130, 1), TPFA{Int64}(11, 131, 1), TPFA{Int64}(12, 132, 1), TPFA{Int64}(13, 133, 1), TPFA{Int64}(14, 134, 1), TPFA{Int64}(15, 135, 1), TPFA{Int64}(16, 136, 1), TPFA{Int64}(17, 137, 1), TPFA{Int64}(18, 138, 1), TPFA{Int64}(19, 139, 1), TPFA{Int64}(20, 140, 1), TPFA{Int64}(21, 141, 1), TPFA{Int64}(22, 142, 1), TPFA{Int64}(23, 143, 1), TPFA{Int64}(24, 144, 1), TPFA{Int64}(25, 145, 1), TPFA{Int64}(26, 146, 1), TPFA{Int64}(27, 147, 1), TPFA{Int64}(28, 148, 1), TPFA{Int64}(29, 149, 1), TPFA{Int64}(30, 150, 1), TPFA{Int64}(31, 151, 1), TPFA{Int64}(32, 152, 1), TPFA{Int64}(33, 153, 1), TPFA{Int64}(34, 154, 1), TPFA{Int64}(35, 155, 1), TPFA{Int64}(36, 156, 1), TPFA{Int64}(37, 157, 1), TPFA{Int64}(38, 158, 1), TPFA{Int64}(39, 159, 1), TPFA{Int64}(40, 160, 1), TPFA{Int64}(41, 161, 1), TPFA{Int64}(42, 162, 1), TPFA{Int64}(43, 163, 1), TPFA{Int64}(44, 164, 1), TPFA{Int64}(45, 165, 1), TPFA{Int64}(46, 166, 1), TPFA{Int64}(47, 167, 1), TPFA{Int64}(48, 168, 1), TPFA{Int64}(49, 169, 1), TPFA{Int64}(50, 170, 1), TPFA{Int64}(51, 171, 1), TPFA{Int64}(52, 172, 1), TPFA{Int64}(53, 173, 1), TPFA{Int64}(54, 174, 1), TPFA{Int64}(55, 175, 1), TPFA{Int64}(56, 176, 1), TPFA{Int64}(57, 177, 1), TPFA{Int64}(58, 178, 1), TPFA{Int64}(59, 179, 1), TPFA{Int64}(60, 180, 1), TPFA{Int64}(61, 181, 1), TPFA{Int64}(62, 182, 1), TPFA{Int64}(63, 183, 1), TPFA{Int64}(64, 184, 1), TPFA{Int64}(65, 185, 1), TPFA{Int64}(66, 186, 1), TPFA{Int64}(67, 187, 1), TPFA{Int64}(68, 188, 1), TPFA{Int64}(69, 189, 1), TPFA{Int64}(70, 190, 1), TPFA{Int64}(71, 191, 1), TPFA{Int64}(72, 192, 1), TPFA{Int64}(73, 193, 1), TPFA{Int64}(74, 194, 1), TPFA{Int64}(75, 195, 1), TPFA{Int64}(76, 196, 1), TPFA{Int64}(77, 197, 1), TPFA{Int64}(78, 198, 1), TPFA{Int64}(79, 199, 1), TPFA{Int64}(80, 200, 1), TPFA{Int64}(81, 201, 1), TPFA{Int64}(82, 202, 1), TPFA{Int64}(83, 203, 1), TPFA{Int64}(84, 204, 1), TPFA{Int64}(85, 205, 1), TPFA{Int64}(86, 206, 1), TPFA{Int64}(87, 207, 1), TPFA{Int64}(88, 208, 1), TPFA{Int64}(89, 209, 1), TPFA{Int64}(90, 210, 1), TPFA{Int64}(91, 211, 1), TPFA{Int64}(92, 212, 1), TPFA{Int64}(93, 213, 1), TPFA{Int64}(94, 214, 1), TPFA{Int64}(95, 215, 1), TPFA{Int64}(96, 216, 1), TPFA{Int64}(97, 217, 1), TPFA{Int64}(98, 218, 1), TPFA{Int64}(99, 219, 1), TPFA{Int64}(100, 220, 1), TPFA{Int64}(101, 221, 1), TPFA{Int64}(102, 222, 1), TPFA{Int64}(103, 223, 1), TPFA{Int64}(104, 224, 1), TPFA{Int64}(105, 225, 1), TPFA{Int64}(106, 226, 1), TPFA{Int64}(107, 227, 1), TPFA{Int64}(108, 228, 1), TPFA{Int64}(109, 229, 1), TPFA{Int64}(110, 230, 1), TPFA{Int64}(111, 231, 1), TPFA{Int64}(112, 232, 1), TPFA{Int64}(113, 233, 1), TPFA{Int64}(114, 234, 1), TPFA{Int64}(115, 235, 1), TPFA{Int64}(116, 236, 1), TPFA{Int64}(117, 237, 1), TPFA{Int64}(118, 238, 1), TPFA{Int64}(119, 239, 1), TPFA{Int64}(120, 240, 1)], SPU{Int64}[SPU{Int64}(4, 106), SPU{Int64}(5, 107), SPU{Int64}(6, 108), SPU{Int64}(7, 109), SPU{Int64}(8, 110), SPU{Int64}(9, 111), SPU{Int64}(10, 112), SPU{Int64}(11, 113), SPU{Int64}(12, 114), SPU{Int64}(13, 115), SPU{Int64}(14, 116), SPU{Int64}(15, 117), SPU{Int64}(16, 1), SPU{Int64}(17, 2), SPU{Int64}(18, 3), SPU{Int64}(19, 4), SPU{Int64}(20, 5), SPU{Int64}(21, 6), SPU{Int64}(22, 7), SPU{Int64}(23, 8), SPU{Int64}(24, 9), SPU{Int64}(25, 10), SPU{Int64}(26, 11), SPU{Int64}(27, 12), SPU{Int64}(28, 13), SPU{Int64}(29, 14), SPU{Int64}(30, 15), SPU{Int64}(31, 16), SPU{Int64}(32, 17), SPU{Int64}(33, 18), SPU{Int64}(34, 19), SPU{Int64}(35, 20), SPU{Int64}(36, 21), SPU{Int64}(37, 22), SPU{Int64}(38, 23), SPU{Int64}(39, 24), SPU{Int64}(40, 25), SPU{Int64}(41, 26), SPU{Int64}(42, 27), SPU{Int64}(43, 28), SPU{Int64}(44, 29), SPU{Int64}(45, 30), SPU{Int64}(46, 31), SPU{Int64}(47, 32), SPU{Int64}(48, 33), SPU{Int64}(49, 34), SPU{Int64}(50, 35), SPU{Int64}(51, 36), SPU{Int64}(52, 37), SPU{Int64}(53, 38), SPU{Int64}(54, 39), SPU{Int64}(55, 40), SPU{Int64}(56, 41), SPU{Int64}(57, 42), SPU{Int64}(58, 43), SPU{Int64}(59, 44), SPU{Int64}(60, 45), SPU{Int64}(61, 46), SPU{Int64}(62, 47), SPU{Int64}(63, 48), SPU{Int64}(64, 49), SPU{Int64}(65, 50), SPU{Int64}(66, 51), SPU{Int64}(67, 52), SPU{Int64}(68, 53), SPU{Int64}(69, 54), SPU{Int64}(70, 55), SPU{Int64}(71, 56), SPU{Int64}(72, 57), 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2), SPU{Int64}(2, 3), SPU{Int64}(4, 5), SPU{Int64}(5, 6), SPU{Int64}(7, 8), SPU{Int64}(8, 9), SPU{Int64}(10, 11), SPU{Int64}(11, 12), SPU{Int64}(13, 14), SPU{Int64}(14, 15), SPU{Int64}(16, 17), SPU{Int64}(17, 18), SPU{Int64}(19, 20), SPU{Int64}(20, 21), SPU{Int64}(22, 23), SPU{Int64}(23, 24), SPU{Int64}(25, 26), SPU{Int64}(26, 27), SPU{Int64}(28, 29), SPU{Int64}(29, 30), SPU{Int64}(31, 32), SPU{Int64}(32, 33), SPU{Int64}(34, 35), SPU{Int64}(35, 36), SPU{Int64}(37, 38), SPU{Int64}(38, 39), SPU{Int64}(40, 41), SPU{Int64}(41, 42), SPU{Int64}(43, 44), SPU{Int64}(44, 45), SPU{Int64}(46, 47), SPU{Int64}(47, 48), SPU{Int64}(49, 50), SPU{Int64}(50, 51), SPU{Int64}(52, 53), SPU{Int64}(53, 54), SPU{Int64}(55, 56), SPU{Int64}(56, 57), SPU{Int64}(58, 59), SPU{Int64}(59, 60), SPU{Int64}(61, 62), SPU{Int64}(62, 63), SPU{Int64}(64, 65), SPU{Int64}(65, 66), SPU{Int64}(67, 68), SPU{Int64}(68, 69), SPU{Int64}(70, 71), SPU{Int64}(71, 72), SPU{Int64}(73, 74), SPU{Int64}(74, 75), SPU{Int64}(76, 77), SPU{Int64}(77, 78), SPU{Int64}(79, 80), SPU{Int64}(80, 81), SPU{Int64}(82, 83), SPU{Int64}(83, 84), SPU{Int64}(85, 86), SPU{Int64}(86, 87), SPU{Int64}(88, 89), SPU{Int64}(89, 90), SPU{Int64}(91, 92), SPU{Int64}(92, 93), SPU{Int64}(94, 95), SPU{Int64}(95, 96), SPU{Int64}(97, 98), SPU{Int64}(98, 99), SPU{Int64}(100, 101), SPU{Int64}(101, 102), SPU{Int64}(103, 104), SPU{Int64}(104, 105), SPU{Int64}(106, 107), SPU{Int64}(107, 108), SPU{Int64}(109, 110), SPU{Int64}(110, 111), SPU{Int64}(112, 113), SPU{Int64}(113, 114), SPU{Int64}(115, 116), SPU{Int64}(116, 117), SPU{Int64}(118, 119), SPU{Int64}(119, 120), SPU{Int64}(124, 226), SPU{Int64}(125, 227), SPU{Int64}(126, 228), SPU{Int64}(127, 229), SPU{Int64}(128, 230), SPU{Int64}(129, 231), SPU{Int64}(130, 232), SPU{Int64}(131, 233), SPU{Int64}(132, 234), SPU{Int64}(133, 235), SPU{Int64}(134, 236), SPU{Int64}(135, 237), SPU{Int64}(136, 121), SPU{Int64}(137, 122), SPU{Int64}(138, 123), SPU{Int64}(139, 124), SPU{Int64}(140, 125), SPU{Int64}(141, 126), SPU{Int64}(142, 127), SPU{Int64}(143, 128), SPU{Int64}(144, 129), SPU{Int64}(145, 130), SPU{Int64}(146, 131), SPU{Int64}(147, 132), SPU{Int64}(148, 133), SPU{Int64}(149, 134), SPU{Int64}(150, 135), SPU{Int64}(151, 136), SPU{Int64}(152, 137), SPU{Int64}(153, 138), SPU{Int64}(154, 139), SPU{Int64}(155, 140), SPU{Int64}(156, 141), SPU{Int64}(157, 142), SPU{Int64}(158, 143), SPU{Int64}(159, 144), SPU{Int64}(160, 145), SPU{Int64}(161, 146), SPU{Int64}(162, 147), SPU{Int64}(163, 148), SPU{Int64}(164, 149), SPU{Int64}(165, 150), SPU{Int64}(166, 151), SPU{Int64}(167, 152), SPU{Int64}(168, 153), SPU{Int64}(169, 154), SPU{Int64}(170, 155), SPU{Int64}(171, 156), SPU{Int64}(172, 157), SPU{Int64}(173, 158), SPU{Int64}(174, 159), SPU{Int64}(175, 160), SPU{Int64}(176, 161), SPU{Int64}(177, 162), SPU{Int64}(178, 163), SPU{Int64}(179, 164), SPU{Int64}(180, 165), SPU{Int64}(181, 166), SPU{Int64}(182, 167), SPU{Int64}(183, 168), SPU{Int64}(184, 169), SPU{Int64}(185, 170), SPU{Int64}(186, 171), SPU{Int64}(187, 172), SPU{Int64}(188, 173), SPU{Int64}(189, 174), SPU{Int64}(190, 175), SPU{Int64}(191, 176), SPU{Int64}(192, 177), SPU{Int64}(193, 178), SPU{Int64}(194, 179), SPU{Int64}(195, 180), SPU{Int64}(196, 181), SPU{Int64}(197, 182), SPU{Int64}(198, 183), SPU{Int64}(199, 184), SPU{Int64}(200, 185), SPU{Int64}(201, 186), SPU{Int64}(202, 187), SPU{Int64}(203, 188), SPU{Int64}(204, 189), SPU{Int64}(205, 190), SPU{Int64}(206, 191), SPU{Int64}(207, 192), SPU{Int64}(208, 193), SPU{Int64}(209, 194), SPU{Int64}(210, 195), SPU{Int64}(211, 196), SPU{Int64}(212, 197), SPU{Int64}(213, 198), SPU{Int64}(214, 199), SPU{Int64}(215, 200), SPU{Int64}(216, 201), SPU{Int64}(217, 202), SPU{Int64}(218, 203), SPU{Int64}(219, 204), SPU{Int64}(220, 205), SPU{Int64}(221, 206), SPU{Int64}(222, 207), SPU{Int64}(223, 208), SPU{Int64}(224, 209), SPU{Int64}(225, 210), SPU{Int64}(226, 211), SPU{Int64}(227, 212), SPU{Int64}(228, 213), SPU{Int64}(229, 214), SPU{Int64}(230, 215), SPU{Int64}(231, 216), SPU{Int64}(232, 217), SPU{Int64}(233, 218), SPU{Int64}(234, 219), SPU{Int64}(235, 220), SPU{Int64}(236, 221), SPU{Int64}(237, 222), SPU{Int64}(238, 223), SPU{Int64}(239, 224), SPU{Int64}(240, 225), SPU{Int64}(121, 122), SPU{Int64}(122, 123), SPU{Int64}(124, 125), SPU{Int64}(125, 126), SPU{Int64}(127, 128), SPU{Int64}(128, 129), SPU{Int64}(130, 131), SPU{Int64}(131, 132), SPU{Int64}(133, 134), SPU{Int64}(134, 135), SPU{Int64}(136, 137), SPU{Int64}(137, 138), SPU{Int64}(139, 140), SPU{Int64}(140, 141), SPU{Int64}(142, 143), SPU{Int64}(143, 144), SPU{Int64}(145, 146), SPU{Int64}(146, 147), SPU{Int64}(148, 149), SPU{Int64}(149, 150), SPU{Int64}(151, 152), SPU{Int64}(152, 153), SPU{Int64}(154, 155), SPU{Int64}(155, 156), SPU{Int64}(157, 158), SPU{Int64}(158, 159), SPU{Int64}(160, 161), SPU{Int64}(161, 162), SPU{Int64}(163, 164), SPU{Int64}(164, 165), SPU{Int64}(166, 167), SPU{Int64}(167, 168), SPU{Int64}(169, 170), SPU{Int64}(170, 171), SPU{Int64}(172, 173), SPU{Int64}(173, 174), SPU{Int64}(175, 176), SPU{Int64}(176, 177), SPU{Int64}(178, 179), SPU{Int64}(179, 180), SPU{Int64}(181, 182), SPU{Int64}(182, 183), SPU{Int64}(184, 185), SPU{Int64}(185, 186), SPU{Int64}(187, 188), SPU{Int64}(188, 189), SPU{Int64}(190, 191), SPU{Int64}(191, 192), SPU{Int64}(193, 194), SPU{Int64}(194, 195), SPU{Int64}(196, 197), SPU{Int64}(197, 198), SPU{Int64}(199, 200), SPU{Int64}(200, 201), SPU{Int64}(202, 203), SPU{Int64}(203, 204), SPU{Int64}(205, 206), SPU{Int64}(206, 207), SPU{Int64}(208, 209), SPU{Int64}(209, 210), SPU{Int64}(211, 212), SPU{Int64}(212, 213), SPU{Int64}(214, 215), SPU{Int64}(215, 216), SPU{Int64}(217, 218), SPU{Int64}(218, 219), SPU{Int64}(220, 221), SPU{Int64}(221, 222), SPU{Int64}(223, 224), SPU{Int64}(224, 225), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(1, 121), SPU{Int64}(2, 122), SPU{Int64}(3, 123), SPU{Int64}(4, 124), SPU{Int64}(5, 125), SPU{Int64}(6, 126), SPU{Int64}(7, 127), SPU{Int64}(8, 128), SPU{Int64}(9, 129), SPU{Int64}(10, 130), SPU{Int64}(11, 131), SPU{Int64}(12, 132), SPU{Int64}(13, 133), SPU{Int64}(14, 134), SPU{Int64}(15, 135), SPU{Int64}(16, 136), SPU{Int64}(17, 137), SPU{Int64}(18, 138), SPU{Int64}(19, 139), SPU{Int64}(20, 140), SPU{Int64}(21, 141), SPU{Int64}(22, 142), SPU{Int64}(23, 143), SPU{Int64}(24, 144), SPU{Int64}(25, 145), SPU{Int64}(26, 146), SPU{Int64}(27, 147), SPU{Int64}(28, 148), SPU{Int64}(29, 149), SPU{Int64}(30, 150), SPU{Int64}(31, 151), SPU{Int64}(32, 152), SPU{Int64}(33, 153), SPU{Int64}(34, 154), SPU{Int64}(35, 155), SPU{Int64}(36, 156), SPU{Int64}(37, 157), SPU{Int64}(38, 158), SPU{Int64}(39, 159), SPU{Int64}(40, 160), SPU{Int64}(41, 161), SPU{Int64}(42, 162), SPU{Int64}(43, 163), SPU{Int64}(44, 164), SPU{Int64}(45, 165), SPU{Int64}(46, 166), SPU{Int64}(47, 167), SPU{Int64}(48, 168), SPU{Int64}(49, 169), SPU{Int64}(50, 170), SPU{Int64}(51, 171), SPU{Int64}(52, 172), SPU{Int64}(53, 173), SPU{Int64}(54, 174), SPU{Int64}(55, 175), SPU{Int64}(56, 176), SPU{Int64}(57, 177), SPU{Int64}(58, 178), SPU{Int64}(59, 179), SPU{Int64}(60, 180), SPU{Int64}(61, 181), SPU{Int64}(62, 182), SPU{Int64}(63, 183), SPU{Int64}(64, 184), SPU{Int64}(65, 185), SPU{Int64}(66, 186), SPU{Int64}(67, 187), SPU{Int64}(68, 188), SPU{Int64}(69, 189), SPU{Int64}(70, 190), SPU{Int64}(71, 191), SPU{Int64}(72, 192), SPU{Int64}(73, 193), SPU{Int64}(74, 194), SPU{Int64}(75, 195), SPU{Int64}(76, 196), SPU{Int64}(77, 197), SPU{Int64}(78, 198), SPU{Int64}(79, 199), SPU{Int64}(80, 200), SPU{Int64}(81, 201), SPU{Int64}(82, 202), SPU{Int64}(83, 203), SPU{Int64}(84, 204), SPU{Int64}(85, 205), SPU{Int64}(86, 206), SPU{Int64}(87, 207), SPU{Int64}(88, 208), SPU{Int64}(89, 209), SPU{Int64}(90, 210), SPU{Int64}(91, 211), SPU{Int64}(92, 212), SPU{Int64}(93, 213), SPU{Int64}(94, 214), SPU{Int64}(95, 215), SPU{Int64}(96, 216), 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[:Phi, :Charge], OrderedCollections.OrderedDict{Symbol, Any}()), :Control => SimulationModel{CurrentAndVoltageDomain, CurrentAndVoltageSystem{BattMo.CCPolicy{Float64}}, FullyImplicitFormulation, DefaultContext}(CurrentAndVoltageDomain(), CurrentAndVoltageSystem{BattMo.CCPolicy{Float64}}(BattMo.CCPolicy{Float64}(0, "discharging", 0.2920173995165871, 0.0, 2.4, 4.1, true, BattMo.var"#cFun#82"{Float64}(10.0, Core.Box(0.2920173995165871)), {
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    "discharging" => 0.0001
})), DefaultContext(EquationMajorLayout(false), 9223372036854775807, 1), FullyImplicitFormulation(), DataDomain{CurrentAndVoltageDomain, Dict{JutulEntity, Int64}, OrderedCollections.OrderedDict{Symbol, Any}}(CurrentAndVoltageDomain(), {
    Cells() => 1
    NoEntity() => 1
}, OrderedCollections.OrderedDict{Symbol, Any}()), OrderedCollections.OrderedDict{Symbol, Any}(:Phi => VoltageVar(), :Current => CurrentVar()), OrderedCollections.OrderedDict{Symbol, Any}(), OrderedCollections.OrderedDict{Symbol, Any}(:ImaxDischarge => BattMo.ImaxDischarge(), :ImaxCharge => BattMo.ImaxCharge()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => BattMo.CurrentEquation(), :control => BattMo.ControlEquation()), [:Phi, :Current, :Controller], OrderedCollections.OrderedDict{Symbol, Any}()))), Jutul.CrossTermPair[Jutul.CrossTermPair(:Elyte, :NeAm, :charge_conservation, :charge_conservation, ButlerVolmerActmatToElyteCT{Vector{Int64}}([10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 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396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480])), Jutul.CrossTermPair(:NeAm, :Elyte, :charge_conservation, :charge_conservation, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437])), Jutul.CrossTermPair(:NeAm, :Elyte, :solid_diffusion_bc, :solid_diffusion_bc, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 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141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437])), Jutul.CrossTermPair(:Elyte, :PeAm, :charge_conservation, :charge_conservation, ButlerVolmerActmatToElyteCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480])), Jutul.CrossTermPair(:Elyte, :PeAm, :mass_conservation, :mass_conservation, ButlerVolmerActmatToElyteCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480])), Jutul.CrossTermPair(:PeAm, :Elyte, :charge_conservation, :charge_conservation, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428])), Jutul.CrossTermPair(:PeAm, :Elyte, :solid_diffusion_bc, :solid_diffusion_bc, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428])), Jutul.CrossTermPair(:NeAm, :NeCc, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [571.0849952967762, 584.1396055363476, 665.1540642482855, 678.2087003137864, 759.2236768931137, 772.2783298660844, 853.2936543980315, 866.3483190392865, 947.3638886108794, 960.4185616413164, 582.8435902564526, 595.8982044126261, 676.9127407122305, 689.9673792789254, 770.9824068504765, 784.0370615164795, 865.0524213445618, 878.1070871844514, 959.1226821936356, 972.1773561036454, 594.6021975618498, 607.6568154070894, 688.6714250825485, 701.7260660247175, 782.7411421717584, 795.7957984560328, 876.8111920956956, 889.8658590868351, 970.8814785716963, 983.9361533306725, 606.3608165003884, 619.4154378245402, 700.4301169635576, 713.4847601636518, 794.4998826207421, 807.5545404526279, 888.5699665010393, 901.6246345994005, 982.6402776465717, 995.6949532236483, 618.1194464132603, 631.1740710216096, 712.188815986014, 725.2434613339705, 806.2586279740658, 819.3132872867334, 900.3287444191485, 913.3834135809359, 994.3990793224685, 1007.453755688905, 629.8780866903031, 642.9327144024805, 723.9475218042954, 737.0021691970403, 818.0173780212516, 831.072038751987, 912.0875257142299, 925.1421958989351, 1006.1578835077866, 1019.2125606364395, 641.6367367658095, 654.6913674144396, 735.7062340939781, 748.7608834354569, 829.7761325643644, 842.8307946535414, 923.8463102580307, 936.9009814274958, 1017.9166901166917, 1030.9713679815593, 653.3953961146902, 666.4500295440926, 747.4649525519235, 760.5196037514692, 841.534891415984, 854.589554807342, 935.6050979287411, 948.6597700460361, 1029.6754990664163, 1042.7301776431552, 571.0849952967496, 584.1396055363284, 665.1540642483353, 678.208700313763, 759.2236768931068, 772.2783298660323, 853.2936543981515, 866.3483190392479, 947.3638886108706, 960.4185616413797, 582.8435902564333, 595.8982044126261, 676.9127407121858, 689.9673792789534, 770.9824068504521, 784.0370615164795, 865.0524213445932, 878.107087184488, 959.1226821935264, 972.1773561037559, 594.6021975618588, 607.6568154071288, 688.6714250825027, 701.7260660247172, 782.7411421717878, 795.7957984560604, 876.8111920956738, 889.8658590868334, 970.881478571733, 983.9361533306728, 606.360816500432, 619.4154378245327, 700.4301169635576, 713.4847601636764, 794.4998826207421, 807.55454045259, 888.5699665010605, 901.6246345994206, 982.6402776465399, 995.6949532236363, 618.1194464132641, 631.1740710216305, 712.1888159860384, 725.2434613339951, 806.2586279740257, 819.3132872867037, 900.3287444190502, 913.3834135809359, 994.3990793223937, 1007.4537556888671, 629.8780866902611, 642.9327144024737, 723.9475218043201, 737.0021691970582, 818.017378021319, 831.072038752017, 912.0875257141946, 925.1421958989223, 1006.1578835077776, 1019.2125606364377, 641.6367367658013, 654.6913674144408, 735.7062340939939, 748.7608834354075, 829.7761325644161, 842.8307946535137, 923.8463102580222, 936.9009814276236, 1017.9166901166443, 1030.9713679814863, 653.3953961146669, 666.4500295441187, 747.4649525518487, 760.5196037514163, 841.5348914160157, 854.589554807361, 935.6050979287411, 948.6597700459636, 1029.675499066455, 1042.7301776431464])), Jutul.CrossTermPair(:NeCc, :NeAm, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [571.0849952967762, 584.1396055363476, 665.1540642482855, 678.2087003137864, 759.2236768931137, 772.2783298660844, 853.2936543980315, 866.3483190392865, 947.3638886108794, 960.4185616413164, 582.8435902564526, 595.8982044126261, 676.9127407122305, 689.9673792789254, 770.9824068504765, 784.0370615164795, 865.0524213445618, 878.1070871844514, 959.1226821936356, 972.1773561036454, 594.6021975618498, 607.6568154070894, 688.6714250825485, 701.7260660247175, 782.7411421717584, 795.7957984560328, 876.8111920956956, 889.8658590868351, 970.8814785716963, 983.9361533306725, 606.3608165003884, 619.4154378245402, 700.4301169635576, 713.4847601636518, 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853.2936543981515, 866.3483190392479, 947.3638886108706, 960.4185616413797, 582.8435902564333, 595.8982044126261, 676.9127407121858, 689.9673792789534, 770.9824068504521, 784.0370615164795, 865.0524213445932, 878.107087184488, 959.1226821935264, 972.1773561037559, 594.6021975618588, 607.6568154071288, 688.6714250825027, 701.7260660247172, 782.7411421717878, 795.7957984560604, 876.8111920956738, 889.8658590868334, 970.881478571733, 983.9361533306728, 606.360816500432, 619.4154378245327, 700.4301169635576, 713.4847601636764, 794.4998826207421, 807.55454045259, 888.5699665010605, 901.6246345994206, 982.6402776465399, 995.6949532236363, 618.1194464132641, 631.1740710216305, 712.1888159860384, 725.2434613339951, 806.2586279740257, 819.3132872867037, 900.3287444190502, 913.3834135809359, 994.3990793223937, 1007.4537556888671, 629.8780866902611, 642.9327144024737, 723.9475218043201, 737.0021691970582, 818.017378021319, 831.072038752017, 912.0875257141946, 925.1421958989223, 1006.1578835077776, 1019.2125606364377, 641.6367367658013, 654.6913674144408, 735.7062340939939, 748.7608834354075, 829.7761325644161, 842.8307946535137, 923.8463102580222, 936.9009814276236, 1017.9166901166443, 1030.9713679814863, 653.3953961146669, 666.4500295441187, 747.4649525518487, 760.5196037514163, 841.5348914160157, 854.589554807361, 935.6050979287411, 948.6597700459636, 1029.675499066455, 1042.7301776431464])), Jutul.CrossTermPair(:PeAm, :PeCc, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [0.40638649362993756, 0.4187370296822482, 0.4795286176330274, 0.4918791887950454, 0.552671619243676, 0.5650222126556012, 0.6258151931728921, 0.6381658015669058, 0.6989591610176265, 0.7113097799778596, 0.4155291954833196, 0.42787973694274334, 0.4886714528404041, 0.5010220273321935, 0.5618145392301788, 0.5741651348359307, 0.634958170381151, 0.6473087802964905, 0.7081021786584072, 0.7204527987160598, 0.4246719178434538, 0.4370224643694601, 0.4978143007213827, 0.5101648783633871, 0.570957467588704, 0.5833080652853071, 0.6441011534062383, 0.656451764779118, 0.7172452005030577, 0.7295958216167009, 0.43381465942836916, 0.44616521070841125, 0.5069571605968878, 0.5193077412222882, 0.5801004039274624, 0.5924510036173457, 0.6532441420061675, 0.6655947547757257, 0.7263882263933653, 0.7387388485247738, 0.44295741906087926, 0.4553079748074259, 0.5161000318356439, 0.5284506152891665, 0.5892433478773819, 0.6015939494698005, 0.6623871359505445, 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true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cp::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cs::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, Elyte::JutulStorage{@NamedTuple{state0::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{Float64}, Charge::Vector{Float64}, Diffusivity::Vector{Float64}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{Float64}, Phi::Vector{Float64}, C::Vector{Float64}}, state::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Diffusivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, C::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, parameters::@NamedTuple{BruggemanCoefficient::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, C::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, C::C}, secondary_variables::@NamedTuple{Conductivity::BattMo.Conductivity, Diffusivity::BattMo.Diffusivity, DmuDc::DmuDc, ChemCoef::ChemCoef, Charge::Charge, Mass::Mass}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, BruggemanCoefficient::BattMo.BruggemanCoefficient, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, mass_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, mass_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, C::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, PeAm::JutulStorage{@NamedTuple{state0::@NamedTuple{Cs::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{Float64}, Charge::Vector{Float64}, Cp::Matrix{Float64}, Ocp::Vector{Float64}, Phi::Vector{Float64}, SolidDiffFlux::Matrix{Float64}}, state::@NamedTuple{Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, parameters::@NamedTuple{Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, Cp::BattMo.Cp, Cs::BattMo.Cs}, secondary_variables::@NamedTuple{Charge::Charge, Ocp::BattMo.Ocp, ReactionRateConst::BattMo.ReactionRateConst, SolidDiffFlux::BattMo.SolidDiffFlux}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, Conductivity::BattMo.Conductivity, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, mass_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{5, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, solid_diffusion_bc::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, mass_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, solid_diffusion_bc::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cp::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cs::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, PeCc::JutulStorage{@NamedTuple{state0::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, state::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, parameters::@NamedTuple{Volume::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi}, secondary_variables::@NamedTuple{Charge::Charge}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Conductivity::BattMo.Conductivity}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, Control::JutulStorage{@NamedTuple{state0::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{Float64}, Phi::Vector{Float64}, ImaxCharge::Vector{Float64}}, state::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ImaxCharge::Vector{Float64}}, parameters::@NamedTuple{ImaxDischarge::Vector{Float64}, ImaxCharge::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Current::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::VoltageVar, Current::CurrentVar}, secondary_variables::@NamedTuple{}, parameters::@NamedTuple{ImaxDischarge::BattMo.ImaxDischarge, ImaxCharge::BattMo.ImaxCharge}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, control::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, control::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Current::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}, state::JutulStorage{@NamedTuple{NeCc::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, NeAm::@NamedTuple{Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, Elyte::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Diffusivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, C::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, PeAm::@NamedTuple{Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, PeCc::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, Control::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ImaxCharge::Vector{Float64}}}}, state0::JutulStorage{@NamedTuple{NeCc::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, NeAm::@NamedTuple{Cs::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{Float64}, Charge::Vector{Float64}, Cp::Matrix{Float64}, Ocp::Vector{Float64}, Phi::Vector{Float64}, SolidDiffFlux::Matrix{Float64}}, Elyte::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{Float64}, Charge::Vector{Float64}, Diffusivity::Vector{Float64}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{Float64}, Phi::Vector{Float64}, C::Vector{Float64}}, PeAm::@NamedTuple{Cs::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{Float64}, Charge::Vector{Float64}, Cp::Matrix{Float64}, Ocp::Vector{Float64}, Phi::Vector{Float64}, SolidDiffFlux::Matrix{Float64}}, PeCc::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, Control::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{Float64}, Phi::Vector{Float64}, ImaxCharge::Vector{Float64}}}}, cross_terms::Vector{Any}, LinearizedSystem::LinearizedSystem{EquationMajorLayout, SparseArrays.SparseMatrixCSC{Float64, Int64}, Vector{Float64}, Vector{Float64}, Vector{Float64}}, multi_model_maps::@NamedTuple{offset_map::Vector{Int64}}, eq_maps::Jutul.MutableWrapper, recorder::ProgressRecorder}}((NeCc = JutulStorage{@NamedTuple{state0::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, state::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, parameters::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi}, secondary_variables::@NamedTuple{Charge::Charge}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Conductivity::BattMo.Conductivity, BoundaryPhi::BoundaryPotential{:Phi}}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}((state0 = (BoundaryPhi = [0.0, 0.0, 0.0], Volume = [2.052430465402451e-10, 2.0559258709988122e-10, 2.0594212765946e-10, 2.3872723963519155e-10, 2.390767801948256e-10, 2.3942632075441743e-10, 2.722114327301711e-10, 2.7256097328976974e-10, 2.729105138493551e-10, 3.0569562582510877e-10, 3.060451663847008e-10, 3.063947069443457e-10, 3.391798189200664e-10, 3.395293594796714e-10, 3.3987890003927674e-10, 2.0942857067712202e-10, 2.097781112367361e-10, 2.1012765179633468e-10, 2.4291276377207515e-10, 2.432623043317024e-10, 2.4361184489127905e-10, 2.763969568670299e-10, 2.7674649742663964e-10, 2.7709603798624487e-10, 3.0988114996196817e-10, 3.1023069052159977e-10, 3.105802310811876e-10, 3.433653430569256e-10, 3.43714883616553e-10, 3.44064424176114e-10, 2.1361409481398328e-10, 2.1396363537361067e-10, 2.1431317593320928e-10, 2.4709828790894737e-10, 2.4744782846856594e-10, 2.4779736902815354e-10, 2.805824810038744e-10, 2.809320215635173e-10, 2.812815621231183e-10, 3.140666740988448e-10, 3.144162146584985e-10, 3.1476575521803323e-10, 3.475508671938066e-10, 3.47900407753412e-10, 3.482499483129775e-10, 2.177996189508537e-10, 2.1814915951047655e-10, 2.1849870007008626e-10, 2.5128381204581995e-10, 2.516333526054297e-10, 2.5198289316501067e-10, 2.847680051407512e-10, 2.851175457003872e-10, 2.8546708625998797e-10, 3.1825219823572626e-10, 3.186017387953359e-10, 3.1895127935489697e-10, 3.517363913307074e-10, 3.520859318902595e-10, 3.524354724499001e-10, 2.2198514308772826e-10, 2.2233468364735335e-10, 2.2268422420693878e-10, 2.55469336182688e-10, 2.5581887674230216e-10, 2.561684173018851e-10, 2.8895352927763675e-10, 2.893030698372285e-10, 2.8965261039686924e-10, 3.224377223725543e-10, 3.2278726293221695e-10, 3.2313680349182684e-10, 3.5592191546755014e-10, 3.5627145602715537e-10, 3.566209965867517e-10, 2.26170667224592e-10, 2.2652020778421706e-10, 2.2686974834381573e-10, 2.5965486031956093e-10, 2.600044008791528e-10, 2.603539414387715e-10, 2.9313905341448265e-10, 2.934885939741189e-10, 2.9383813453373287e-10, 3.2662324650946233e-10, 3.269727870690675e-10, 3.2732232762866375e-10, 3.6010743960436683e-10, 3.6045698016405137e-10, 3.6080652072363913e-10, 2.3035619136146653e-10, 2.3070573192108727e-10, 2.3105527248066595e-10, 2.6384038445643025e-10, 2.641899250160243e-10, 2.6453946557561875e-10, 2.973245775513814e-10, 2.9767411811097344e-10, 2.980236586705744e-10, 3.308087706463127e-10, 3.3115831120594857e-10, 3.315078517655098e-10, 3.6429296374125674e-10, 3.64642504300915e-10, 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Dual{Cells()}(-0.004989337319674936,1.0), Dual{Cells()}(-0.004939445811916285,1.0), Dual{Cells()}(-0.004939445808352246,1.0), Dual{Cells()}(-0.0049394458113455105,1.0), Dual{Cells()}(-0.005054820274683027,1.0), Dual{Cells()}(-0.005054820267951036,1.0), Dual{Cells()}(-0.005054820264598925,1.0), Dual{Cells()}(-0.005124470628241866,1.0), Dual{Cells()}(-0.00512447062449908,1.0), Dual{Cells()}(-0.005124470627345243,1.0), Dual{Cells()}(-0.005084943282957306,1.0), Dual{Cells()}(-0.005084943279289468,1.0), Dual{Cells()}(-0.005084943282197825,1.0), Dual{Cells()}(-0.004969002268068928,1.0), Dual{Cells()}(-0.004969002264463158,1.0), Dual{Cells()}(-0.004969002267421315,1.0), Dual{Cells()}(-0.0049603282036703375,1.0), Dual{Cells()}(-0.004960328200107836,1.0), Dual{Cells()}(-0.004960328203102412,1.0), Dual{Cells()}(-0.005062124330355728,1.0), Dual{Cells()}(-0.005062124323622609,1.0), Dual{Cells()}(-0.005062124320265075,1.0), Dual{Cells()}(-0.005122496640763429,1.0), Dual{Cells()}(-0.005122496637033116,1.0), Dual{Cells()}(-0.0051224966398919795,1.0), Dual{Cells()}(-0.005075486819925753,1.0), Dual{Cells()}(-0.005075486816265984,1.0), Dual{Cells()}(-0.005075486819180777,1.0), Dual{Cells()}(-0.004946569340257225,1.0), Dual{Cells()}(-0.004946569336659131,1.0), Dual{Cells()}(-0.004946569339623481,1.0), Dual{Cells()}(-0.00497928025656897,1.0), Dual{Cells()}(-0.004979280253008223,1.0), Dual{Cells()}(-0.004979280256004311,1.0), Dual{Cells()}(-0.005068229760305667,1.0), Dual{Cells()}(-0.005068229753574304,1.0), Dual{Cells()}(-0.005068229750217036,1.0), Dual{Cells()}(-0.005119777100676721,1.0), Dual{Cells()}(-0.005119777096956301,1.0), Dual{Cells()}(-0.0051197770998231374,1.0), Dual{Cells()}(-0.005064793462380282,1.0), Dual{Cells()}(-0.005064793458728445,1.0), Dual{Cells()}(-0.0050647934616495785,1.0), Dual{Cells()}(-0.004921851158352606,1.0), Dual{Cells()}(-0.004921851154762272,1.0), Dual{Cells()}(-0.004921851157732888,1.0), Dual{Cells()}(-0.0049963443955288265,1.0), Dual{Cells()}(-0.004996344391970031,1.0), Dual{Cells()}(-0.004996344394967813,1.0), Dual{Cells()}(-0.005073140516737915,1.0), Dual{Cells()}(-0.005073140510008523,1.0), Dual{Cells()}(-0.005073140506651877,1.0), Dual{Cells()}(-0.005116265403456475,1.0), Dual{Cells()}(-0.005116265399745443,1.0), Dual{Cells()}(-0.0051162654026196425,1.0), Dual{Cells()}(-0.005052774852279042,1.0), Dual{Cells()}(-0.005052774848635023,1.0), Dual{Cells()}(-0.005052774851562418,1.0), Dual{Cells()}(-0.004894636310846506,1.0), Dual{Cells()}(-0.004894636307264048,1.0), Dual{Cells()}(-0.004894636310241028,1.0), Dual{Cells()}(-0.0050115558717079775,1.0), Dual{Cells()}(-0.00501155586815143,1.0), Dual{Cells()}(-0.005011555871151315,1.0), Dual{Cells()}(-0.005076852373914752,1.0), Dual{Cells()}(-0.005076852367187421,1.0), Dual{Cells()}(-0.005076852363831516,1.0), Dual{Cells()}(-0.005111911742636517,1.0), Dual{Cells()}(-0.005111911738934581,1.0), Dual{Cells()}(-0.0051119117418159275,1.0), Dual{Cells()}(-0.00503933364505245,1.0), Dual{Cells()}(-0.005039333641416159,1.0), Dual{Cells()}(-0.005039333644349753,1.0), Dual{Cells()}(-0.0048646855449154865,1.0), Dual{Cells()}(-0.00486468554028233,1.0), Dual{Cells()}(-0.004864685542234184,1.0), Dual{Cells()}(-0.005024942707868583,1.0), Dual{Cells()}(-0.0050249427043173684,1.0), Dual{Cells()}(-0.005024942707325352,1.0), Dual{Cells()}(-0.005079352459528065,1.0), Dual{Cells()}(-0.005079352452802872,1.0), Dual{Cells()}(-0.005079352449447806,1.0), Dual{Cells()}(-0.005106662672686547,1.0), Dual{Cells()}(-0.005106662668993456,1.0), Dual{Cells()}(-0.005106662671881776,1.0), Dual{Cells()}(-0.005024362205978452,1.0), Dual{Cells()}(-0.005024362202349823,1.0), Dual{Cells()}(-0.005024362205289573,1.0), Dual{Cells()}(-0.004891684660120641,1.0), Dual{Cells()}(-0.0048916846565542965,1.0), Dual{Cells()}(-0.004891684659545657,1.0), Dual{Cells()}(-0.005036525186416436,1.0), Dual{Cells()}(-0.005036525182934644,1.0), Dual{Cells()}(-0.005036525186078571,1.0), Dual{Cells()}(-0.005080618623236531,1.0), Dual{Cells()}(-0.0050806186165134725,1.0), Dual{Cells()}(-0.0050806186131593005,1.0)], Conductivity = [3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7], ECTransmissibilities = [5.7916911251573086e-5, 5.783158194016201e-5, 5.7746503550845395e-5, 5.074407908120896e-5, 5.067855605281044e-5, 5.0613201946259734e-5, 4.515158682311651e-5, 4.509969846702655e-5, 4.504792919414232e-5, 4.066911298838781e-5, 4.0627008277577865e-5, 4.058499063458028e-5, 6.608996110153128e-5, 6.597889164724325e-5, 6.586819461735758e-5, 5.6911396233279034e-5, 5.682900036812824e-5, 5.6746842613654816e-5, 4.997044107313933e-5, 4.9906898649910324e-5, 4.98435175554475e-5, 4.4537992926147496e-5, 4.448750402385277e-5, 4.4437129424061476e-5, 4.0170598517145645e-5, 4.0129518906116774e-5, 4.0088523205090756e-5, 6.478404371400946e-5, 6.46773136971017e-5, 6.45709345259448e-5, 5.5940181577078565e-5, 5.586057052599543e-5, 5.578118563123613e-5, 4.9220028980516364e-5, 4.915837873308239e-5, 4.909688266951269e-5, 4.394084716215929e-5, 4.389170186973355e-5, 4.384266635150764e-5, 3.968415427063503e-5, 3.96440627834085e-5, 3.9604052199206446e-5, 6.352870108628243e-5, 6.342606124325344e-5, 6.332375230163951e-5, 5.5001542501463705e-5, 5.4924577501494885e-5, 5.4847827490141e-5, 4.849181275655363e-5, 4.843197144043821e-5, 4.837227757885739e-5, 4.335949711564261e-5, 4.3311642520363844e-5, 4.326389340700314e-5, 3.920934723054291e-5, 3.917020864785775e-5, 3.913114810317664e-5, 6.232105297344016e-5, 6.222227276024077e-5, 6.212380498664028e-5, 5.40938679022936e-5, 5.4019419254406236e-5, 5.394517515041738e-5, 4.7784822352797825e-5, 4.772671153406195e-5, 4.766874182636534e-5, 4.279332441440482e-5, 4.274671034505123e-5, 4.270019768615001e-5, 3.8745764841282304e-5, 3.8707545597551764e-5, 3.866940166045256e-5, 6.115843362729966e-5, 6.106329949552516e-5, 6.096846068895662e-5, 5.32156511437609e-5, 5.314359748496692e-5, 5.30717385908437e-5, 4.7098143414997673e-5, 4.7041689127819105e-5, 4.69853699667862e-5, 4.224174253840432e-5, 4.219632138998516e-5, 4.215099778737376e-5, 3.8293013815673615e-5, 3.8255681903059205e-5, 3.821842269165673e-5, 6.003837220601257e-5, 5.994668606611273e-5, 5.9855279363780016e-5, 5.236548172975521e-5, 5.229570937438353e-5, 5.222612261772543e-5, 4.643091334406313e-5, 4.637604577718805e-5, 4.632130768513233e-5, 4.1704194795503986e-5, 4.165992136732673e-5, 4.161574181414716e-5, 3.78507190233205e-5, 3.781424390241381e-5, 3.7777838996100995e-5, 5.8958575291012846e-5, 5.887015313913168e-5, 5.8781995656033354e-5, 5.154203775933979e-5, 5.1474440101588096e-5, 5.1407019442640725e-5, 4.578231768657639e-5, 4.5728970895729115e-5, 4.567574823908178e-5, 4.118015244968476e-5, 4.113698379548703e-5, 4.1093905527330746e-5, 3.741852245495592e-5, 3.7382874971554115e-5, 3.7347295328222835e-5, 4.236261887430467, 4.243476491710066, 4.927343237797242, 4.934557043178085, 5.618362357588662, 5.6255756395439604, 6.309339663493106, 6.316552584252614, 7.000287522964455, 7.00750018377077, 4.322651477165005, 4.329865960344899, 5.013723504381164, 5.020937232344801, 5.70473649639405, 5.7119497260795775, 6.39570956079916, 6.402922444421669, 7.086654363275919, 7.093866997037578, 4.409039655650416, 4.416254024715218, 5.100102865657803, 5.1073165200981, 5.791110020388007, 5.7983231998247495, 6.482079021676059, 6.489291869545764, 7.17302088276785, 7.1802334902772245, 4.495426504094247, 4.502640765539326, 5.186481366846791, 5.1936949514388075, 5.877482956455144, 5.884696088060909, 6.568448063019429, 6.575660876627223, 7.259387092785832, 7.266599674941625, 4.5818120974370125, 4.589026257304913, 5.272859050138882, 5.280072568213556, 5.963855330124238, 5.971068415883106, 6.654816701383304, 6.662029482345146, 7.345753003892762, 7.352965561556974, 4.668196505260851, 4.675410569126248, 5.359235955003206, 5.3664494098185225, 6.050227165751632, 6.057440207530027, 6.741184952285919, 6.748397701367969, 7.432118627296535, 7.439331161304007, 4.754579792040674, 4.761793765038192, 5.445612118452807, 5.4528255129374354, 6.136598485687786, 6.1438114855101364, 6.827552830267005, 6.834765548668732, 7.518483972140904, 7.525696483202295, 4.840962017686322, 4.848175904651998, 5.531987575138113, 5.5392009121368755, 6.222969311438707, 6.230182270900839, 6.9139203493063555, 6.921133038549527, 7.604849047951236, 7.612061536853398, 5.7916911251573086e-5, 5.783158194016189e-5, 5.7746503550845395e-5, 5.074407908120902e-5, 5.067855605281054e-5, 5.0613201946259626e-5, 4.5151586823116286e-5, 4.509969846702664e-5, 4.504792919414217e-5, 4.0669112988388014e-5, 4.062700827757792e-5, 4.058499063458014e-5, 6.608996110153138e-5, 6.597889164724326e-5, 6.586819461735751e-5, 5.691139623327893e-5, 5.682900036812784e-5, 5.67468426136549e-5, 4.9970441073139314e-5, 4.9906898649910324e-5, 4.984351755544754e-5, 4.453799292614782e-5, 4.448750402385269e-5, 4.443712942406175e-5, 4.017059851714563e-5, 4.0129518906116645e-5, 4.008852320509094e-5, 6.478404371400961e-5, 6.467731369710179e-5, 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3.3729841990737125e-7, 3.376293458809597e-7, 2.1412607547889946e-7, 2.1445700145251764e-7, 2.1478792742609143e-7, 2.4582708669306437e-7, 2.4615801266666095e-7, 2.4648893864025076e-7, 2.7752809790720204e-7, 2.778590238808242e-7, 2.7818994985440807e-7, 3.0922910912136735e-7, 3.095600350949855e-7, 3.0989096106855045e-7, 3.4093012033548485e-7, 3.412610463091448e-7, 3.4159197228272174e-7, 2.1808870188067023e-7, 2.184196278542846e-7, 2.1875055382785937e-7, 2.49789713094834e-7, 2.501206390684282e-7, 2.504515650420172e-7, 2.814907243089703e-7, 2.818216502826012e-7, 2.821525762561733e-7, 3.1319173552314e-7, 3.135226614967534e-7, 3.138535874703157e-7, 3.4489274673726544e-7, 3.45223672710914e-7, 3.455545986844982e-7, 2.2205132828244245e-7, 2.2238225425604886e-7, 2.227131802296343e-7, 2.537523394966029e-7, 2.540832654702086e-7, 2.544141914437797e-7, 2.8545335071075676e-7, 2.8578427668437034e-7, 2.8611520265793325e-7, 3.171543619248962e-7, 3.1748528789853543e-7, 3.1781621387208103e-7, 3.4885537313907626e-7, 3.4918629911268353e-7, 3.4951722508623104e-7]), primary_variables = (Phi = ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(-0.005193458125413677,1.0), Dual{Cells()}(-0.005193458121499348,1.0), Dual{Cells()}(-0.005193458124048958,1.0), Dual{Cells()}(-0.005184559656279446,1.0), Dual{Cells()}(-0.005184559652573228,1.0), Dual{Cells()}(-0.005184559655447321,1.0), Dual{Cells()}(-0.0051597498943261886,1.0), Dual{Cells()}(-0.005159749890670282,1.0), Dual{Cells()}(-0.005159749893583523,1.0), Dual{Cells()}(-0.00513901689915927,1.0), Dual{Cells()}(-0.00513901689554205,1.0), Dual{Cells()}(-0.005139016898486223,1.0), Dual{Cells()}(-0.005141385721214436,1.0), Dual{Cells()}(-0.005141385714665847,1.0), Dual{Cells()}(-0.00514138571170304,1.0), Dual{Cells()}(-0.005193240777516034,1.0), Dual{Cells()}(-0.005193240773722245,1.0), Dual{Cells()}(-0.005193240776500036,1.0), Dual{Cells()}(-0.005182234080992044,1.0), Dual{Cells()}(-0.005182234077293386,1.0), Dual{Cells()}(-0.005182234080173412,1.0), Dual{Cells()}(-0.005156078307050504,1.0), Dual{Cells()}(-0.0051560783033992785,1.0), Dual{Cells()}(-0.00515607830631606,1.0), Dual{Cells()}(-0.005138835006846223,1.0), Dual{Cells()}(-0.005138835003236452,1.0), Dual{Cells()}(-0.00513883500618732,1.0), Dual{Cells()}(-0.005141507059174335,1.0), Dual{Cells()}(-0.005141507052424889,1.0), Dual{Cells()}(-0.0051415070490557005,1.0), Dual{Cells()}(-0.005192786807612064,1.0), Dual{Cells()}(-0.005192786803849005,1.0), Dual{Cells()}(-0.005192786806675246,1.0), Dual{Cells()}(-0.005179644251310926,1.0), Dual{Cells()}(-0.005179644247619451,1.0), Dual{Cells()}(-0.0051796442505051095,1.0), Dual{Cells()}(-0.005152476891304947,1.0), Dual{Cells()}(-0.005152476887658032,1.0), Dual{Cells()}(-0.005152476890578031,1.0), Dual{Cells()}(-0.005139028422656661,1.0), Dual{Cells()}(-0.005139028419053871,1.0), Dual{Cells()}(-0.005139028422011003,1.0), Dual{Cells()}(-0.005141737802486299,1.0), Dual{Cells()}(-0.005141737795737517,1.0), Dual{Cells()}(-0.005141737792364607,1.0), Dual{Cells()}(-0.005192083694796962,1.0), Dual{Cells()}(-0.005192083691046543,1.0), Dual{Cells()}(-0.005192083693885675,1.0), Dual{Cells()}(-0.005176803107399728,1.0), Dual{Cells()}(-0.005176803103715069,1.0), Dual{Cells()}(-0.005176803106606063,1.0), Dual{Cells()}(-0.005149043382689531,1.0), Dual{Cells()}(-0.0051490433790465405,1.0), Dual{Cells()}(-0.005149043381969422,1.0), Dual{Cells()}(-0.00513947033997778,1.0), Dual{Cells()}(-0.00513947033638154,1.0), Dual{Cells()}(-0.005139470339344541,1.0), Dual{Cells()}(-0.005142023205043491,1.0), Dual{Cells()}(-0.005142023198297948,1.0), Dual{Cells()}(-0.005142023194926709,1.0), Dual{Cells()}(-0.005191121546369568,1.0), Dual{Cells()}(-0.005191121542629046,1.0), Dual{Cells()}(-0.005191121545476192,1.0), Dual{Cells()}(-0.005173729451195175,1.0), Dual{Cells()}(-0.005173729447516973,1.0), Dual{Cells()}(-0.005173729450413008,1.0), Dual{Cells()}(-0.00514589527363772,1.0), Dual{Cells()}(-0.005145895269998254,1.0), Dual{Cells()}(-0.005145895272923666,1.0), Dual{Cells()}(-0.0051400400601515,1.0), Dual{Cells()}(-0.005140040056561425,1.0), Dual{Cells()}(-0.005140040059529944,1.0), Dual{Cells()}(-0.005142315298516883,1.0), Dual{Cells()}(-0.005142315291774506,1.0), Dual{Cells()}(-0.005142315288405025,1.0), Dual{Cells()}(-0.005189892437301599,1.0), Dual{Cells()}(-0.005189892433570308,1.0), Dual{Cells()}(-0.0051898924364247095,1.0), Dual{Cells()}(-0.005170448919809476,1.0), Dual{Cells()}(-0.005170448916137378,1.0), Dual{Cells()}(-0.00517044891903816,1.0), Dual{Cells()}(-0.005143173069071738,1.0), Dual{Cells()}(-0.005143173065435372,1.0), Dual{Cells()}(-0.00514317306836294,1.0), Dual{Cells()}(-0.005140623026449901,1.0), Dual{Cells()}(-0.00514062302286576,1.0), Dual{Cells()}(-0.005140623025839723,1.0), Dual{Cells()}(-0.0051425737337082635,1.0), Dual{Cells()}(-0.005142573726968874,1.0), Dual{Cells()}(-0.005142573723601014,1.0), Dual{Cells()}(-0.005188390644106364,1.0), Dual{Cells()}(-0.005188390640383847,1.0), Dual{Cells()}(-0.005188390643245137,1.0), Dual{Cells()}(-0.005166995111294636,1.0), Dual{Cells()}(-0.005166995107628288,1.0), Dual{Cells()}(-0.005166995110533522,1.0), Dual{Cells()}(-0.005141044096512953,1.0), Dual{Cells()}(-0.005141044092879238,1.0), Dual{Cells()}(-0.005141044095808564,1.0), Dual{Cells()}(-0.005141110838897949,1.0), Dual{Cells()}(-0.005141110835322355,1.0), Dual{Cells()}(-0.005141110838307325,1.0), Dual{Cells()}(-0.005142766291727979,1.0), Dual{Cells()}(-0.005142766284991398,1.0), Dual{Cells()}(-0.005142766281625017,1.0), Dual{Cells()}(-0.00518661305558947,1.0), Dual{Cells()}(-0.005186613051875306,1.0), Dual{Cells()}(-0.005186613054743155,1.0), Dual{Cells()}(-0.005163410888863089,1.0), Dual{Cells()}(-0.005163410885202141,1.0), Dual{Cells()}(-0.00516341088811153,1.0), Dual{Cells()}(-0.005139706970736545,1.0), Dual{Cells()}(-0.005139706967111359,1.0), Dual{Cells()}(-0.005139706970048366,1.0), Dual{Cells()}(-0.005141400831896777,1.0), Dual{Cells()}(-0.005141400828393406,1.0), Dual{Cells()}(-0.005141400831516869,1.0), Dual{Cells()}(-0.005142869517507916,1.0), Dual{Cells()}(-0.005142869510773895,1.0), Dual{Cells()}(-0.005142869507408816,1.0), Dual{Cells()}(-0.005126356219363029,1.0), Dual{Cells()}(-0.005126356215469796,1.0), Dual{Cells()}(-0.005126356218040186,1.0), Dual{Cells()}(-0.005100460623923717,1.0), Dual{Cells()}(-0.00510046062023924,1.0), Dual{Cells()}(-0.005100460623134376,1.0), Dual{Cells()}(-0.0050077410973783576,1.0), Dual{Cells()}(-0.00500774109375735,1.0), Dual{Cells()}(-0.005007741096703231,1.0), Dual{Cells()}(-0.004916583517404977,1.0), Dual{Cells()}(-0.004916583513839648,1.0), Dual{Cells()}(-0.004916583516831831,1.0), Dual{Cells()}(-0.005046305367950343,1.0), Dual{Cells()}(-0.005046305361421346,1.0), Dual{Cells()}(-0.00504630535847765,1.0), Dual{Cells()}(-0.005125742975834473,1.0), Dual{Cells()}(-0.005125742972061283,1.0), Dual{Cells()}(-0.005125742974859341,1.0), Dual{Cells()}(-0.005093243348196151,1.0), Dual{Cells()}(-0.005093243344520085,1.0), Dual{Cells()}(-0.005093243347421894,1.0), Dual{Cells()}(-0.004989337320336324,1.0), Dual{Cells()}(-0.004989337316722927,1.0), Dual{Cells()}(-0.004989337319674936,1.0), Dual{Cells()}(-0.004939445811916285,1.0), Dual{Cells()}(-0.004939445808352246,1.0), Dual{Cells()}(-0.0049394458113455105,1.0), Dual{Cells()}(-0.005054820274683027,1.0), Dual{Cells()}(-0.005054820267951036,1.0), Dual{Cells()}(-0.005054820264598925,1.0), Dual{Cells()}(-0.005124470628241866,1.0), Dual{Cells()}(-0.00512447062449908,1.0), Dual{Cells()}(-0.005124470627345243,1.0), Dual{Cells()}(-0.005084943282957306,1.0), Dual{Cells()}(-0.005084943279289468,1.0), Dual{Cells()}(-0.005084943282197825,1.0), Dual{Cells()}(-0.004969002268068928,1.0), Dual{Cells()}(-0.004969002264463158,1.0), Dual{Cells()}(-0.004969002267421315,1.0), Dual{Cells()}(-0.0049603282036703375,1.0), Dual{Cells()}(-0.004960328200107836,1.0), Dual{Cells()}(-0.004960328203102412,1.0), Dual{Cells()}(-0.005062124330355728,1.0), Dual{Cells()}(-0.005062124323622609,1.0), Dual{Cells()}(-0.005062124320265075,1.0), Dual{Cells()}(-0.005122496640763429,1.0), Dual{Cells()}(-0.005122496637033116,1.0), Dual{Cells()}(-0.0051224966398919795,1.0), Dual{Cells()}(-0.005075486819925753,1.0), Dual{Cells()}(-0.005075486816265984,1.0), Dual{Cells()}(-0.005075486819180777,1.0), Dual{Cells()}(-0.004946569340257225,1.0), Dual{Cells()}(-0.004946569336659131,1.0), Dual{Cells()}(-0.004946569339623481,1.0), Dual{Cells()}(-0.00497928025656897,1.0), Dual{Cells()}(-0.004979280253008223,1.0), Dual{Cells()}(-0.004979280256004311,1.0), Dual{Cells()}(-0.005068229760305667,1.0), Dual{Cells()}(-0.005068229753574304,1.0), Dual{Cells()}(-0.005068229750217036,1.0), Dual{Cells()}(-0.005119777100676721,1.0), Dual{Cells()}(-0.005119777096956301,1.0), Dual{Cells()}(-0.0051197770998231374,1.0), Dual{Cells()}(-0.005064793462380282,1.0), Dual{Cells()}(-0.005064793458728445,1.0), Dual{Cells()}(-0.0050647934616495785,1.0), Dual{Cells()}(-0.004921851158352606,1.0), Dual{Cells()}(-0.004921851154762272,1.0), Dual{Cells()}(-0.004921851157732888,1.0), Dual{Cells()}(-0.0049963443955288265,1.0), Dual{Cells()}(-0.004996344391970031,1.0), Dual{Cells()}(-0.004996344394967813,1.0), Dual{Cells()}(-0.005073140516737915,1.0), Dual{Cells()}(-0.005073140510008523,1.0), Dual{Cells()}(-0.005073140506651877,1.0), Dual{Cells()}(-0.005116265403456475,1.0), Dual{Cells()}(-0.005116265399745443,1.0), Dual{Cells()}(-0.0051162654026196425,1.0), Dual{Cells()}(-0.005052774852279042,1.0), Dual{Cells()}(-0.005052774848635023,1.0), Dual{Cells()}(-0.005052774851562418,1.0), Dual{Cells()}(-0.004894636310846506,1.0), Dual{Cells()}(-0.004894636307264048,1.0), Dual{Cells()}(-0.004894636310241028,1.0), Dual{Cells()}(-0.0050115558717079775,1.0), Dual{Cells()}(-0.00501155586815143,1.0), Dual{Cells()}(-0.005011555871151315,1.0), Dual{Cells()}(-0.005076852373914752,1.0), Dual{Cells()}(-0.005076852367187421,1.0), Dual{Cells()}(-0.005076852363831516,1.0), Dual{Cells()}(-0.005111911742636517,1.0), Dual{Cells()}(-0.005111911738934581,1.0), Dual{Cells()}(-0.0051119117418159275,1.0), Dual{Cells()}(-0.00503933364505245,1.0), Dual{Cells()}(-0.005039333641416159,1.0), Dual{Cells()}(-0.005039333644349753,1.0), Dual{Cells()}(-0.0048646855449154865,1.0), Dual{Cells()}(-0.00486468554028233,1.0), Dual{Cells()}(-0.004864685542234184,1.0), Dual{Cells()}(-0.005024942707868583,1.0), Dual{Cells()}(-0.0050249427043173684,1.0), Dual{Cells()}(-0.005024942707325352,1.0), Dual{Cells()}(-0.005079352459528065,1.0), Dual{Cells()}(-0.005079352452802872,1.0), Dual{Cells()}(-0.005079352449447806,1.0), Dual{Cells()}(-0.005106662672686547,1.0), Dual{Cells()}(-0.005106662668993456,1.0), Dual{Cells()}(-0.005106662671881776,1.0), Dual{Cells()}(-0.005024362205978452,1.0), Dual{Cells()}(-0.005024362202349823,1.0), Dual{Cells()}(-0.005024362205289573,1.0), Dual{Cells()}(-0.004891684660120641,1.0), Dual{Cells()}(-0.0048916846565542965,1.0), Dual{Cells()}(-0.004891684659545657,1.0), Dual{Cells()}(-0.005036525186416436,1.0), Dual{Cells()}(-0.005036525182934644,1.0), Dual{Cells()}(-0.005036525186078571,1.0), Dual{Cells()}(-0.005080618623236531,1.0), Dual{Cells()}(-0.0050806186165134725,1.0), Dual{Cells()}(-0.0050806186131593005,1.0)],), variable_definitions = JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi}, secondary_variables::@NamedTuple{Charge::Charge}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Conductivity::BattMo.Conductivity, BoundaryPhi::BoundaryPotential{:Phi}}, extra_variable_fields::Vector{Symbol}}}((primary_variables = (Phi = Phi(),), secondary_variables = (Charge = Charge(),), parameters = (ECTransmissibilities = BattMo.ECTransmissibilities(), Volume = BattMo.Volume(), Conductivity = BattMo.Conductivity(), BoundaryPhi = BoundaryPotential{:Phi}()), extra_variable_fields = Symbol[])), equations = (charge_conservation = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(-0.0015614818931446335,1.5038965009551015e8) Dual{Cells()}(-0.0015614818931446335,-1.5038729700378156e8) Dual{Cells()}(-0.0015614818931446335,-2346.193619104361) Dual{Cells()}(-0.0015614818931446335,-6.898109493186884) Dual{Cells()}(-1.6176467272904088e-10,-1.5038729700378156e8) Dual{Cells()}(-1.6176467272904088e-10,3.0103306161999977e8) Dual{Cells()}(-1.6176467272904088e-10,-1.5064341545570734e8) Dual{Cells()}(-1.6176467272904088e-10,-2342.250653477135) Dual{Cells()}(-1.6176467272904088e-10,-6.909857365250303) Dual{Cells()}(-0.0013567632855651871,-1.5064341545570734e8) Dual{Cells()}(-0.0013567632855651871,1.5064576069822147e8) Dual{Cells()}(-0.0013567632855651871,-2338.320908916194) Dual{Cells()}(-0.0013567632855651871,-6.921605237312238) Dual{Cells()}(-0.0017996566061701655,1.749247693702132e8) Dual{Cells()}(-0.0017996566061701655,-1.7492068494180208e8) Dual{Cells()}(-0.0017996566061701655,-2020.3545662814063) Dual{Cells()}(-0.0017996566061701655,-2056.0503494308446) Dual{Cells()}(-0.0017996566061701655,-8.02349539128945) Dual{Cells()}(2.0054696586117166e-10,-1.7492068494180208e8) Dual{Cells()}(2.0054696586117166e-10,3.5010153846053934e8) Dual{Cells()}(2.0054696586117166e-10,-1.75176775032822e8) Dual{Cells()}(2.0054696586117166e-10,-2017.4295130685528) Dual{Cells()}(2.0054696586117166e-10,-2053.0211588757516) Dual{Cells()}(2.0054696586117166e-10,-8.035243263352761) Dual{Cells()}(-0.0016556494788875684,-1.75176775032822e8) Dual{Cells()}(-0.0016556494788875684,1.75180847593602e8) Dual{Cells()}(-0.0016556494788875684,-2014.5129127847458) Dual{Cells()}(-0.0016556494788875684,-2050.0008760550113) Dual{Cells()}(-0.0016556494788875684,-8.046991135414796) Dual{Cells()}(-0.002038132660052105,1.994554482087443e8) Dual{Cells()}(-0.002038132660052105,-1.994518636943975e8) Dual{Cells()}(-0.002038132660052105,-1773.9506580964462) Dual{Cells()}(-0.002038132660052105,-1801.4148073829183) Dual{Cells()}(-0.002038132660052105,-9.148881289392264) Dual{Cells()}(7.793356671809137e-12,-1.994518636943975e8) Dual{Cells()}(7.793356671809137e-12,3.991633788424792e8) Dual{Cells()}(7.793356671809137e-12,-1.997079352038106e8) Dual{Cells()}(7.793356671809137e-12,-1771.6949020718164) Dual{Cells()}(7.793356671809137e-12,-1799.0887398747707) Dual{Cells()}(7.793356671809137e-12,-9.160629161455374) Dual{Cells()}(-0.0018947903094798583,-1.997079352038106e8) Dual{Cells()}(-0.0018947903094798583,1.9971151058972993e8) Dual{Cells()}(-0.0018947903094798583,-1769.4448732183862) Dual{Cells()}(-0.0018947903094798583,-1796.7686690922203) Dual{Cells()}(-0.0018947903094798583,-9.172377033516826) Dual{Cells()}(-0.0022770174799115086,2.239847523083536e8) Dual{Cells()}(-0.0022770174799115086,-2.239815580540053e8) Dual{Cells()}(-0.0022770174799115086,-1581.098748878236) Dual{Cells()}(-0.0022770174799115086,-1602.881332220636) Dual{Cells()}(-0.0022770174799115086,-10.274267187494873) Dual{Cells()}(-2.0507800015459599e-10,-2.239815580540053e8) Dual{Cells()}(-2.0507800015459599e-10,4.482223654266766e8) Dual{Cells()}(-2.0507800015459599e-10,-2.242376167409678e8) Dual{Cells()}(-2.0507800015459599e-10,-1579.3063928467734) Dual{Cells()}(-2.0507800015459599e-10,-1601.0392955794423) Dual{Cells()}(-2.0507800015459599e-10,-10.286015059557736) Dual{Cells()}(-0.0021341354230427945,-2.242376167409678e8) Dual{Cells()}(-0.0021341354230427945,2.242408037583117e8) Dual{Cells()}(-0.0021341354230427945,-1577.5180945541824) Dual{Cells()}(-0.0021341354230427945,-1599.2014863920524) Dual{Cells()}(-0.0021341354230427945,-10.29776293161945) Dual{Cells()}(-0.00251642337652664,2.4851308827464974e8) Dual{Cells()}(-0.00251642337652664,-2.485102070652382e8) Dual{Cells()}(-0.00251642337652664,-1426.0562473586701) Dual{Cells()}(-0.00251642337652664,-1443.7535110877673) Dual{Cells()}(-0.00251642337652664,-11.399653085596945) Dual{Cells()}(1.5535745107909948e-10,-2.485102070652382e8) Dual{Cells()}(1.5535745107909948e-10,4.972793418572166e8) Dual{Cells()}(1.5535745107909948e-10,-2.487662565238624e8) Dual{Cells()}(1.5535745107909948e-10,-1424.5979211671454) Dual{Cells()}(1.5535745107909948e-10,-1442.258793854014) Dual{Cells()}(1.5535745107909948e-10,-11.411400957660605) Dual{Cells()}(-0.00015460611512982912,-2.487662565238624e8) Dual{Cells()}(-0.00015460611512982912,2.4876913185675254e8) Dual{Cells()}(-0.00015460611512982912,-1423.1425737807217) Dual{Cells()}(-0.00015460611512982912,-1440.7671675275997) Dual{Cells()}(-0.00015460611512982912,-11.423148829722294) Dual{Cells()}(-0.0015913899179860543,-2346.193619104361) Dual{Cells()}(-0.0015913899179860543,1.5345878050531134e8) Dual{Cells()}(-0.0015913899179860543,-1.5345412743935767e8) Dual{Cells()}(-0.0015913899179860543,-2299.833551847336) Dual{Cells()}(-0.0015913899179860543,-7.0387827304497215) Dual{Cells()}(8.380265313070664e-11,-2342.250653477135) Dual{Cells()}(8.380265313070664e-11,-1.5345412743935767e8) Dual{Cells()}(8.380265313070664e-11,3.071690143774219e8) Dual{Cells()}(8.380265313070664e-11,-1.5371024159224394e8) Dual{Cells()}(8.380265313070664e-11,-2296.0446362471107) Dual{Cells()}(8.380265313070664e-11,-7.050530602513041) Dual{Cells()}(-0.001436055464018244,-2338.320908916194) Dual{Cells()}(-0.001436055464018244,-1.5371024159224394e8) Dual{Cells()}(-0.001436055464018244,1.53714879243607e8) Dual{Cells()}(-0.001436055464018244,-2292.2681756710404) Dual{Cells()}(-0.001436055464018244,-7.062278474575014) Dual{Cells()}(-0.0018294441306628139,-2020.3545662814063) Dual{Cells()}(-0.0018294441306628139,1.779911988007122e8) Dual{Cells()}(-0.0018294441306628139,-1.7798718440553132e8) Dual{Cells()}(-0.0018294441306628139,-1985.8764459862887) Dual{Cells()}(-0.0018294441306628139,-8.164168628552233) Dual{Cells()}(-4.691617949172111e-11,-2017.4295130685528) Dual{Cells()}(-4.691617949172111e-11,-1.7798718440553132e8) Dual{Cells()}(-4.691617949172111e-11,3.56234464809455e8) Dual{Cells()}(-4.691617949172111e-11,-1.7824327174824044e8) Dual{Cells()}(-4.691617949172111e-11,-1983.0502536728377) Dual{Cells()}(-4.691617949172111e-11,-8.175916500615426) Dual{Cells()}(-0.0016855339206713533,-2014.5129127847458) Dual{Cells()}(-0.0016855339206713533,-1.7824327174824044e8) Dual{Cells()}(-0.0016855339206713533,1.782472746809075e8) Dual{Cells()}(-0.0016855339206713533,-1980.2320899088827) Dual{Cells()}(-0.0016855339206713533,-8.18766437267774) Dual{Cells()}(-0.002067967623236235,-1773.9506580964462) Dual{Cells()}(-0.002067967623236235,2.0252167617323023e8) Dual{Cells()}(-0.002067967623236235,-2.025181456219888e8) Dual{Cells()}(-0.002067967623236235,-1747.311028808331) Dual{Cells()}(-0.002067967623236235,-9.289554526655081) Dual{Cells()}(7.451289672083528e-11,-1771.6949020718164) Dual{Cells()}(7.451289672083528e-11,-2.025181456219888e8) Dual{Cells()}(7.451289672083528e-11,4.052958870164632e8) Dual{Cells()}(7.451289672083528e-11,-2.0277421527582496e8) Dual{Cells()}(7.451289672083528e-11,-1745.1224450244251) Dual{Cells()}(7.451289672083528e-11,-9.301302398717578) Dual{Cells()}(-0.0019246931339273955,-1769.4448732183862) Dual{Cells()}(-0.0019246931339273955,-2.0277421527582496e8) Dual{Cells()}(-0.0019246931339273955,2.0277773697308323e8) Dual{Cells()}(-0.0019246931339273955,-1742.9393347677003) Dual{Cells()}(-0.0019246931339273955,-9.313050270780126) Dual{Cells()}(-0.0023069175850824507,-1581.098748878236) Dual{Cells()}(-0.0023069175850824507,2.2705084082213372e8) Dual{Cells()}(-0.0023069175850824507,-2.2704768940837017e8) Dual{Cells()}(-0.0023069175850824507,-1559.9000742566545) Dual{Cells()}(-0.0023069175850824507,-10.414940424757543) Dual{Cells()}(-3.7797442693082717e-11,-1579.3063928467734) Dual{Cells()}(-3.7797442693082717e-11,-2.2704768940837017e8) Dual{Cells()}(-3.7797442693082717e-11,4.54354584073837e8) Dual{Cells()}(-3.7797442693082717e-11,-2.2730374677696928e8) Dual{Cells()}(-3.7797442693082717e-11,-1558.1554163755407) Dual{Cells()}(-3.7797442693082717e-11,-10.426688296820268) Dual{Cells()}(-0.00216408108601076,-1577.5180945541824) Dual{Cells()}(-0.00216408108601076,-2.2730374677696928e8) Dual{Cells()}(-0.00216408108601076,2.273068911481555e8) Dual{Cells()}(-0.00216408108601076,-1556.4146554785211) Dual{Cells()}(-0.00216408108601076,-10.438436168882744) Dual{Cells()}(-0.002546360331542299,-1426.0562473586701) Dual{Cells()}(-0.002546360331542299,2.5157907628034535e8) Dual{Cells()}(-0.002546360331542299,-2.5157622989629507e8) Dual{Cells()}(-0.002546360331542299,-1408.787476607544) Dual{Cells()}(-0.002546360331542299,-11.540326322859505) Dual{Cells()}(-1.6159713454519387e-10,-1424.5979211671454) Dual{Cells()}(-1.6159713454519387e-10,-2.5157622989629507e8) Dual{Cells()}(-1.6159713454519387e-10,5.034113518053533e8) Dual{Cells()}(-1.6159713454519387e-10,-2.51832278394834e8) Dual{Cells()}(-1.6159713454519387e-10,-1407.3642288110018) Dual{Cells()}(-1.6159713454519387e-10,-11.552074194923485) Dual{Cells()}(-2.228322923121572e-6,-1423.1425737807217) Dual{Cells()}(-2.228322923121572e-6,-2.51832278394834e8) Dual{Cells()}(-2.228322923121572e-6,2.5183511904508293e8) Dual{Cells()}(-2.228322923121572e-6,-1405.943853071829) Dual{Cells()}(-2.228322923121572e-6,-11.56382206698479) Dual{Cells()}(-0.0016211235652740072,-2299.833551847336) Dual{Cells()}(-0.0016211235652740072,1.5652547005748612e8) Dual{Cells()}(-0.0016211235652740072,-1.5652090777558973e8) Dual{Cells()}(-0.0016211235652740072,-2255.2688885630264) Dual{Cells()}(-0.0016211235652740072,-7.179455967712629) Dual{Cells()}(-9.60110799457653e-12,-2296.0446362471107) Dual{Cells()}(-9.60110799457653e-12,-1.5652090777558973e8) Dual{Cells()}(-9.60110799457653e-12,3.133024805139942e8) Dual{Cells()}(-9.60110799457653e-12,-1.5677701787739024e8) Dual{Cells()}(-9.60110799457653e-12,-2251.6251741354968) Dual{Cells()}(-9.60110799457653e-12,-7.191203839775829) Dual{Cells()}(-0.001475139965509842,-2292.2681756710404) Dual{Cells()}(-0.001475139965509842,-1.5677701787739024e8) Dual{Cells()}(-0.001475139965509842,1.567815653417243e8) Dual{Cells()}(-0.001475139965509842,-2247.9932067082027) Dual{Cells()}(-0.001475139965509842,-7.20295171183779) Dual{Cells()}(-0.001859238911084245,-1985.8764459862887) Dual{Cells()}(-0.001859238911084245,1.8105759846689868e8) Dual{Cells()}(-0.001859238911084245,-1.81053651730852e8) Dual{Cells()}(-0.001859238911084245,-1952.5547588019615) Dual{Cells()}(-0.001859238911084245,-8.304841865815362) Dual{Cells()}(4.235815918938318e-11,-1983.0502536728377) Dual{Cells()}(4.235815918938318e-11,-1.81053651730852e8) Dual{Cells()}(4.235815918938318e-11,3.623673293836792e8) Dual{Cells()}(4.235815918938318e-11,-1.8130973646348253e8) Dual{Cells()}(4.235815918938318e-11,-1949.8225013030683) Dual{Cells()}(4.235815918938318e-11,-8.316589737878443) Dual{Cells()}(-0.001715421093548643,-1980.2320899088827) Dual{Cells()}(-0.001715421093548643,-1.8130973646348253e8) Dual{Cells()}(-0.001715421093548643,1.8131367212178594e8) Dual{Cells()}(-0.001715421093548643,-1947.097875900005) Dual{Cells()}(-0.001715421093548643,-8.328337609939988) Dual{Cells()}(-0.002097808454933166,-1747.311028808331) Dual{Cells()}(-0.002097808454933166,2.0558788392438367e8) Dual{Cells()}(-0.002097808454933166,-2.0558440572377425e8) Dual{Cells()}(-0.002097808454933166,-1721.4593528576538) Dual{Cells()}(-0.002097808454933166,-9.430227763917342) Dual{Cells()}(-1.6486346576111144e-11,-1745.1224450244251) Dual{Cells()}(-1.6486346576111144e-11,-2.0558440572377425e8) Dual{Cells()}(-1.6486346576111144e-11,4.1142835321695966e8) Dual{Cells()}(-1.6486346576111144e-11,-2.0584047359377858e8) Dual{Cells()}(-1.6486346576111144e-11,-1719.3349861355564) Dual{Cells()}(-1.6486346576111144e-11,-9.441975635980645) Dual{Cells()}(-0.0019545986663550333,-1742.9393347677003) Dual{Cells()}(-0.0019545986663550333,-2.0584047359377858e8) Dual{Cells()}(-0.0019545986663550333,2.0584394320269093e8) Dual{Cells()}(-0.0019545986663550333,-1717.2158540494372) Dual{Cells()}(-0.0019545986663550333,-9.453723508043455) Dual{Cells()}(-0.002336824908231595,-1559.9000742566545) Dual{Cells()}(-0.002336824908231595,2.301169149873356e8) Dual{Cells()}(-0.002336824908231595,-2.3011380526950008e8) Dual{Cells()}(-0.002336824908231595,-1539.2621476053127) Dual{Cells()}(-0.002336824908231595,-10.555613662020177) Dual{Cells()}(-7.755278537413535e-11,-1558.1554163755407) Dual{Cells()}(-7.755278537413535e-11,-2.3011380526950008e8) Dual{Cells()}(-7.755278537413535e-11,4.6048677292446214e8) Dual{Cells()}(-7.755278537413535e-11,-2.3036986136887464e8) Dual{Cells()}(-7.755278537413535e-11,-1537.5633094729164) Dual{Cells()}(-7.755278537413535e-11,-10.567361534083606) Dual{Cells()}(-0.0021940316766098575,-1556.4146554785211) Dual{Cells()}(-0.0021940316766098575,-2.3036986136887464e8) Dual{Cells()}(-0.0021940316766098575,2.3037296423085546e8) Dual{Cells()}(-0.0021940316766098575,-1535.8682159486111) Dual{Cells()}(-0.0021940316766098575,-10.579109406144786) Dual{Cells()}(-0.002576297315748589,-1408.787476607544) Dual{Cells()}(-0.002576297315748589,2.5464505373856154e8) Dual{Cells()}(-0.002576297315748589,-2.546422413382587e8) Dual{Cells()}(-0.002576297315748589,-1391.9318266842736) Dual{Cells()}(-0.002576297315748589,-11.680999560122862) Dual{Cells()}(1.5051177112371944e-10,-1407.3642288110018) Dual{Cells()}(1.5051177112371944e-10,-2.546422413382587e8) Dual{Cells()}(1.5051177112371944e-10,5.0954333984248346e8) Dual{Cells()}(1.5051177112371944e-10,-2.548982889048415e8) Dual{Cells()}(1.5051177112371944e-10,-1390.5424069989501) Dual{Cells()}(1.5051177112371944e-10,-11.692747432185884) Dual{Cells()}(-2.993039914425243e-8,-1405.943853071829) Dual{Cells()}(-2.993039914425243e-8,-2.548982889048415e8) Dual{Cells()}(-2.993039914425243e-8,2.5490109570894757e8) Dual{Cells()}(-2.993039914425243e-8,-1389.1557576627706) Dual{Cells()}(-2.993039914425243e-8,-11.704495304248093) Dual{Cells()}(-0.0016508529897831976,-2255.2688885630264) Dual{Cells()}(-0.0016508529897831976,1.5959211588174415e8) Dual{Cells()}(-0.0016508529897831976,-1.595876408953458e8) Dual{Cells()}(-0.0016508529897831976,-2212.3973805571254) Dual{Cells()}(-0.0016508529897831976,-7.320129204975577) Dual{Cells()}(9.573273369780505e-11,-2251.6251741354968) Dual{Cells()}(9.573273369780505e-11,-1.595876408953458e8) Dual{Cells()}(9.573273369780505e-11,3.194358559197261e8) Dual{Cells()}(9.573273369780505e-11,-1.5984374717664608e8) Dual{Cells()}(9.573273369780505e-11,-2208.8906829885477) Dual{Cells()}(9.573273369780505e-11,-7.3318770770385475) Dual{Cells()}(-0.0015061632678343294,-2247.9932067082027) Dual{Cells()}(-0.0015061632678343294,-1.5984374717664608e8) Dual{Cells()}(-0.0015061632678343294,1.5984820790855476e8) Dual{Cells()}(-0.0015061632678343294,-2205.3950770257297) Dual{Cells()}(-0.0015061632678343294,-7.343624949100702) Dual{Cells()}(-0.0018890401385848025,-1952.5547588019615) Dual{Cells()}(-0.0018890401385848025,1.8412396985564554e8) Dual{Cells()}(-0.0018890401385848025,-1.841200885230611e8) Dual{Cells()}(-0.0018890401385848025,-1920.3323105314225) Dual{Cells()}(-0.0018890401385848025,-8.445515103078202) Dual{Cells()}(-7.312226562097845e-12,-1949.8225013030683) Dual{Cells()}(-7.312226562097845e-12,-1.841200885230611e8) Dual{Cells()}(-7.312226562097845e-12,3.685001352682866e8) Dual{Cells()}(-7.312226562097845e-12,-1.8437617077607766e8) Dual{Cells()}(-7.312226562097845e-12,-1917.6893835314213) Dual{Cells()}(-7.312226562097845e-12,-8.45726297514136) Dual{Cells()}(-0.0017453105852173107,-1947.097875900005) Dual{Cells()}(-0.0017453105852173107,-1.8437617077607766e8) Dual{Cells()}(-0.0017453105852173107,1.8438004139668226e8) Dual{Cells()}(-0.0017453105852173107,-1915.0537178398174) Dual{Cells()}(-0.0017453105852173107,-8.46901084720268) Dual{Cells()}(-0.002127655826142864,-1721.4593528576538) Dual{Cells()}(-0.002127655826142864,2.0865407234560496e8) Dual{Cells()}(-0.002127655826142864,-2.0865064495415756e8) Dual{Cells()}(-0.002127655826142864,-1696.3611935243232) Dual{Cells()}(-0.002127655826142864,-9.570901001180511) Dual{Cells()}(1.9689416980508967e-11,-1719.3349861355564) Dual{Cells()}(1.9689416980508967e-11,-2.0865064495415756e8) Dual{Cells()}(1.9689416980508967e-11,4.1756077929621434e8) Dual{Cells()}(1.9689416980508967e-11,-2.089067111261623e8) Dual{Cells()}(1.9689416980508967e-11,-1694.2982594591992) Dual{Cells()}(1.9689416980508967e-11,-9.582648873243967) Dual{Cells()}(-0.00198450755349941,-1717.2158540494372) Dual{Cells()}(-0.00198450755349941,-2.089067111261623e8) Dual{Cells()}(-0.00198450755349941,2.0891013017674792e8) Dual{Cells()}(-0.00198450755349941,-1692.2403348359696) Dual{Cells()}(-0.00198450755349941,-9.594396745305469) Dual{Cells()}(-0.0023667386962279422,-1539.2621476053127) Dual{Cells()}(-0.0023667386962279422,2.3318297535864094e8) Dual{Cells()}(-0.0023667386962279422,-2.3317990623718974e8) Dual{Cells()}(-0.0023667386962279422,-1519.1630167113713) Dual{Cells()}(-0.0023667386962279422,-10.696286899283105) Dual{Cells()}(9.464873221114167e-11,-1537.5633094729164) Dual{Cells()}(9.464873221114167e-11,-2.3317990623718974e8) Dual{Cells()}(9.464873221114167e-11,4.6661893313701767e8) Dual{Cells()}(9.464873221114167e-11,-2.3343596112026644e8) Dual{Cells()}(9.464873221114167e-11,-1517.5082172493187) Dual{Cells()}(9.464873221114167e-11,-10.708034771346455) Dual{Cells()}(-0.0022239863935192717,-1535.8682159486111) Dual{Cells()}(-0.0022239863935192717,-2.3343596112026644e8) Dual{Cells()}(-0.0022239863935192717,2.3343902356528288e8) Dual{Cells()}(-0.0022239863935192717,-1515.8570178583257) Dual{Cells()}(-0.0022239863935192717,-10.719782643407624) Dual{Cells()}(-0.002606237588151949,-1391.9318266842736) Dual{Cells()}(-0.002606237588151949,2.5771102102204838e8) Dual{Cells()}(-0.002606237588151949,-2.5770824179389703e8) Dual{Cells()}(-0.002606237588151949,-1375.474651865522) Dual{Cells()}(-0.002606237588151949,-11.821672797386572) Dual{Cells()}(2.405582018305541e-10,-1390.5424069989501) Dual{Cells()}(2.405582018305541e-10,-2.5770824179389703e8) Dual{Cells()}(2.405582018305541e-10,5.1567530674802107e8) Dual{Cells()}(2.405582018305541e-10,-2.5796428846042764e8) Dual{Cells()}(2.405582018305541e-10,-1374.1178687130878) Dual{Cells()}(2.405582018305541e-10,-11.83342066944861) Dual{Cells()}(7.022224510905284e-8,-1389.1557576627706) Dual{Cells()}(7.022224510905284e-8,-2.5796428846042764e8) Dual{Cells()}(7.022224510905284e-8,2.579670622251128e8) Dual{Cells()}(7.022224510905284e-8,-1372.7637589460658) Dual{Cells()}(7.022224510905284e-8,-11.84516854151175) Dual{Cells()}(-0.001680592896407616,-2212.3973805571254) Dual{Cells()}(-0.001680592896407616,1.626587204415907e8) Dual{Cells()}(-0.001680592896407616,-1.6265432945901394e8) Dual{Cells()}(-0.001680592896407616,-2171.1243937691384) Dual{Cells()}(-0.001680592896407616,-7.460802442238195) Dual{Cells()}(-5.344863690092544e-11,-2208.8906829885477) Dual{Cells()}(-5.344863690092544e-11,-1.6265432945901394e8) Dual{Cells()}(-5.344863690092544e-11,3.2556914570370376e8) Dual{Cells()}(-5.344863690092544e-11,-1.629104321343244e8) Dual{Cells()}(-5.344863690092544e-11,-2167.747132091143) Dual{Cells()}(-5.344863690092544e-11,-7.472550314301566) Dual{Cells()}(-0.0015361350304646457,-2205.3950770257297) Dual{Cells()}(-0.0015361350304646457,-1.629104321343244e8) Dual{Cells()}(-0.0015361350304646457,1.6291480939405409e8) Dual{Cells()}(-0.0015361350304646457,-2164.3803544579596) Dual{Cells()}(-0.0015361350304646457,-7.484298186363477) Dual{Cells()}(-0.0019188476004964668,-1920.3323105314225) Dual{Cells()}(-0.0019188476004964668,1.871903143540448e8) Dual{Cells()}(-0.0019188476004964668,-1.8718649627993032e8) Dual{Cells()}(-0.0019188476004964668,-1889.155615603512) Dual{Cells()}(-0.0019188476004964668,-8.586188340341042) Dual{Cells()}(1.5757100366251692e-10,-1917.6893835314213) Dual{Cells()}(1.5757100366251692e-10,-1.8718649627993032e8) Dual{Cells()}(1.5757100366251692e-10,3.74632885336542e8) Dual{Cells()}(1.5757100366251692e-10,-1.8744257617158124e8) Dual{Cells()}(1.5757100366251692e-10,-1886.5977107163253) Dual{Cells()}(1.5757100366251692e-10,-8.597936212403944) Dual{Cells()}(-0.001775202361640281,-1915.0537178398174) Dual{Cells()}(-0.001775202361640281,-1.8744257617158124e8) Dual{Cells()}(-0.001775202361640281,1.8744638388170314e8) Dual{Cells()}(-0.001775202361640281,-1884.0467199749512) Dual{Cells()}(-0.001775202361640281,-8.609684084465806) Dual{Cells()}(-0.002157510156549375,-1696.3611935243232) Dual{Cells()}(-0.002157510156549375,2.1172024227626944e8) Dual{Cells()}(-0.002157510156549375,-2.1171686421941045e8) Dual{Cells()}(-0.002157510156549375,-1671.9840912324173) Dual{Cells()}(-0.002157510156549375,-9.711574238443383) Dual{Cells()}(-2.1897905363998937e-11,-1694.2982594591992) Dual{Cells()}(-2.1897905363998937e-11,-2.1171686421941045e8) Dual{Cells()}(-2.1897905363998937e-11,4.2369316698480636e8) Dual{Cells()}(-2.1897905363998937e-11,-2.119729287638503e8) Dual{Cells()}(-2.1897905363998937e-11,-1669.9799640375782) Dual{Cells()}(-2.1897905363998937e-11,-9.723322110506219) Dual{Cells()}(-0.002014420598548375,-1692.2403348359696) Dual{Cells()}(-0.002014420598548375,-2.119729287638503e8) Dual{Cells()}(-0.002014420598548375,2.1197629871988896e8) Dual{Cells()}(-0.002014420598548375,-1667.98063382091) Dual{Cells()}(-0.002014420598548375,-9.73506998256874) Dual{Cells()}(-0.0023966572214067505,-1519.1630167113713) Dual{Cells()}(-0.0023966572214067505,2.3624902248094428e8) Dual{Cells()}(-0.0023966572214067505,-2.362459928991073e8) Dual{Cells()}(-0.0023966572214067505,-1499.581860113353) Dual{Cells()}(-0.0023966572214067505,-10.836960136545464) Dual{Cells()}(-3.220524628227972e-11,-1517.5082172493187) Dual{Cells()}(-3.220524628227972e-11,-2.362459928991073e8) Dual{Cells()}(-3.220524628227972e-11,4.7275106584869456e8) Dual{Cells()}(-3.220524628227972e-11,-2.3650204662325266e8) Dual{Cells()}(-3.220524628227972e-11,-1497.9694093444732) Dual{Cells()}(-3.220524628227972e-11,-10.848708008609298) Dual{Cells()}(-0.0022539477920262225,-1515.8570178583257) Dual{Cells()}(-0.0022539477920262225,-2.3650204662325266e8) Dual{Cells()}(-0.0022539477920262225,2.3650506970114785e8) Dual{Cells()}(-0.0022539477920262225,-1496.3604214517684) Dual{Cells()}(-0.0022539477920262225,-10.860455880671049) Dual{Cells()}(-0.0026361806146642476,-1375.474651865522) Dual{Cells()}(-0.0026361806146642476,2.6077697847718143e8) Dual{Cells()}(-0.0026361806146642476,-2.6077423163819307e8) Dual{Cells()}(-0.0026361806146642476,-1359.4019904564134) Dual{Cells()}(-0.0026361806146642476,-11.962346034648142) Dual{Cells()}(1.6602657302352414e-10,-1374.1178687130878) Dual{Cells()}(1.6602657302352414e-10,-2.6077423163819307e8) Dual{Cells()}(1.6602657302352414e-10,5.2180725324213576e8) Dual{Cells()}(1.6602657302352414e-10,-2.6103027743527254e8) Dual{Cells()}(1.6602657302352414e-10,-1358.0767075586018) Dual{Cells()}(1.6602657302352414e-10,-11.974093906711678) Dual{Cells()}(7.619353957575431e-8,-1372.7637589460658) Dual{Cells()}(7.619353957575431e-8,-2.6103027743527254e8) Dual{Cells()}(7.619353957575431e-8,2.6103301893887883e8) Dual{Cells()}(7.619353957575431e-8,-1356.754005553814) Dual{Cells()}(7.619353957575431e-8,-11.985841778774068) Dual{Cells()}(-0.00171034393424936,-2171.1243937691384) Dual{Cells()}(-0.00171034393424936,1.6572528602484295e8) Dual{Cells()}(-0.00171034393424936,-1.657209759367602e8) Dual{Cells()}(-0.00171034393424936,-2131.3622133134463) Dual{Cells()}(-0.00171034393424936,-7.601475679500932) Dual{Cells()}(-8.766772106438142e-11,-2167.747132091143) Dual{Cells()}(-8.766772106438142e-11,-1.657209759367602e8) Dual{Cells()}(-8.766772106438142e-11,3.3170235460845304e8) Dual{Cells()}(-8.766772106438142e-11,-1.6597707520398182e8) Dual{Cells()}(-8.766772106438142e-11,-2128.107355347002) Dual{Cells()}(-8.766772106438142e-11,-7.613223551564375) Dual{Cells()}(-0.0015660136610935265,-2164.3803544579596) Dual{Cells()}(-0.0015660136610935265,-1.6597707520398182e8) Dual{Cells()}(-0.0015660136610935265,1.659813720717251e8) Dual{Cells()}(-0.0015660136610935265,-2124.8624174141905) Dual{Cells()}(-0.0015660136610935265,-7.624971423626246) Dual{Cells()}(-0.0019486605643494238,-1889.155615603512) Dual{Cells()}(-0.0019486605643494238,1.9025663325969243e8) Dual{Cells()}(-0.0019486605643494238,-1.9025287640261385e8) Dual{Cells()}(-0.0019486605643494238,-1858.97460140631) Dual{Cells()}(-0.0019486605643494238,-8.726861577603785) Dual{Cells()}(-2.0183211222116193e-11,-1886.5977107163253) Dual{Cells()}(-2.0183211222116193e-11,-1.9025287640261385e8) Dual{Cells()}(-2.0183211222116193e-11,3.8076558228517437e8) Dual{Cells()}(-2.0183211222116193e-11,-1.9050895404855755e8) Dual{Cells()}(-2.0183211222116193e-11,-1856.497682790615) Dual{Cells()}(-2.0183211222116193e-11,-8.738609449666464) Dual{Cells()}(-0.001805096154073762,-1884.0467199749512) Dual{Cells()}(-0.001805096154073762,-1.9050895404855755e8) Dual{Cells()}(-0.001805096154073762,1.9051270087298778e8) Dual{Cells()}(-0.001805096154073762,-1854.0273529292526) Dual{Cells()}(-0.001805096154073762,-8.750357321728904) Dual{Cells()}(-0.0021873726336189055,-1671.9840912324173) Dual{Cells()}(-0.0021873726336189055,2.147863945179454e8) Dual{Cells()}(-0.0021873726336189055,-2.14783064384183e8) Dual{Cells()}(-0.0021873726336189055,-1648.2974237142412) Dual{Cells()}(-0.0021873726336189055,-9.852247475705672) Dual{Cells()}(-1.4083029057157526e-10,-1669.9799640375782) Dual{Cells()}(-1.4083029057157526e-10,-2.14783064384183e8) Dual{Cells()}(-1.4083029057157526e-10,4.2982551794508344e8) Dual{Cells()}(-1.4083029057157526e-10,-2.1503912736731592e8) Dual{Cells()}(-1.4083029057157526e-10,-1646.3496250901756) Dual{Cells()}(-1.4083029057157526e-10,-9.863995347769258) Dual{Cells()}(-0.002044338506483801,-1667.98063382091) Dual{Cells()}(-0.002044338506483801,-2.1503912736731592e8) Dual{Cells()}(-0.002044338506483801,2.1504244963011578e8) Dual{Cells()}(-0.002044338506483801,-1644.4064228221973) Dual{Cells()}(-0.002044338506483801,-9.875743219831486) Dual{Cells()}(-0.0024265799295068897,-1499.581860113353) Dual{Cells()}(-0.0024265799295068897,2.3931505686455885e8) Dual{Cells()}(-0.0024265799295068897,-2.393120658061501e8) Dual{Cells()}(-0.0024265799295068897,-1480.4989152403916) Dual{Cells()}(-0.0024265799295068897,-10.977633373808542) Dual{Cells()}(1.344431263365642e-10,-1497.9694093444732) Dual{Cells()}(1.344431263365642e-10,-2.393120658061501e8) Dual{Cells()}(1.344431263365642e-10,4.7888317209071213e8) Dual{Cells()}(1.344431263365642e-10,-2.395681183985629e8) Dual{Cells()}(1.344431263365642e-10,-1478.9272085400992) Dual{Cells()}(1.344431263365642e-10,-10.989381245871982) Dual{Cells()}(-0.0022840048296430306,-1496.3604214517684) Dual{Cells()}(-0.0022840048296430306,-2.395681183985629e8) Dual{Cells()}(-0.0022840048296430306,2.395711031189479e8) Dual{Cells()}(-0.0022840048296430306,-1477.3588344022241) Dual{Cells()}(-0.0022840048296430306,-11.00112911793354) Dual{Cells()}(-0.0026661258161077327,-1359.4019904564134) Dual{Cells()}(-0.0026661258161077327,2.63842926474562e8) Dual{Cells()}(-0.0026661258161077327,-2.6384021126902694e8) Dual{Cells()}(-0.0026661258161077327,-1343.7005253278778) Dual{Cells()}(-0.0026661258161077327,-12.103019271909714) Dual{Cells()}(-4.5800907445998906e-11,-1358.0767075586018) Dual{Cells()}(-4.5800907445998906e-11,-2.6384021126902694e8) Dual{Cells()}(-4.5800907445998906e-11,5.2793918009245247e8) Dual{Cells()}(-4.5800907445998906e-11,-2.6409625622629228e8) Dual{Cells()}(-4.5800907445998906e-11,-1342.4056585356902) Dual{Cells()}(-4.5800907445998906e-11,-12.11476714397464) Dual{Cells()}(7.724798869730536e-8,-1356.754005553814) Dual{Cells()}(7.724798869730536e-8,-2.6409625622629228e8) Dual{Cells()}(7.724798869730536e-8,2.640989662200972e8) Dual{Cells()}(7.724798869730536e-8,-1341.1132843615853) Dual{Cells()}(7.724798869730536e-8,-12.126515016036622) Dual{Cells()}(-0.0017401055034190365,-2131.3622133134463) Dual{Cells()}(-0.0017401055034190365,1.6879181475122893e8) Dual{Cells()}(-0.0017401055034190365,-1.687875826174439e8) Dual{Cells()}(-0.0017401055034190365,-2093.0294228309563) Dual{Cells()}(-0.0017401055034190365,-7.742148916763792) Dual{Cells()}(7.502471072780986e-11,-2128.107355347002) Dual{Cells()}(7.502471072780986e-11,-1.687875826174439e8) Dual{Cells()}(7.502471072780986e-11,3.3783548702798826e8) Dual{Cells()}(7.502471072780986e-11,-1.690436786588558e8) Dual{Cells()}(7.502471072780986e-11,-2089.8904364391747) Dual{Cells()}(7.502471072780986e-11,-7.753896788827105) Dual{Cells()}(-0.0015958891931649737,-2124.8624174141905) Dual{Cells()}(-0.0015958891931649737,-1.690436786588558e8) Dual{Cells()}(-0.0015958891931649737,1.6904789804776368e8) Dual{Cells()}(-0.0015958891931649737,-2086.7608457891843) Dual{Cells()}(-0.0015958891931649737,-7.765644660889008) Dual{Cells()}(-0.0019784792269620334,-1858.97460140631) Dual{Cells()}(-0.0019784792269620334,1.9332292778955132e8) Dual{Cells()}(-0.0019784792269620334,-1.9331923020507464e8) Dual{Cells()}(-0.0019784792269620334,-1829.742340456563) Dual{Cells()}(-0.0019784792269620334,-8.867534814866607) Dual{Cells()}(-6.651997615930716e-11,-1856.497682790615) Dual{Cells()}(-6.651997615930716e-11,-1.9331923020507464e8) Dual{Cells()}(-6.651997615930716e-11,3.868982286339427e8) Dual{Cells()}(-6.651997615930716e-11,-1.9357530570927897e8) Dual{Cells()}(-6.651997615930716e-11,-1827.3426236063776) Dual{Cells()}(-6.651997615930716e-11,-8.8792826869292) Dual{Cells()}(-0.001834991965152044,-1854.0273529292526) Dual{Cells()}(-0.001834991965152044,-1.9357530570927897e8) Dual{Cells()}(-0.001834991965152044,1.9357899357685265e8) Dual{Cells()}(-0.001834991965152044,-1824.9491902137454) Dual{Cells()}(-0.001834991965152044,-8.891030558991611) Dual{Cells()}(-0.0022172446096961253,-1648.2974237142412) Dual{Cells()}(-0.0022172446096961253,2.178525298045387e8) Dual{Cells()}(-0.0022172446096961253,-2.178492462419164e8) Dual{Cells()}(-0.0022172446096961253,-1625.2722778734617) Dual{Cells()}(-0.0022172446096961253,-9.992920712968445) Dual{Cells()}(-1.3596838628962549e-10,-1646.3496250901756) Dual{Cells()}(-1.3596838628962549e-10,-2.178492462419164e8) Dual{Cells()}(-1.3596838628962549e-10,4.3595783371028674e8) Dual{Cells()}(-1.3596838628962549e-10,-2.1810530773560983e8) Dual{Cells()}(-1.3596838628962549e-10,-1623.3784667983834) Dual{Cells()}(-1.3596838628962549e-10,-10.004668585032341) Dual{Cells()}(-0.0020742625771352713,-1644.4064228221973) Dual{Cells()}(-0.0020742625771352713,-2.1810530773560983e8) Dual{Cells()}(-0.0020742625771352713,2.181085836475116e8) Dual{Cells()}(-0.0020742625771352713,-1621.4890624874035) Dual{Cells()}(-0.0020742625771352713,-10.016416457094152) Dual{Cells()}(-0.002456505201254195,-1480.4989152403916) Dual{Cells()}(-0.002456505201254195,2.423810789871125e8) Dual{Cells()}(-0.002456505201254195,-2.423781254744787e8) Dual{Cells()}(-0.002456505201254195,-1461.895411963809) Dual{Cells()}(-0.002456505201254195,-11.118306611071471) Dual{Cells()}(2.5162952819492157e-10,-1478.9272085400992) Dual{Cells()}(2.5162952819492157e-10,-2.423781254744787e8) Dual{Cells()}(2.5162952819492157e-10,4.850152528724064e8) Dual{Cells()}(2.5162952819492157e-10,-2.4263417697774e8) Dual{Cells()}(2.5162952819492157e-10,-1460.3629247397896) Dual{Cells()}(2.5162952819492157e-10,-11.130054483134746) Dual{Cells()}(-0.0023162004905603203,-1477.3588344022241) Dual{Cells()}(-0.0023162004905603203,-2.4263417697774e8) Dual{Cells()}(-0.0023162004905603203,2.4263712431202295e8) Dual{Cells()}(-0.0023162004905603203,-1458.8336462202415) Dual{Cells()}(-0.0023162004905603203,-11.141802355196207) Dual{Cells()}(-0.002696074114759698,-1343.7005253278778) Dual{Cells()}(-0.002696074114759698,2.669088653127671e8) Dual{Cells()}(-0.002696074114759698,-2.669061810110021e8) Dual{Cells()}(-0.002696074114759698,-1328.357547150935) Dual{Cells()}(-0.002696074114759698,-12.243692509172927) Dual{Cells()}(-4.584676692107048e-11,-1342.4056585356902) Dual{Cells()}(-4.584676692107048e-11,-2.669061810110021e8) Dual{Cells()}(-4.584676692107048e-11,5.3407108791784394e8) Dual{Cells()}(-4.584676692107048e-11,-2.6716222515368146e8) Dual{Cells()}(-4.584676692107048e-11,-1327.0920614901706) Dual{Cells()}(-4.584676692107048e-11,-12.255440381237447) Dual{Cells()}(7.802253663979908e-8,-1341.1132843615853) Dual{Cells()}(7.802253663979908e-8,-2.6716222515368146e8) Dual{Cells()}(7.802253663979908e-8,2.6716490436313823e8) Dual{Cells()}(7.802253663979908e-8,-1325.8289841519104) Dual{Cells()}(7.802253663979908e-8,-12.267188253299686) Dual{Cells()}(-0.0017698765216372916,-2056.0503494308446) Dual{Cells()}(-0.0017698765216372916,-2093.0294228309563) Dual{Cells()}(-0.0017698765216372916,1.7185830859045884e8) Dual{Cells()}(-0.0017698765216372916,-1.7185415162786442e8) Dual{Cells()}(-0.0017698765216372916,-7.882822154026708) Dual{Cells()}(-9.127542374264691e-11,-2053.0211588757516) Dual{Cells()}(-9.127542374264691e-11,-2089.8904364391747) Dual{Cells()}(-9.127542374264691e-11,-1.7185415162786442e8) Dual{Cells()}(-9.127542374264691e-11,3.439685470491757e8) Dual{Cells()}(-9.127542374264691e-11,-1.7211024461514592e8) Dual{Cells()}(-9.127542374264691e-11,-7.894570026089734) Dual{Cells()}(-0.0016257676376154335,-2050.0008760550113) Dual{Cells()}(-0.0016257676376154335,-2086.7608457891843) Dual{Cells()}(-0.0016257676376154335,-1.7211024461514592e8) Dual{Cells()}(-0.0016257676376154335,1.7211438928318566e8) Dual{Cells()}(-0.0016257676376154335,-7.906317898152017) Dual{Cells()}(-0.002008303066966404,-1801.4148073829183) Dual{Cells()}(-0.002008303066966404,-1829.742340456563) Dual{Cells()}(-0.002008303066966404,1.9638919908275893e8) Dual{Cells()}(-0.002008303066966404,-1.9638555891740304e8) Dual{Cells()}(-0.002008303066966404,-9.008208052129401) Dual{Cells()}(-2.6587177121353833e-10,-1799.0887398747707) Dual{Cells()}(-2.6587177121353833e-10,-1827.3426236063776) Dual{Cells()}(-2.6587177121353833e-10,-1.9638555891740304e8) Dual{Cells()}(-2.6587177121353833e-10,3.930308267495815e8) Dual{Cells()}(-2.6587177121353833e-10,-1.9664163238085905e8) Dual{Cells()}(-2.6587177121353833e-10,-9.019955924192404) Dual{Cells()}(-0.001864889953325368,-1796.7686690922203) Dual{Cells()}(-0.001864889953325368,-1824.9491902137454) Dual{Cells()}(-0.001864889953325368,-1.9664163238085905e8) Dual{Cells()}(-0.001864889953325368,1.9664526313042215e8) Dual{Cells()}(-0.001864889953325368,-9.03170379625418) Dual{Cells()}(-0.002247126252216913,-1602.881332220636) Dual{Cells()}(-0.002247126252216913,-1625.2722778734617) Dual{Cells()}(-0.002247126252216913,2.2091864884327808e8) Dual{Cells()}(-0.002247126252216913,-2.2091541055607405e8) Dual{Cells()}(-0.002247126252216913,-10.133593950231866) Dual{Cells()}(8.041214482473746e-11,-1601.0392955794423) Dual{Cells()}(8.041214482473746e-11,-1623.3784667983834) Dual{Cells()}(8.041214482473746e-11,-2.2091541055607405e8) Dual{Cells()}(8.041214482473746e-11,4.4209011573615795e8) Dual{Cells()}(8.041214482473746e-11,-2.2117147061697975e8) Dual{Cells()}(8.041214482473746e-11,-10.145341822295148) Dual{Cells()}(-0.0021041957742081066,-1599.2014863920524) Dual{Cells()}(-0.0021041957742081066,-1621.4890624874035) Dual{Cells()}(-0.0021041957742081066,-2.2117147061697975e8) Dual{Cells()}(-0.0021041957742081066,2.211747014646183e8) Dual{Cells()}(-0.0021041957742081066,-10.15708969435663) Dual{Cells()}(-0.0024864303600550253,-1443.7535110877673) Dual{Cells()}(-0.0024864303600550253,-1461.895411963809) Dual{Cells()}(-0.0024864303600550253,2.454470893082785e8) Dual{Cells()}(-0.0024864303600550253,-2.454441724003756e8) Dual{Cells()}(-0.0024864303600550253,-11.258979848333814) Dual{Cells()}(-2.071519559620344e-10,-1442.258793854014) Dual{Cells()}(-2.071519559620344e-10,-1460.3629247397896) Dual{Cells()}(-2.071519559620344e-10,-2.454441724003756e8) Dual{Cells()}(-2.071519559620344e-10,4.9114730916133016e8) Dual{Cells()}(-2.071519559620344e-10,-2.4570022286850825e8) Dual{Cells()}(-2.071519559620344e-10,-11.270727720398009) Dual{Cells()}(-0.002395528519852941,-1440.7671675275997) Dual{Cells()}(-0.002395528519852941,-1458.8336462202415) Dual{Cells()}(-0.002395528519852941,-2.4570022286850825e8) Dual{Cells()}(-0.002395528519852941,2.457031337517976e8) Dual{Cells()}(-0.002395528519852941,-11.282475592458875) Dual{Cells()}(-0.002726056743003508,-1328.357547150935) Dual{Cells()}(-0.002726056743003508,2.699734819441818e8) Dual{Cells()}(-0.002726056743003508,-2.699721412022689e8) Dual{Cells()}(-0.002726056743003508,-12.384365746437208) Dual{Cells()}(-3.203731326452755e-10,-1327.0920614901706) Dual{Cells()}(-3.203731326452755e-10,-2.699721412022689e8) Dual{Cells()}(-3.203731326452755e-10,5.402016652487397e8) Dual{Cells()}(-3.203731326452755e-10,-2.7022818455829567e8) Dual{Cells()}(-3.203731326452755e-10,-12.396113618500264) Dual{Cells()}(7.899265315914217e-8,-1325.8289841519104) Dual{Cells()}(7.899265315914217e-8,-2.7022818455829567e8) Dual{Cells()}(7.899265315914217e-8,2.702295227951413e8) Dual{Cells()}(7.899265315914217e-8,-12.407861490561205) Dual{Cells()}(-0.0015614045397120094,-6.898109493186884) Dual{Cells()}(-0.0015614045397120094,1.503896500955885e8) Dual{Cells()}(-0.0015614045397120094,-1.503872970038599e8) Dual{Cells()}(-0.0015614045397120094,-2346.193619104364) Dual{Cells()}(-5.262730572511143e-11,-6.909857365250303) Dual{Cells()}(-5.262730572511143e-11,-1.503872970038599e8) Dual{Cells()}(-5.262730572511143e-11,3.010330616200966e8) Dual{Cells()}(-5.262730572511143e-11,-1.5064341545572585e8) Dual{Cells()}(-5.262730572511143e-11,-2342.250653477136) Dual{Cells()}(-0.0013567187888627022,-6.921605237312238) Dual{Cells()}(-0.0013567187888627022,-1.5064341545572585e8) Dual{Cells()}(-0.0013567187888627022,1.5064576069823998e8) Dual{Cells()}(-0.0013567187888627022,-2338.320908916191) Dual{Cells()}(-0.0017994543719735364,-8.02349539128945) Dual{Cells()}(-0.0017994543719735364,1.7492476937032357e8) Dual{Cells()}(-0.0017994543719735364,-1.7492068494191244e8) Dual{Cells()}(-0.0017994543719735364,-2020.354566281402) Dual{Cells()}(-0.0017994543719735364,-2056.050349430845) Dual{Cells()}(9.193134599926045e-11,-8.035243263352761) Dual{Cells()}(9.193134599926045e-11,-1.7492068494191244e8) Dual{Cells()}(9.193134599926045e-11,3.501015384608232e8) Dual{Cells()}(9.193134599926045e-11,-1.7517677503299552e8) Dual{Cells()}(9.193134599926045e-11,-2017.4295130685377) Dual{Cells()}(9.193134599926045e-11,-2053.021158875747) Dual{Cells()}(-0.001655506088611692,-8.046991135414796) Dual{Cells()}(-0.001655506088611692,-1.7517677503299552e8) Dual{Cells()}(-0.001655506088611692,1.751808475937755e8) Dual{Cells()}(-0.001655506088611692,-2014.512912784749) Dual{Cells()}(-0.001655506088611692,-2050.0008760550113) Dual{Cells()}(-0.002037387432142675,-9.148881289392264) Dual{Cells()}(-0.002037387432142675,1.9945544820875606e8) Dual{Cells()}(-0.002037387432142675,-1.9945186369440928e8) Dual{Cells()}(-0.002037387432142675,-1773.9506580964455) Dual{Cells()}(-0.002037387432142675,-1801.4148073829208) Dual{Cells()}(-8.174123574192227e-11,-9.160629161455374) Dual{Cells()}(-8.174123574192227e-11,-1.9945186369440928e8) Dual{Cells()}(-8.174123574192227e-11,3.9916337884247303e8) Dual{Cells()}(-8.174123574192227e-11,-1.9970793520379266e8) Dual{Cells()}(-8.174123574192227e-11,-1771.6949020718164) Dual{Cells()}(-8.174123574192227e-11,-1799.088739874774) Dual{Cells()}(-0.001894215475399947,-9.172377033516826) Dual{Cells()}(-0.001894215475399947,-1.9970793520379266e8) Dual{Cells()}(-0.001894215475399947,1.99711510589712e8) Dual{Cells()}(-0.001894215475399947,-1769.4448732183876) Dual{Cells()}(-0.001894215475399947,-1796.7686690922164) Dual{Cells()}(-0.0022755961429086905,-10.274267187494873) Dual{Cells()}(-0.0022755961429086905,2.2398475230863187e8) Dual{Cells()}(-0.0022755961429086905,-2.2398155805428356e8) Dual{Cells()}(-0.0022755961429086905,-1581.0987488782475) Dual{Cells()}(-0.0022755961429086905,-1602.881332220628) Dual{Cells()}(-1.2375945927789456e-10,-10.286015059557736) Dual{Cells()}(-1.2375945927789456e-10,-2.2398155805428356e8) Dual{Cells()}(-1.2375945927789456e-10,4.482223654271886e8) Dual{Cells()}(-1.2375945927789456e-10,-2.2423761674120155e8) Dual{Cells()}(-1.2375945927789456e-10,-1579.3063928467704) Dual{Cells()}(-1.2375945927789456e-10,-1601.039295579446) Dual{Cells()}(-0.002133000030987256,-10.29776293161945) Dual{Cells()}(-0.002133000030987256,-2.2423761674120155e8) Dual{Cells()}(-0.002133000030987256,2.2424080375854543e8) Dual{Cells()}(-0.002133000030987256,-1577.5180945541917) Dual{Cells()}(-0.002133000030987256,-1599.201486392047) Dual{Cells()}(-0.002516074831099807,-11.399653085596945) Dual{Cells()}(-0.002516074831099807,2.485130882737624e8) Dual{Cells()}(-0.002516074831099807,-2.4851020706435087e8) Dual{Cells()}(-0.002516074831099807,-1426.0562473586697) Dual{Cells()}(-0.002516074831099807,-1443.7535110877743) Dual{Cells()}(-9.309165417692444e-12,-11.411400957660605) Dual{Cells()}(-9.309165417692444e-12,-2.4851020706435087e8) Dual{Cells()}(-9.309165417692444e-12,4.972793418560613e8) Dual{Cells()}(-9.309165417692444e-12,-2.4876625652359438e8) Dual{Cells()}(-9.309165417692444e-12,-1424.597921167141) Dual{Cells()}(-9.309165417692444e-12,-1442.258793854016) Dual{Cells()}(-0.00015461670341253373,-11.423148829722294) Dual{Cells()}(-0.00015461670341253373,-2.4876625652359438e8) Dual{Cells()}(-0.00015461670341253373,2.4876913185648453e8) Dual{Cells()}(-0.00015461670341253373,-1423.1425737807283) Dual{Cells()}(-0.00015461670341253373,-1440.7671675275951) Dual{Cells()}(-0.001591308862106849,-7.0387827304497215) Dual{Cells()}(-0.001591308862106849,-2346.193619104364) Dual{Cells()}(-0.001591308862106849,1.5345878050530276e8) Dual{Cells()}(-0.001591308862106849,-1.5345412743934909e8) Dual{Cells()}(-0.001591308862106849,-2299.833551847341) Dual{Cells()}(2.7656891479679174e-11,-7.050530602513041) Dual{Cells()}(2.7656891479679174e-11,-2342.250653477136) Dual{Cells()}(2.7656891479679174e-11,-1.5345412743934909e8) Dual{Cells()}(2.7656891479679174e-11,3.071690143774733e8) Dual{Cells()}(2.7656891479679174e-11,-1.5371024159230384e8) Dual{Cells()}(2.7656891479679174e-11,-2296.044636247114) Dual{Cells()}(-0.001436004230591038,-7.062278474575014) Dual{Cells()}(-0.001436004230591038,-2338.320908916191) Dual{Cells()}(-0.001436004230591038,-1.5371024159230384e8) Dual{Cells()}(-0.001436004230591038,1.5371487924366692e8) Dual{Cells()}(-0.001436004230591038,-2292.2681756710404) Dual{Cells()}(-0.0018292052898355984,-8.164168628552233) Dual{Cells()}(-0.0018292052898355984,-2020.354566281402) Dual{Cells()}(-0.0018292052898355984,1.7799119880171657e8) Dual{Cells()}(-0.0018292052898355984,-1.7798718440653569e8) Dual{Cells()}(-0.0018292052898355984,-1985.8764459862928) Dual{Cells()}(-1.3732408851545308e-10,-8.175916500615426) Dual{Cells()}(-1.3732408851545308e-10,-2017.4295130685377) Dual{Cells()}(-1.3732408851545308e-10,-1.7798718440653569e8) Dual{Cells()}(-1.3732408851545308e-10,3.562344648112755e8) Dual{Cells()}(-1.3732408851545308e-10,-1.7824327174905658e8) Dual{Cells()}(-1.3732408851545308e-10,-1983.0502536728573) Dual{Cells()}(-0.0016853620654725104,-8.18766437267774) Dual{Cells()}(-0.0016853620654725104,-2014.512912784749) Dual{Cells()}(-0.0016853620654725104,-1.7824327174905658e8) Dual{Cells()}(-0.0016853620654725104,1.7824727468172362e8) Dual{Cells()}(-0.0016853620654725104,-1980.232089908878) Dual{Cells()}(-0.0020670976563498247,-9.289554526655081) Dual{Cells()}(-0.0020670976563498247,-1773.9506580964455) Dual{Cells()}(-0.0020670976563498247,2.0252167617329952e8) Dual{Cells()}(-0.0020670976563498247,-2.025181456220581e8) Dual{Cells()}(-0.0020670976563498247,-1747.3110288083328) Dual{Cells()}(-1.952046506208116e-10,-9.301302398717578) Dual{Cells()}(-1.952046506208116e-10,-1771.6949020718164) Dual{Cells()}(-1.952046506208116e-10,-2.025181456220581e8) Dual{Cells()}(-1.952046506208116e-10,4.0529588701637393e8) Dual{Cells()}(-1.952046506208116e-10,-2.027742152756664e8) Dual{Cells()}(-1.952046506208116e-10,-1745.1224450244285) Dual{Cells()}(-0.0019240175387844293,-9.313050270780126) Dual{Cells()}(-0.0019240175387844293,-1769.4448732183876) Dual{Cells()}(-0.0019240175387844293,-2.027742152756664e8) Dual{Cells()}(-0.0019240175387844293,2.0277773697292465e8) Dual{Cells()}(-0.0019240175387844293,-1742.939334767689) Dual{Cells()}(-0.0023056809932464986,-10.414940424757543) Dual{Cells()}(-0.0023056809932464986,-1581.0987488782475) Dual{Cells()}(-0.0023056809932464986,2.2705084082158324e8) Dual{Cells()}(-0.0023056809932464986,-2.270476894078197e8) Dual{Cells()}(-0.0023056809932464986,-1559.9000742566739) Dual{Cells()}(-6.019103054519248e-11,-10.426688296820268) Dual{Cells()}(-6.019103054519248e-11,-1579.3063928467704) Dual{Cells()}(-6.019103054519248e-11,-2.270476894078197e8) Dual{Cells()}(-6.019103054519248e-11,4.543545840730235e8) Dual{Cells()}(-6.019103054519248e-11,-2.2730374677670628e8) Dual{Cells()}(-6.019103054519248e-11,-1558.1554163755404) Dual{Cells()}(-0.0021630915571201506,-10.438436168882744) Dual{Cells()}(-0.0021630915571201506,-1577.5180945541917) Dual{Cells()}(-0.0021630915571201506,-2.2730374677670628e8) Dual{Cells()}(-0.0021630915571201506,2.273068911478925e8) Dual{Cells()}(-0.0021630915571201506,-1556.4146554785189) Dual{Cells()}(-0.0025460888741860536,-11.540326322859505) Dual{Cells()}(-0.0025460888741860536,-1426.0562473586697) Dual{Cells()}(-0.0025460888741860536,2.5157907628001794e8) Dual{Cells()}(-0.0025460888741860536,-2.5157622989596766e8) Dual{Cells()}(-0.0025460888741860536,-1408.7874766075445) Dual{Cells()}(-2.0596782547739612e-10,-11.552074194923485) Dual{Cells()}(-2.0596782547739612e-10,-1424.597921167141) Dual{Cells()}(-2.0596782547739612e-10,-2.5157622989596766e8) Dual{Cells()}(-2.0596782547739612e-10,5.0341135180442345e8) Dual{Cells()}(-2.0596782547739612e-10,-2.5183227839423162e8) Dual{Cells()}(-2.0596782547739612e-10,-1407.3642288110016) Dual{Cells()}(-2.232913960068233e-6,-11.56382206698479) Dual{Cells()}(-2.232913960068233e-6,-1423.1425737807283) Dual{Cells()}(-2.232913960068233e-6,-2.5183227839423162e8) Dual{Cells()}(-2.232913960068233e-6,2.5183511904448053e8) Dual{Cells()}(-2.232913960068233e-6,-1405.9438530718244) Dual{Cells()}(-0.0016210361965241769,-7.179455967712629) Dual{Cells()}(-0.0016210361965241769,-2299.833551847341) Dual{Cells()}(-0.0016210361965241769,1.565254700572409e8) Dual{Cells()}(-0.0016210361965241769,-1.5652090777534452e8) Dual{Cells()}(-0.0016210361965241769,-2255.2688885630228) Dual{Cells()}(-1.5846860716012268e-10,-7.191203839775829) Dual{Cells()}(-1.5846860716012268e-10,-2296.044636247114) Dual{Cells()}(-1.5846860716012268e-10,-1.5652090777534452e8) Dual{Cells()}(-1.5846860716012268e-10,3.1330248051374066e8) Dual{Cells()}(-1.5846860716012268e-10,-1.5677701787738195e8) Dual{Cells()}(-1.5846860716012268e-10,-2251.6251741354968) Dual{Cells()}(-0.0014750835409270031,-7.20295171183779) Dual{Cells()}(-0.0014750835409270031,-2292.2681756710404) Dual{Cells()}(-0.0014750835409270031,-1.5677701787738195e8) Dual{Cells()}(-0.0014750835409270031,1.5678156534171602e8) Dual{Cells()}(-0.0014750835409270031,-2247.9932067082027) Dual{Cells()}(-0.001858956684869031,-8.304841865815362) Dual{Cells()}(-0.001858956684869031,-1985.8764459862928) Dual{Cells()}(-0.001858956684869031,1.8105759846683997e8) Dual{Cells()}(-0.001858956684869031,-1.810536517307933e8) Dual{Cells()}(-0.001858956684869031,-1952.5547588019565) Dual{Cells()}(-1.803719955513483e-11,-8.316589737878443) Dual{Cells()}(-1.803719955513483e-11,-1983.0502536728573) Dual{Cells()}(-1.803719955513483e-11,-1.810536517307933e8) Dual{Cells()}(-1.803719955513483e-11,3.6236732938373005e8) Dual{Cells()}(-1.803719955513483e-11,-1.8130973646359205e8) Dual{Cells()}(-1.803719955513483e-11,-1949.822501303058) Dual{Cells()}(-0.001715215302502625,-8.328337609939988) Dual{Cells()}(-0.001715215302502625,-1980.232089908878) Dual{Cells()}(-0.001715215302502625,-1.8130973646359205e8) Dual{Cells()}(-0.001715215302502625,1.8131367212189546e8) Dual{Cells()}(-0.001715215302502625,-1947.0978759000075) Dual{Cells()}(-0.0020967949321923597,-9.430227763917342) Dual{Cells()}(-0.0020967949321923597,-1747.3110288083328) Dual{Cells()}(-0.0020967949321923597,2.0558788392400864e8) Dual{Cells()}(-0.0020967949321923597,-2.0558440572339922e8) Dual{Cells()}(-0.0020967949321923597,-1721.4593528576518) Dual{Cells()}(1.9468805040334658e-11,-9.441975635980645) Dual{Cells()}(1.9468805040334658e-11,-1745.1224450244285) Dual{Cells()}(1.9468805040334658e-11,-2.0558440572339922e8) Dual{Cells()}(1.9468805040334658e-11,4.1142835321697253e8) Dual{Cells()}(1.9468805040334658e-11,-2.0584047359416652e8) Dual{Cells()}(1.9468805040334658e-11,-1719.3349861355548) Dual{Cells()}(-0.0019538069318373943,-9.453723508043455) Dual{Cells()}(-0.0019538069318373943,-1742.939334767689) Dual{Cells()}(-0.0019538069318373943,-2.0584047359416652e8) Dual{Cells()}(-0.0019538069318373943,2.0584394320307887e8) Dual{Cells()}(-0.0019538069318373943,-1717.2158540494481) Dual{Cells()}(-0.0023357571869455545,-10.555613662020177) Dual{Cells()}(-0.0023357571869455545,-1559.9000742566739) Dual{Cells()}(-0.0023357571869455545,2.3011691498493975e8) Dual{Cells()}(-0.0023357571869455545,-2.3011380526710424e8) Dual{Cells()}(-0.0023357571869455545,-1539.2621476053075) Dual{Cells()}(8.063376225400654e-11,-10.567361534083606) Dual{Cells()}(8.063376225400654e-11,-1558.1554163755404) Dual{Cells()}(8.063376225400654e-11,-2.3011380526710424e8) Dual{Cells()}(8.063376225400654e-11,4.6048677292211187e8) Dual{Cells()}(8.063376225400654e-11,-2.3036986136892024e8) Dual{Cells()}(8.063376225400654e-11,-1537.563309472919) Dual{Cells()}(-0.0021931757706213657,-10.579109406144786) Dual{Cells()}(-0.0021931757706213657,-1556.4146554785189) Dual{Cells()}(-0.0021931757706213657,-2.3036986136892024e8) Dual{Cells()}(-0.0021931757706213657,2.3037296423090106e8) Dual{Cells()}(-0.0021931757706213657,-1535.868215948571) Dual{Cells()}(-0.0025760915465241558,-11.680999560122862) Dual{Cells()}(-0.0025760915465241558,-1408.7874766075445) Dual{Cells()}(-0.0025760915465241558,2.5464505373821238e8) Dual{Cells()}(-0.0025760915465241558,-2.5464224133790955e8) Dual{Cells()}(-0.0025760915465241558,-1391.931826684271) Dual{Cells()}(-2.5090163789914105e-10,-11.692747432185884) Dual{Cells()}(-2.5090163789914105e-10,-1407.3642288110016) Dual{Cells()}(-2.5090163789914105e-10,-2.5464224133790955e8) Dual{Cells()}(-2.5090163789914105e-10,5.095433398421343e8) Dual{Cells()}(-2.5090163789914105e-10,-2.548982889048415e8) Dual{Cells()}(-2.5090163789914105e-10,-1390.542406998948) Dual{Cells()}(-3.3847057103039355e-8,-11.704495304248093) Dual{Cells()}(-3.3847057103039355e-8,-1405.9438530718244) Dual{Cells()}(-3.3847057103039355e-8,-2.548982889048415e8) Dual{Cells()}(-3.3847057103039355e-8,2.5490109570894757e8) Dual{Cells()}(-3.3847057103039355e-8,-1389.1557576627706) Dual{Cells()}(-0.0016507564319668167,-7.320129204975577) Dual{Cells()}(-0.0016507564319668167,-2255.2688885630228) Dual{Cells()}(-0.0016507564319668167,1.5959211588158986e8) Dual{Cells()}(-0.0016507564319668167,-1.5958764089519152e8) Dual{Cells()}(-0.0016507564319668167,-2212.3973805571213) Dual{Cells()}(1.268317936569882e-10,-7.3318770770385475) Dual{Cells()}(1.268317936569882e-10,-2251.6251741354968) Dual{Cells()}(1.268317936569882e-10,-1.5958764089519152e8) Dual{Cells()}(1.268317936569882e-10,3.194358559195623e8) Dual{Cells()}(1.268317936569882e-10,-1.598437471766366e8) Dual{Cells()}(1.268317936569882e-10,-2208.8906829885454) Dual{Cells()}(-0.0015061000943763893,-7.343624949100702) Dual{Cells()}(-0.0015061000943763893,-2247.9932067082027) Dual{Cells()}(-0.0015061000943763893,-1.598437471766366e8) Dual{Cells()}(-0.0015061000943763893,1.598482079085453e8) Dual{Cells()}(-0.0015061000943763893,-2205.395077025733) Dual{Cells()}(-0.0018887068041420721,-8.445515103078202) Dual{Cells()}(-0.0018887068041420721,-1952.5547588019565) Dual{Cells()}(-0.0018887068041420721,1.8412396985628796e8) Dual{Cells()}(-0.0018887068041420721,-1.8412008852370352e8) Dual{Cells()}(-0.0018887068041420721,-1920.3323105314257) Dual{Cells()}(-1.3324151276663393e-10,-8.45726297514136) Dual{Cells()}(-1.3324151276663393e-10,-1949.822501303058) Dual{Cells()}(-1.3324151276663393e-10,-1.8412008852370352e8) Dual{Cells()}(-1.3324151276663393e-10,3.685001352695137e8) Dual{Cells()}(-1.3324151276663393e-10,-1.8437617077666238e8) Dual{Cells()}(-1.3324151276663393e-10,-1917.68938353143) Dual{Cells()}(-0.0017450645920876243,-8.46901084720268) Dual{Cells()}(-0.0017450645920876243,-1947.0978759000075) Dual{Cells()}(-0.0017450645920876243,-1.8437617077666238e8) Dual{Cells()}(-0.0017450645920876243,1.8438004139726698e8) Dual{Cells()}(-0.0017450645920876243,-1915.0537178398201) Dual{Cells()}(-0.0021264767916849914,-9.570901001180511) Dual{Cells()}(-0.0021264767916849914,-1721.4593528576518) Dual{Cells()}(-0.0021264767916849914,2.0865407234548056e8) Dual{Cells()}(-0.0021264767916849914,-2.0865064495403317e8) Dual{Cells()}(-0.0021264767916849914,-1696.36119352432) Dual{Cells()}(-1.8602465704994908e-11,-9.582648873243967) Dual{Cells()}(-1.8602465704994908e-11,-1719.3349861355548) Dual{Cells()}(-1.8602465704994908e-11,-2.0865064495403317e8) Dual{Cells()}(-1.8602465704994908e-11,4.175607792958294e8) Dual{Cells()}(-1.8602465704994908e-11,-2.0890671112590182e8) Dual{Cells()}(-1.8602465704994908e-11,-1694.2982594591974) Dual{Cells()}(-0.001983581473091205,-9.594396745305469) Dual{Cells()}(-0.001983581473091205,-1717.2158540494481) Dual{Cells()}(-0.001983581473091205,-2.0890671112590182e8) Dual{Cells()}(-0.001983581473091205,2.0891013017648745e8) Dual{Cells()}(-0.001983581473091205,-1692.2403348359715) Dual{Cells()}(-0.0023658244301898064,-10.696286899283105) Dual{Cells()}(-0.0023658244301898064,-1539.2621476053075) Dual{Cells()}(-0.0023658244301898064,2.3318297535643783e8) Dual{Cells()}(-0.0023658244301898064,-2.3317990623498663e8) Dual{Cells()}(-0.0023658244301898064,-1519.1630167113524) Dual{Cells()}(2.1730686716216197e-10,-10.708034771346455) Dual{Cells()}(2.1730686716216197e-10,-1537.563309472919) Dual{Cells()}(2.1730686716216197e-10,-2.3317990623498663e8) Dual{Cells()}(2.1730686716216197e-10,4.6661893313859415e8) Dual{Cells()}(2.1730686716216197e-10,-2.3343596112404603e8) Dual{Cells()}(2.1730686716216197e-10,-1517.5082172493162) Dual{Cells()}(-0.002223252626639782,-10.719782643407624) Dual{Cells()}(-0.002223252626639782,-1535.868215948571) Dual{Cells()}(-0.002223252626639782,-2.3343596112404603e8) Dual{Cells()}(-0.002223252626639782,2.3343902356906247e8) Dual{Cells()}(-0.002223252626639782,-1515.857017858368) Dual{Cells()}(-0.0026060869988739216,-11.821672797386572) Dual{Cells()}(-0.0026060869988739216,-1391.931826684271) Dual{Cells()}(-0.0026060869988739216,2.577110210223514e8) Dual{Cells()}(-0.0026060869988739216,-2.5770824179420006e8) Dual{Cells()}(-0.0026060869988739216,-1375.474651865522) Dual{Cells()}(9.82149095125201e-11,-11.83342066944861) Dual{Cells()}(9.82149095125201e-11,-1390.542406998948) Dual{Cells()}(9.82149095125201e-11,-2.5770824179420006e8) Dual{Cells()}(9.82149095125201e-11,5.156753067486421e8) Dual{Cells()}(9.82149095125201e-11,-2.5796428846074563e8) Dual{Cells()}(9.82149095125201e-11,-1374.1178687130923) Dual{Cells()}(6.64503331827002e-8,-11.84516854151175) Dual{Cells()}(6.64503331827002e-8,-1389.1557576627706) Dual{Cells()}(6.64503331827002e-8,-2.5796428846074563e8) Dual{Cells()}(6.64503331827002e-8,2.579670622254308e8) Dual{Cells()}(6.64503331827002e-8,-1372.763758946066) Dual{Cells()}(-0.001680483708369769,-7.460802442238195) Dual{Cells()}(-0.001680483708369769,-2212.3973805571213) Dual{Cells()}(-0.001680483708369769,1.626587204415688e8) Dual{Cells()}(-0.001680483708369769,-1.6265432945899203e8) Dual{Cells()}(-0.001680483708369769,-2171.124393769141) Dual{Cells()}(3.813627311079898e-11,-7.472550314301566) Dual{Cells()}(3.813627311079898e-11,-2208.8906829885454) Dual{Cells()}(3.813627311079898e-11,-1.6265432945899203e8) Dual{Cells()}(3.813627311079898e-11,3.2556914570369387e8) Dual{Cells()}(3.813627311079898e-11,-1.629104321343364e8) Dual{Cells()}(3.813627311079898e-11,-2167.7471320911463) Dual{Cells()}(-0.0015360625625828032,-7.484298186363477) Dual{Cells()}(-0.0015360625625828032,-2205.395077025733) Dual{Cells()}(-0.0015360625625828032,-1.629104321343364e8) Dual{Cells()}(-0.0015360625625828032,1.629148093940661e8) Dual{Cells()}(-0.0015360625625828032,-2164.38035445796) Dual{Cells()}(-0.0019184545139003329,-8.586188340341042) Dual{Cells()}(-0.0019184545139003329,-1920.3323105314257) Dual{Cells()}(-0.0019184545139003329,1.871903143541352e8) Dual{Cells()}(-0.0019184545139003329,-1.871864962800207e8) Dual{Cells()}(-0.0019184545139003329,-1889.1556156035113) Dual{Cells()}(1.3641323303153347e-10,-8.597936212403944) Dual{Cells()}(1.3641323303153347e-10,-1917.68938353143) Dual{Cells()}(1.3641323303153347e-10,-1.871864962800207e8) Dual{Cells()}(1.3641323303153347e-10,3.7463288533660734e8) Dual{Cells()}(1.3641323303153347e-10,-1.8744257617155617e8) Dual{Cells()}(1.3641323303153347e-10,-1886.5977107163276) Dual{Cells()}(-0.001774909217118256,-8.609684084465806) Dual{Cells()}(-0.001774909217118256,-1915.0537178398201) Dual{Cells()}(-0.001774909217118256,-1.8744257617155617e8) Dual{Cells()}(-0.001774909217118256,1.8744638388167807e8) Dual{Cells()}(-0.001774909217118256,-1884.0467199749485) Dual{Cells()}(-0.002156140664822873,-9.711574238443383) Dual{Cells()}(-0.002156140664822873,-1696.36119352432) Dual{Cells()}(-0.002156140664822873,2.1172024227648813e8) Dual{Cells()}(-0.002156140664822873,-2.1171686421962914e8) Dual{Cells()}(-0.002156140664822873,-1671.984091232424) Dual{Cells()}(-1.5880876908652697e-11,-9.723322110506219) Dual{Cells()}(-1.5880876908652697e-11,-1694.2982594591974) Dual{Cells()}(-1.5880876908652697e-11,-2.1171686421962914e8) Dual{Cells()}(-1.5880876908652697e-11,4.2369316698483944e8) Dual{Cells()}(-1.5880876908652697e-11,-2.1197292876366472e8) Dual{Cells()}(-1.5880876908652697e-11,-1669.979964037575) Dual{Cells()}(-0.002013339190363119,-9.73506998256874) Dual{Cells()}(-0.002013339190363119,-1692.2403348359715) Dual{Cells()}(-0.002013339190363119,-2.1197292876366472e8) Dual{Cells()}(-0.002013339190363119,2.1197629871970338e8) Dual{Cells()}(-0.002013339190363119,-1667.98063382091) Dual{Cells()}(-0.002395882091333814,-10.836960136545464) Dual{Cells()}(-0.002395882091333814,-1519.1630167113524) Dual{Cells()}(-0.002395882091333814,2.3624902248093033e8) Dual{Cells()}(-0.002395882091333814,-2.3624599289909336e8) Dual{Cells()}(-0.002395882091333814,-1499.5818601133556) Dual{Cells()}(-8.242556658911993e-11,-10.848708008609298) Dual{Cells()}(-8.242556658911993e-11,-1517.5082172493162) Dual{Cells()}(-8.242556658911993e-11,-2.3624599289909336e8) Dual{Cells()}(-8.242556658911993e-11,4.7275106584840834e8) Dual{Cells()}(-8.242556658911993e-11,-2.3650204662298036e8) Dual{Cells()}(-8.242556658911993e-11,-1497.9694093444732) Dual{Cells()}(-0.002253324973295775,-10.860455880671049) Dual{Cells()}(-0.002253324973295775,-1515.857017858368) Dual{Cells()}(-0.002253324973295775,-2.3650204662298036e8) Dual{Cells()}(-0.002253324973295775,2.3650506970087555e8) Dual{Cells()}(-0.002253324973295775,-1496.3604214517559) Dual{Cells()}(-0.002636074367846709,-11.962346034648142) Dual{Cells()}(-0.002636074367846709,-1375.474651865522) Dual{Cells()}(-0.002636074367846709,2.607769784769108e8) Dual{Cells()}(-0.002636074367846709,-2.6077423163792244e8) Dual{Cells()}(-0.002636074367846709,-1359.4019904564134) Dual{Cells()}(-1.2693077242487832e-10,-11.974093906711678) Dual{Cells()}(-1.2693077242487832e-10,-1374.1178687130923) Dual{Cells()}(-1.2693077242487832e-10,-2.6077423163792244e8) Dual{Cells()}(-1.2693077242487832e-10,5.218072532414947e8) Dual{Cells()}(-1.2693077242487832e-10,-2.610302774349021e8) Dual{Cells()}(-1.2693077242487832e-10,-1358.0767075585993) Dual{Cells()}(7.2778791109342e-8,-11.985841778774068) Dual{Cells()}(7.2778791109342e-8,-1372.763758946066) Dual{Cells()}(7.2778791109342e-8,-2.610302774349021e8) Dual{Cells()}(7.2778791109342e-8,2.610330189385084e8) Dual{Cells()}(7.2778791109342e-8,-1356.7540055538134) Dual{Cells()}(-0.0017102183146535152,-7.601475679500932) Dual{Cells()}(-0.0017102183146535152,-2171.124393769141) Dual{Cells()}(-0.0017102183146535152,1.6572528602466467e8) Dual{Cells()}(-0.0017102183146535152,-1.657209759365819e8) Dual{Cells()}(-0.0017102183146535152,-2131.3622133134436) Dual{Cells()}(-4.253911188144971e-11,-7.613223551564375) Dual{Cells()}(-4.253911188144971e-11,-2167.7471320911463) Dual{Cells()}(-4.253911188144971e-11,-1.657209759365819e8) Dual{Cells()}(-4.253911188144971e-11,3.31702354608165e8) Dual{Cells()}(-4.253911188144971e-11,-1.6597707520387208e8) Dual{Cells()}(-4.253911188144971e-11,-2128.1073553469996) Dual{Cells()}(-0.001565928920402482,-7.624971423626246) Dual{Cells()}(-0.001565928920402482,-2164.38035445796) Dual{Cells()}(-0.001565928920402482,-1.6597707520387208e8) Dual{Cells()}(-0.001565928920402482,1.6598137207161537e8) Dual{Cells()}(-0.001565928920402482,-2124.862417414188) Dual{Cells()}(-0.0019481979015042092,-8.726861577603785) Dual{Cells()}(-0.0019481979015042092,-1889.1556156035113) Dual{Cells()}(-0.0019481979015042092,1.9025663325971118e8) Dual{Cells()}(-0.0019481979015042092,-1.902528764026326e8) Dual{Cells()}(-0.0019481979015042092,-1858.9746014063103) Dual{Cells()}(8.662369150973237e-11,-8.738609449666464) Dual{Cells()}(8.662369150973237e-11,-1886.5977107163276) Dual{Cells()}(8.662369150973237e-11,-1.902528764026326e8) Dual{Cells()}(8.662369150973237e-11,3.807655822851627e8) Dual{Cells()}(8.662369150973237e-11,-1.9050895404852718e8) Dual{Cells()}(8.662369150973237e-11,-1856.4976827906137) Dual{Cells()}(-0.001804747795089274,-8.750357321728904) Dual{Cells()}(-0.001804747795089274,-1884.0467199749485) Dual{Cells()}(-0.001804747795089274,-1.9050895404852718e8) Dual{Cells()}(-0.001804747795089274,1.905127008729574e8) Dual{Cells()}(-0.001804747795089274,-1854.027352929254) Dual{Cells()}(-0.0021857837436543986,-9.852247475705672) Dual{Cells()}(-0.0021857837436543986,-1671.984091232424) Dual{Cells()}(-0.0021857837436543986,2.1478639451792312e8) Dual{Cells()}(-0.0021857837436543986,-2.147830643841607e8) Dual{Cells()}(-0.0021857837436543986,-1648.2974237142591) Dual{Cells()}(-2.403952553513278e-10,-9.863995347769258) Dual{Cells()}(-2.403952553513278e-10,-1669.979964037575) Dual{Cells()}(-2.403952553513278e-10,-2.147830643841607e8) Dual{Cells()}(-2.403952553513278e-10,4.298255179450938e8) Dual{Cells()}(-2.403952553513278e-10,-2.150391273673486e8) Dual{Cells()}(-2.403952553513278e-10,-1646.3496250901756) Dual{Cells()}(-0.002043078638947601,-9.875743219831486) Dual{Cells()}(-0.002043078638947601,-1667.98063382091) Dual{Cells()}(-0.002043078638947601,-2.150391273673486e8) Dual{Cells()}(-0.002043078638947601,2.1504244963014847e8) Dual{Cells()}(-0.002043078638947601,-1644.4064228221944) Dual{Cells()}(-0.002425930133828323,-10.977633373808542) Dual{Cells()}(-0.002425930133828323,-1499.5818601133556) Dual{Cells()}(-0.002425930133828323,2.393150568643067e8) Dual{Cells()}(-0.002425930133828323,-2.3931206580589795e8) Dual{Cells()}(-0.002425930133828323,-1480.4989152403884) Dual{Cells()}(-4.963735607439734e-11,-10.989381245871982) Dual{Cells()}(-4.963735607439734e-11,-1497.9694093444732) Dual{Cells()}(-4.963735607439734e-11,-2.3931206580589795e8) Dual{Cells()}(-4.963735607439734e-11,4.7888317209153134e8) Dual{Cells()}(-4.963735607439734e-11,-2.3956811839963424e8) Dual{Cells()}(-4.963735607439734e-11,-1478.9272085400964) Dual{Cells()}(-0.0022834826126869553,-11.00112911793354) Dual{Cells()}(-0.0022834826126869553,-1496.3604214517559) Dual{Cells()}(-0.0022834826126869553,-2.3956811839963424e8) Dual{Cells()}(-0.0022834826126869553,2.3957110312001923e8) Dual{Cells()}(-0.0022834826126869553,-1477.3588344022342) Dual{Cells()}(-0.0026660533271248297,-12.103019271909714) Dual{Cells()}(-0.0026660533271248297,-1359.4019904564134) Dual{Cells()}(-0.0026660533271248297,2.6384292647455612e8) Dual{Cells()}(-0.0026660533271248297,-2.6384021126902106e8) Dual{Cells()}(-0.0026660533271248297,-1343.700525327875) Dual{Cells()}(-1.376792666419463e-10,-12.11476714397464) Dual{Cells()}(-1.376792666419463e-10,-1358.0767075585993) Dual{Cells()}(-1.376792666419463e-10,-2.6384021126902106e8) Dual{Cells()}(-1.376792666419463e-10,5.2793918009255034e8) Dual{Cells()}(-1.376792666419463e-10,-2.6409625622639602e8) Dual{Cells()}(-1.376792666419463e-10,-1342.4056585356886) Dual{Cells()}(7.392879776695234e-8,-12.126515016036622) Dual{Cells()}(7.392879776695234e-8,-1356.7540055538134) Dual{Cells()}(7.392879776695234e-8,-2.6409625622639602e8) Dual{Cells()}(7.392879776695234e-8,2.6409896622020096e8) Dual{Cells()}(7.392879776695234e-8,-1341.1132843615917) Dual{Cells()}(-0.0017399593795988841,-7.742148916763792) Dual{Cells()}(-0.0017399593795988841,-2131.3622133134436) Dual{Cells()}(-0.0017399593795988841,1.687918147512216e8) Dual{Cells()}(-0.0017399593795988841,-1.6878758261743656e8) Dual{Cells()}(-0.0017399593795988841,-2093.029422830959) Dual{Cells()}(1.3140509654788884e-10,-7.753896788827105) Dual{Cells()}(1.3140509654788884e-10,-2128.1073553469996) Dual{Cells()}(1.3140509654788884e-10,-1.6878758261743656e8) Dual{Cells()}(1.3140509654788884e-10,3.3783548702811277e8) Dual{Cells()}(1.3140509654788884e-10,-1.6904367865898764e8) Dual{Cells()}(1.3140509654788884e-10,-2089.8904364391747) Dual{Cells()}(-0.0015957887845553921,-7.765644660889008) Dual{Cells()}(-0.0015957887845553921,-2124.862417414188) Dual{Cells()}(-0.0015957887845553921,-1.6904367865898764e8) Dual{Cells()}(-0.0015957887845553921,1.6904789804789552e8) Dual{Cells()}(-0.0015957887845553921,-2086.760845789187) Dual{Cells()}(-0.001977935590044492,-8.867534814866607) Dual{Cells()}(-0.001977935590044492,-1858.9746014063103) Dual{Cells()}(-0.001977935590044492,1.9332292778961977e8) Dual{Cells()}(-0.001977935590044492,-1.933192302051431e8) Dual{Cells()}(-0.001977935590044492,-1829.7423404565607) Dual{Cells()}(-5.737950501023825e-11,-8.8792826869292) Dual{Cells()}(-5.737950501023825e-11,-1856.4976827906137) Dual{Cells()}(-5.737950501023825e-11,-1.933192302051431e8) Dual{Cells()}(-5.737950501023825e-11,3.8689822863401294e8) Dual{Cells()}(-5.737950501023825e-11,-1.935753057092807e8) Dual{Cells()}(-5.737950501023825e-11,-1827.3426236063747) Dual{Cells()}(-0.0018345791846235001,-8.891030558991611) Dual{Cells()}(-0.0018345791846235001,-1854.027352929254) Dual{Cells()}(-0.0018345791846235001,-1.935753057092807e8) Dual{Cells()}(-0.0018345791846235001,1.9357899357685438e8) Dual{Cells()}(-0.0018345791846235001,-1824.9491902137474) Dual{Cells()}(0.0950009831908707,-9.992920712968445) Dual{Cells()}(0.0950009831908707,-1648.2974237142591) Dual{Cells()}(-0.002223850696860083,2.1785254978882962e8) Dual{Cells()}(0.0950009831908707,-2.178492462403659e8) Dual{Cells()}(0.0950009831908707,-1625.2722778734428) Dual{Cells()}(0.09733913321667971,-10.004668585032341) Dual{Cells()}(0.09733913321667971,-1646.3496250901756) Dual{Cells()}(0.09733913321667971,-2.178492462403659e8) Dual{Cells()}(1.4835091488585306e-11,4.3595785371831346e8) Dual{Cells()}(0.09733913321667971,-2.1810530773584986e8) Dual{Cells()}(0.09733913321667971,-1623.3784667983864) Dual{Cells()}(0.0953724212390734,-10.016416457094152) Dual{Cells()}(0.0953724212390734,-1644.4064228221944) Dual{Cells()}(0.0953724212390734,-2.1810530773584986e8) Dual{Cells()}(-0.00208101140857353,2.1810860368058455e8) Dual{Cells()}(0.0953724212390734,-1621.4890624874029) Dual{Cells()}(-0.002455968072002055,-11.118306611071471) Dual{Cells()}(-0.002455968072002055,-1480.4989152403884) Dual{Cells()}(-0.002455968072002055,2.423810789873925e8) Dual{Cells()}(-0.002455968072002055,-2.4237812547475868e8) Dual{Cells()}(-0.002455968072002055,-1461.8954119638045) Dual{Cells()}(1.6948544369170537e-10,-11.130054483134746) Dual{Cells()}(1.6948544369170537e-10,-1478.9272085400964) Dual{Cells()}(1.6948544369170537e-10,-2.4237812547475868e8) Dual{Cells()}(1.6948544369170537e-10,4.8501525287296325e8) Dual{Cells()}(1.6948544369170537e-10,-2.4263417697801682e8) Dual{Cells()}(1.6948544369170537e-10,-1460.3629247397944) Dual{Cells()}(-0.002315768248999207,-11.141802355196207) Dual{Cells()}(-0.002315768248999207,-1477.3588344022342) Dual{Cells()}(-0.002315768248999207,-2.4263417697801682e8) Dual{Cells()}(-0.002315768248999207,2.426371243122998e8) Dual{Cells()}(-0.002315768248999207,-1458.8336462202444) Dual{Cells()}(-0.002696024436933977,-12.243692509172927) Dual{Cells()}(-0.002696024436933977,-1343.700525327875) Dual{Cells()}(-0.002696024436933977,2.669088653134816e8) Dual{Cells()}(-0.002696024436933977,-2.669061810117166e8) Dual{Cells()}(-0.002696024436933977,-1328.3575471509214) Dual{Cells()}(-1.2123946378089778e-10,-12.255440381237447) Dual{Cells()}(-1.2123946378089778e-10,-1342.4056585356886) Dual{Cells()}(-1.2123946378089778e-10,-2.669061810117166e8) Dual{Cells()}(-1.2123946378089778e-10,5.3407108791793835e8) Dual{Cells()}(-1.2123946378089778e-10,-2.6716222515306133e8) Dual{Cells()}(-1.2123946378089778e-10,-1327.0920614901727) Dual{Cells()}(7.48906786665355e-8,-12.267188253299686) Dual{Cells()}(7.48906786665355e-8,-1341.1132843615917) Dual{Cells()}(7.48906786665355e-8,-2.6716222515306133e8) Dual{Cells()}(7.48906786665355e-8,2.671649043625181e8) Dual{Cells()}(7.48906786665355e-8,-1325.8289841519047) Dual{Cells()}(-0.0017697050445126834,-7.882822154026708) Dual{Cells()}(-0.0017697050445126834,-2056.050349430845) Dual{Cells()}(-0.0017697050445126834,-2093.029422830959) Dual{Cells()}(-0.0017697050445126834,1.7185830859035185e8) Dual{Cells()}(-0.0017697050445126834,-1.7185415162775743e8) Dual{Cells()}(8.73843338184202e-11,-7.894570026089734) Dual{Cells()}(8.73843338184202e-11,-2053.021158875747) Dual{Cells()}(8.73843338184202e-11,-2089.8904364391747) Dual{Cells()}(8.73843338184202e-11,-1.7185415162775743e8) Dual{Cells()}(8.73843338184202e-11,3.4396854704906875e8) Dual{Cells()}(8.73843338184202e-11,-1.7211024461514592e8) Dual{Cells()}(-0.001625648032998052,-7.906317898152017) Dual{Cells()}(-0.001625648032998052,-2050.0008760550113) Dual{Cells()}(-0.001625648032998052,-2086.760845789187) Dual{Cells()}(-0.001625648032998052,-1.7211024461514592e8) Dual{Cells()}(-0.001625648032998052,1.7211438928318566e8) Dual{Cells()}(-0.002007666146664264,-9.008208052129401) Dual{Cells()}(-0.002007666146664264,-1801.4148073829208) Dual{Cells()}(-0.002007666146664264,-1829.7423404565607) Dual{Cells()}(-0.002007666146664264,1.963891990830781e8) Dual{Cells()}(-0.002007666146664264,-1.963855589177222e8) Dual{Cells()}(9.568307864776804e-11,-9.019955924192404) Dual{Cells()}(9.568307864776804e-11,-1799.088739874774) Dual{Cells()}(9.568307864776804e-11,-1827.3426236063747) Dual{Cells()}(9.568307864776804e-11,-1.963855589177222e8) Dual{Cells()}(9.568307864776804e-11,3.930308267498773e8) Dual{Cells()}(9.568307864776804e-11,-1.9664163238083562e8) Dual{Cells()}(-0.0018644022877573876,-9.03170379625418) Dual{Cells()}(-0.0018644022877573876,-1796.7686690922164) Dual{Cells()}(-0.0018644022877573876,-1824.9491902137474) Dual{Cells()}(-0.0018644022877573876,-1.9664163238083562e8) Dual{Cells()}(-0.0018644022877573876,1.9664526313039872e8) Dual{Cells()}(-0.00224550295724255,-10.133593950231866) Dual{Cells()}(-0.00224550295724255,-1602.881332220628) Dual{Cells()}(-0.00224550295724255,-1625.2722778734428) Dual{Cells()}(-0.00224550295724255,2.2091864884302318e8) Dual{Cells()}(-0.00224550295724255,-2.2091541055581915e8) Dual{Cells()}(1.0879221872331368e-10,-10.145341822295148) Dual{Cells()}(1.0879221872331368e-10,-1601.039295579446) Dual{Cells()}(1.0879221872331368e-10,-1623.3784667983864) Dual{Cells()}(1.0879221872331368e-10,-2.2091541055581915e8) Dual{Cells()}(1.0879221872331368e-10,4.420901157358921e8) Dual{Cells()}(1.0879221872331368e-10,-2.2117147061696875e8) Dual{Cells()}(-0.002102902611873958,-10.15708969435663) Dual{Cells()}(-0.002102902611873958,-1599.201486392047) Dual{Cells()}(-0.002102902611873958,-1621.4890624874029) Dual{Cells()}(-0.002102902611873958,-2.2117147061696875e8) Dual{Cells()}(-0.002102902611873958,2.211747014646073e8) Dual{Cells()}(-0.002485993623872609,-11.258979848333814) Dual{Cells()}(-0.002485993623872609,-1443.7535110877743) Dual{Cells()}(-0.002485993623872609,-1461.8954119638045) Dual{Cells()}(-0.002485993623872609,2.454470893085189e8) Dual{Cells()}(-0.002485993623872609,-2.45444172400616e8) Dual{Cells()}(6.092812691003979e-11,-11.270727720398009) Dual{Cells()}(6.092812691003979e-11,-1442.258793854016) Dual{Cells()}(6.092812691003979e-11,-1460.3629247397944) Dual{Cells()}(6.092812691003979e-11,-2.45444172400616e8) Dual{Cells()}(6.092812691003979e-11,4.911473091610677e8) Dual{Cells()}(6.092812691003979e-11,-2.4570022286800545e8) Dual{Cells()}(-0.002395165071091582,-11.282475592458875) Dual{Cells()}(-0.002395165071091582,-1440.7671675275951) Dual{Cells()}(-0.002395165071091582,-1458.8336462202444) Dual{Cells()}(-0.002395165071091582,-2.4570022286800545e8) Dual{Cells()}(-0.002395165071091582,2.457031337512948e8) Dual{Cells()}(-0.0027260188393019085,-12.384365746437208) Dual{Cells()}(-0.0027260188393019085,-1328.3575471509214) Dual{Cells()}(-0.0027260188393019085,2.6997348194664735e8) Dual{Cells()}(-0.0027260188393019085,-2.6997214120473444e8) Dual{Cells()}(1.0968223844356334e-10,-12.396113618500264) Dual{Cells()}(1.0968223844356334e-10,-1327.0920614901727) Dual{Cells()}(1.0968223844356334e-10,-2.6997214120473444e8) Dual{Cells()}(1.0968223844356334e-10,5.402016652512255e8) Dual{Cells()}(1.0968223844356334e-10,-2.702281845583158e8) Dual{Cells()}(7.572960144034118e-8,-12.407861490561205) Dual{Cells()}(7.572960144034118e-8,-1325.8289841519047) Dual{Cells()}(7.572960144034118e-8,-2.702281845583158e8) Dual{Cells()}(7.572960144034118e-8,2.702295227951614e8)], [1, 5, 10, 14, 19, 25, 30, 35, 41, 46, 51, 57, 62, 67, 73, 78, 83, 89, 94, 99, 105, 110, 115, 121, 126, 131, 137, 142, 147, 153, 158, 163, 169, 174, 179, 185, 190, 195, 201, 206, 211, 217, 222, 227, 233, 238, 243, 249, 254, 259, 265, 270, 275, 281, 286, 291, 297, 302, 307, 313, 318, 323, 329, 334, 339, 345, 350, 355, 361, 366, 371, 377, 382, 387, 393, 398, 403, 409, 414, 419, 425, 430, 435, 441, 446, 451, 457, 462, 467, 473, 478, 483, 489, 494, 499, 505, 510, 515, 521, 526, 531, 537, 542, 547, 553, 558, 563, 569, 574, 579, 585, 590, 595, 601, 606, 611, 617, 622, 626, 631, 635, 639, 644, 648, 653, 659, 664, 669, 675, 680, 685, 691, 696, 701, 707, 712, 717, 723, 728, 733, 739, 744, 749, 755, 760, 765, 771, 776, 781, 787, 792, 797, 803, 808, 813, 819, 824, 829, 835, 840, 845, 851, 856, 861, 867, 872, 877, 883, 888, 893, 899, 904, 909, 915, 920, 925, 931, 936, 941, 947, 952, 957, 963, 968, 973, 979, 984, 989, 995, 1000, 1005, 1011, 1016, 1021, 1027, 1032, 1037, 1043, 1048, 1053, 1059, 1064, 1069, 1075, 1080, 1085, 1091, 1096, 1101, 1107, 1112, 1117, 1123, 1128, 1133, 1139, 1144, 1149, 1155, 1160, 1165, 1171, 1176, 1181, 1187, 1192, 1197, 1203, 1208, 1213, 1219, 1224, 1229, 1235, 1240, 1245, 1251, 1256, 1260, 1265, 1269], [1, 2, 16, 121, 1, 2, 3, 17, 122, 2, 3, 18, 123, 4, 5, 19, 106, 124, 4, 5, 6, 20, 107, 125, 5, 6, 21, 108, 126, 7, 8, 22, 109, 127, 7, 8, 9, 23, 110, 128, 8, 9, 24, 111, 129, 10, 11, 25, 112, 130, 10, 11, 12, 26, 113, 131, 11, 12, 27, 114, 132, 13, 14, 28, 115, 133, 13, 14, 15, 29, 116, 134, 14, 15, 30, 117, 135, 1, 16, 17, 31, 136, 2, 16, 17, 18, 32, 137, 3, 17, 18, 33, 138, 4, 19, 20, 34, 139, 5, 19, 20, 21, 35, 140, 6, 20, 21, 36, 141, 7, 22, 23, 37, 142, 8, 22, 23, 24, 38, 143, 9, 23, 24, 39, 144, 10, 25, 26, 40, 145, 11, 25, 26, 27, 41, 146, 12, 26, 27, 42, 147, 13, 28, 29, 43, 148, 14, 28, 29, 30, 44, 149, 15, 29, 30, 45, 150, 16, 31, 32, 46, 151, 17, 31, 32, 33, 47, 152, 18, 32, 33, 48, 153, 19, 34, 35, 49, 154, 20, 34, 35, 36, 50, 155, 21, 35, 36, 51, 156, 22, 37, 38, 52, 157, 23, 37, 38, 39, 53, 158, 24, 38, 39, 54, 159, 25, 40, 41, 55, 160, 26, 40, 41, 42, 56, 161, 27, 41, 42, 57, 162, 28, 43, 44, 58, 163, 29, 43, 44, 45, 59, 164, 30, 44, 45, 60, 165, 31, 46, 47, 61, 166, 32, 46, 47, 48, 62, 167, 33, 47, 48, 63, 168, 34, 49, 50, 64, 169, 35, 49, 50, 51, 65, 170, 36, 50, 51, 66, 171, 37, 52, 53, 67, 172, 38, 52, 53, 54, 68, 173, 39, 53, 54, 69, 174, 40, 55, 56, 70, 175, 41, 55, 56, 57, 71, 176, 42, 56, 57, 72, 177, 43, 58, 59, 73, 178, 44, 58, 59, 60, 74, 179, 45, 59, 60, 75, 180, 46, 61, 62, 76, 181, 47, 61, 62, 63, 77, 182, 48, 62, 63, 78, 183, 49, 64, 65, 79, 184, 50, 64, 65, 66, 80, 185, 51, 65, 66, 81, 186, 52, 67, 68, 82, 187, 53, 67, 68, 69, 83, 188, 54, 68, 69, 84, 189, 55, 70, 71, 85, 190, 56, 70, 71, 72, 86, 191, 57, 71, 72, 87, 192, 58, 73, 74, 88, 193, 59, 73, 74, 75, 89, 194, 60, 74, 75, 90, 195, 61, 76, 77, 91, 196, 62, 76, 77, 78, 92, 197, 63, 77, 78, 93, 198, 64, 79, 80, 94, 199, 65, 79, 80, 81, 95, 200, 66, 80, 81, 96, 201, 67, 82, 83, 97, 202, 68, 82, 83, 84, 98, 203, 69, 83, 84, 99, 204, 70, 85, 86, 100, 205, 71, 85, 86, 87, 101, 206, 72, 86, 87, 102, 207, 73, 88, 89, 103, 208, 74, 88, 89, 90, 104, 209, 75, 89, 90, 105, 210, 76, 91, 92, 106, 211, 77, 91, 92, 93, 107, 212, 78, 92, 93, 108, 213, 79, 94, 95, 109, 214, 80, 94, 95, 96, 110, 215, 81, 95, 96, 111, 216, 82, 97, 98, 112, 217, 83, 97, 98, 99, 113, 218, 84, 98, 99, 114, 219, 85, 100, 101, 115, 220, 86, 100, 101, 102, 116, 221, 87, 101, 102, 117, 222, 88, 103, 104, 118, 223, 89, 103, 104, 105, 119, 224, 90, 104, 105, 120, 225, 4, 91, 106, 107, 226, 5, 92, 106, 107, 108, 227, 6, 93, 107, 108, 228, 7, 94, 109, 110, 229, 8, 95, 109, 110, 111, 230, 9, 96, 110, 111, 231, 10, 97, 112, 113, 232, 11, 98, 112, 113, 114, 233, 12, 99, 113, 114, 234, 13, 100, 115, 116, 235, 14, 101, 115, 116, 117, 236, 15, 102, 116, 117, 237, 103, 118, 119, 238, 104, 118, 119, 120, 239, 105, 119, 120, 240, 1, 121, 122, 136, 2, 121, 122, 123, 137, 3, 122, 123, 138, 4, 124, 125, 139, 226, 5, 124, 125, 126, 140, 227, 6, 125, 126, 141, 228, 7, 127, 128, 142, 229, 8, 127, 128, 129, 143, 230, 9, 128, 129, 144, 231, 10, 130, 131, 145, 232, 11, 130, 131, 132, 146, 233, 12, 131, 132, 147, 234, 13, 133, 134, 148, 235, 14, 133, 134, 135, 149, 236, 15, 134, 135, 150, 237, 16, 121, 136, 137, 151, 17, 122, 136, 137, 138, 152, 18, 123, 137, 138, 153, 19, 124, 139, 140, 154, 20, 125, 139, 140, 141, 155, 21, 126, 140, 141, 156, 22, 127, 142, 143, 157, 23, 128, 142, 143, 144, 158, 24, 129, 143, 144, 159, 25, 130, 145, 146, 160, 26, 131, 145, 146, 147, 161, 27, 132, 146, 147, 162, 28, 133, 148, 149, 163, 29, 134, 148, 149, 150, 164, 30, 135, 149, 150, 165, 31, 136, 151, 152, 166, 32, 137, 151, 152, 153, 167, 33, 138, 152, 153, 168, 34, 139, 154, 155, 169, 35, 140, 154, 155, 156, 170, 36, 141, 155, 156, 171, 37, 142, 157, 158, 172, 38, 143, 157, 158, 159, 173, 39, 144, 158, 159, 174, 40, 145, 160, 161, 175, 41, 146, 160, 161, 162, 176, 42, 147, 161, 162, 177, 43, 148, 163, 164, 178, 44, 149, 163, 164, 165, 179, 45, 150, 164, 165, 180, 46, 151, 166, 167, 181, 47, 152, 166, 167, 168, 182, 48, 153, 167, 168, 183, 49, 154, 169, 170, 184, 50, 155, 169, 170, 171, 185, 51, 156, 170, 171, 186, 52, 157, 172, 173, 187, 53, 158, 172, 173, 174, 188, 54, 159, 173, 174, 189, 55, 160, 175, 176, 190, 56, 161, 175, 176, 177, 191, 57, 162, 176, 177, 192, 58, 163, 178, 179, 193, 59, 164, 178, 179, 180, 194, 60, 165, 179, 180, 195, 61, 166, 181, 182, 196, 62, 167, 181, 182, 183, 197, 63, 168, 182, 183, 198, 64, 169, 184, 185, 199, 65, 170, 184, 185, 186, 200, 66, 171, 185, 186, 201, 67, 172, 187, 188, 202, 68, 173, 187, 188, 189, 203, 69, 174, 188, 189, 204, 70, 175, 190, 191, 205, 71, 176, 190, 191, 192, 206, 72, 177, 191, 192, 207, 73, 178, 193, 194, 208, 74, 179, 193, 194, 195, 209, 75, 180, 194, 195, 210, 76, 181, 196, 197, 211, 77, 182, 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VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, parameters::@NamedTuple{Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, Cp::BattMo.Cp, Cs::BattMo.Cs}, secondary_variables::@NamedTuple{Charge::Charge, Ocp::BattMo.Ocp, ReactionRateConst::BattMo.ReactionRateConst, SolidDiffFlux::BattMo.SolidDiffFlux}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, Conductivity::BattMo.Conductivity, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, mass_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{5, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, solid_diffusion_bc::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, mass_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, solid_diffusion_bc::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cp::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cs::LinearAlgebra.Adjoint{Float64, 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Dual{Cells()}(901.8928407959869,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(958.9722159713143,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(971.7592040108251,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(979.1907427007221,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(920.7211949924057,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(914.9477129867834,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(904.7749708030741,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(956.1728016624272,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(968.8164713108685,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(976.1555843583398,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.67031876309,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.67030356212,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.67031042445,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(973.0480359908022,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(986.5713901779995,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(994.4827558198818,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(910.8251117969135,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(905.2985711062172,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(895.5280646042298,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(966.7857121196148,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(979.9786818950995,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(987.6739865321949,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(914.9379646658745,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(909.3087649359699,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(899.3712930250149,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(961.8096152438902,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(974.7428492431007,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(982.2689575474292,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(917.9546358389449,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(912.2491498382532,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(902.1877077695009,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(958.5983718412032,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(971.3662064912508,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(978.785400179653,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(921.904756025663,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(916.1622879619829,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(906.0015714705653,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(955.851894727473,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(968.479119232562,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(975.8076053444928,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670339449443,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670324418214,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670331693254,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(972.1651622815465,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(985.6417428426869,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(993.5224766388021,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(911.4067686396428,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(905.8657866625658,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(896.071782073244,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(966.1098419089836,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(979.2673360428871,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(986.9394745806441,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(915.3719430576898,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(909.7318485171706,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(899.7766554304563,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(961.3838094946286,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(974.294535618108,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(981.8058266761508,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(918.387749702641,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(912.6715316437135,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(902.5925897283058,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(958.2314800822436,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(970.980519721483,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(978.3875966977288,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(944.0922912854231,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(938.5077005019148,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(928.0732797628857,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(955.5467081441975,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(968.1575418167647,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(975.4751209962776,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670341361703,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670326323107,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670333630795,0.0,0.0,0.0,0.0,0.0,1.0,0.0)], Ocp = ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(1.1575564156919123,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0008963765122864694), Dual{Cells()}(1.1491106420892894,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0008863688466549369), Dual{Cells()}(1.1443058751297506,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0008806758559750332), Dual{Cells()}(1.2281988367487833,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0009801085869157642), 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Dual{Cells()}(-0.0050854966177504065,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005082001030371535,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005079352376895825,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005079352281300503,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005079352234297966,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005114712213485552,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005112940526845638,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00510937114757944,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005109101936481592,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005112340669944312,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005113937083003919,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005032347020867205,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005030589775942758,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005027048172852925,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00502681369007334,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005030067309859638,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005031671837680021,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0048996187625996585,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.004897872825839745,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.004894353002183093,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00489414537592197,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00489741021004233,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0048990208824717775,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0050444269828314936,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005042688336924564,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005039182283535517,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00503904997431072,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005042399057396516,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0050440515444269175,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005088492709823858,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005086760294845849,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0050832660774202095,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0050806185405539266,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00508061844485686,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005080618397786142,1.0,0.0,0.0,0.0,0.0,0.0,0.0)], SolidDiffFlux = ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(3.2491464330550234e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.379577060511654e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.461875558743256e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.7468855045193994e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.6805652480766765e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.581083861235409e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.205794367247509e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3310081909003495e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.4097526494764745e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9110292220760326e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8628211638668734e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.783701950353091e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.173571027949378e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.294996918583233e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.371192442172038e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.935019186235488e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.885476635021513e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.804306851351644e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.149018098860045e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.267583674002804e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3418587385430216e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.954205111853e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9035845889722986e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8207610485276777e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.1299633693742923e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.24632600789636e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.319125402493532e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(1.4374650570625721e-18,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(1.4584411179432128e-18,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(1.502213373214499e-18,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.2432775641397543e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.372950946779989e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.454707492454908e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.861288348141982e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8122072767609967e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.734226545849603e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.2012414158117496e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3259177845617925e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.4043002449145795e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.914364850334406e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.865972110569376e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.786568938101889e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.170132656021867e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.291156571753997e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3670819399017475e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9376360367468455e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8879470444479157e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.806552425845475e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.1463843654086965e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.2646446023927776e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.338714972483548e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.956365822138499e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.90562322598952e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8226126492281253e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.127861757363113e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.243982266622507e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3166195961128257e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.4187445185348377e-20,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.443402119035791e-20,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.4940531602082167e-20,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.237256591161049e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.366205158535438e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.4474687210795743e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.885867800554484e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.838712807133673e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.76143114756111e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.1968551393446437e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.321014422163818e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.399048709432205e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9175952799493146e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8690234121754127e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.7893448760194274e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.1668063761707345e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.287441841802194e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3631062129646794e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9401818091011034e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.890350185504146e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) 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Dual{Cells()}(1492.193203374586,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1468.6291575285882,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1625.9517407207268,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1661.4355405078813,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1683.0224208411619,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1516.1239140094938,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1501.896393875395,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1477.7211538571844,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1615.1528550899104,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1649.7480976314407,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1670.7454574689627,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1523.897649603743,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1509.362029348107,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1484.702880751428,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1606.8962308542912,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1640.8181806376465,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1661.3701583304828,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1530.2265058106293,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1515.4372093502398,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1490.3805378755753,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1600.3902872935405,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1633.7855674274945,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1653.9899931061645,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(29576.655422654912,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(29576.65525968674,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(29576.654964519064,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1638.3620738075883,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1674.8766685657022,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1697.1493917995533,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1507.5354848610252,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1493.6435637943446,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1469.996800081271,0.0,1.0,0.0,0.0,0.0,0.0,0.0) 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Dual{Cells()}(29576.670346506526,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(29576.67033138178,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(29576.670338731674,0.0,0.0,0.0,0.0,0.0,0.0,1.0)]), variable_definitions = JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, Cp::BattMo.Cp, Cs::BattMo.Cs}, secondary_variables::@NamedTuple{Charge::Charge, Ocp::BattMo.Ocp, ReactionRateConst::BattMo.ReactionRateConst, SolidDiffFlux::BattMo.SolidDiffFlux}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, Conductivity::BattMo.Conductivity, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}((primary_variables = (Phi = Phi(), Cp = BattMo.Cp(), Cs = BattMo.Cs()), secondary_variables = (Charge = Charge(), Ocp = BattMo.Ocp(), ReactionRateConst = BattMo.ReactionRateConst(), SolidDiffFlux = BattMo.SolidDiffFlux()), parameters = (ECTransmissibilities = BattMo.ECTransmissibilities(), Volume = BattMo.Volume(), Temperature = Temperature(), Conductivity = BattMo.Conductivity(), VolumeFraction = BattMo.VolumeFraction()), extra_variable_fields = Symbol[])), equations = (charge_conservation = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(-0.0005023241443801,280.9662254146372,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005023241443801,-280.8966403968586,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005023241443801,-0.06939371299763472,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005023241443801,-0.0001913047810168491,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221477354002982,-280.8966403968586,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221477354002982,565.4377065167465,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221477354002982,-284.47234599282643,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221477354002982,-0.06852637170168925,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221477354002982,-0.0001937553598404564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010243865792526345,-284.47234599282643,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010243865792526345,284.5402226274034,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010243865792526345,-0.06768042863831233,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010243865792526345,-0.00019620593866406406,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009016536866928793,293.16354922687145,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009016536866928793,-293.09682864889083,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009016536866928793,-0.06652091189371363,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009016536866928793,-0.0001996660869326078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004536238609556341,-293.09682864889083,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004536238609556341,589.8352735007413,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004536238609556341,-296.67251929846606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004536238609556341,-0.0657234367187221,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004536238609556341,-0.0002021166657562152,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004480757226533453,-296.67251929846606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004480757226533453,296.73766870884,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004480757226533453,-0.06494484312937512,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004480757226533453,-0.00020456724457982263,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005804280485972927,328.054754217988,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005804280485972927,-327.9344741301307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005804280485972927,-0.05948784602382744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005804280485972927,-0.06056869986059204,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005804280485972927,-0.0002235419728654289,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000601762829367777,-327.9344741301307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000601762829367777,659.5635869303118,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000601762829367777,-331.510130852248,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000601762829367777,-0.058849188938861874,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000601762829367777,-0.059906766442530165,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000601762829367777,-0.00022599255168903566,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011820923843356033,-331.510130852248,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011820923843356033,331.6278425240712,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011820923843356033,-0.05822409201880647,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011820923843356033,-0.05925913667383273,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011820923843356033,-0.00022844313051264498,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001102383466801096,340.25046623076526,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001102383466801096,-340.1345024135333,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001102383466801096,-0.057363739672040136,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001102383466801096,-0.058368174281105606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001102383466801096,-0.00023190327878118753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005533067247931968,-340.1345024135333,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005533067247931968,683.9594092216652,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005533067247931968,-343.7101496325484,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005533067247931968,-0.056769626207817205,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005533067247931968,-0.057753195517983025,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005533067247931968,-0.00023435385760479601,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491761960162564,-343.7101496325484,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491761960162564,343.823725157912,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491761960162564,-0.05618768687942701,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491761960162564,-0.05715103404774215,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491761960162564,-0.00023680443642840269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006585913467323199,375.0769729049025,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006585913467323199,-374.97177976848474,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006585913467323199,-0.05205573323772645,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006585913467323199,-0.05288162401533411,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006585913467323199,-0.00025577916471400945,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006814776020050869,-374.97177976848474,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006814776020050869,753.623384992622,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006814776020050869,-378.5474047476903,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006814776020050869,-0.0515659688463746,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006814776020050869,-0.052376277857145444,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006814776020050869,-0.00025822974353761826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013399584862612065,-378.5474047476903,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013399584862612065,378.6506312531707,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013399584862612065,-0.05108533062488658,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013399584862612065,-0.05188049453317127,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013399584862612065,-0.00026068032236122333,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001260645096210864,387.2735856867967,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001260645096210864,-387.1717035828461,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001260645096210864,-0.05042173580749404,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001260645096210864,-0.051196227672528134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001260645096210864,-0.0002641404706297689,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006332451027898252,-387.1717035828461,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006332451027898252,778.0199768342161,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006332451027898252,-390.7473221494924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006332451027898252,-0.04996208795369659,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006332451027898252,-0.05072242287445879,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006332451027898252,-0.0002665910494533759,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006275148208654098,-390.7473221494924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006275148208654098,390.8473592366295,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006275148208654098,-0.04951074151615225,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006275148208654098,-0.05025730399268216,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006275148208654098,-0.0002690416282769841,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007368630248329796,422.10222116311184,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007368630248329796,-422.0087338686973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007368630248329796,-0.046273874865296126,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007368630248329796,-0.04692540319273964,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007368630248329796,-0.0002880163565625888,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00076132945547048,-422.0087338686973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00076132945547048,847.6857748533225,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00076132945547048,-425.5843370737042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00076132945547048,-0.04588642608100677,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00076132945547048,-0.046527017904519616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00076132945547048,-0.00029046693538619896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014980699571646048,-425.5843370737042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014980699571646048,425.6762707384914,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014980699571646048,-0.04550540948213449,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014980699571646048,-0.046135337790815675,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014980699571646048,-0.0002929175142098028,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001419029994042708,434.29945355965305,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001419029994042708,-434.20858572056767,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001419029994042708,-0.04497807110845568,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001419029994042708,-0.04559339031443355,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001419029994042708,-0.00029637766247834953,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007132520849190373,-434.20858572056767,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007132520849190373,872.0828980734266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007132520849190373,-437.78418439622266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007132520849190373,-0.044611925308374524,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007132520849190373,-0.045217203086524604,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007132520849190373,-0.0002988282413019564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007059080615635343,-437.78418439622266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007059080615635343,437.8735845366917,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007059080615635343,-0.044251690781133106,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007059080615635343,-0.044847170867779784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007059080615635343,-0.0003012788201255639,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008152642746715641,469.129584870728,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008152642746715641,-469.045442176787,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008152642746715641,-0.041647689318845715,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008152642746715641,-0.04217475107378061,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008152642746715641,-0.000320253548411174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000841336151950592,-469.045442176787,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000841336151950592,941.749980884575,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000841336151950592,-472.6210298004759,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000841336151950592,-0.041333554836914754,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000841336151950592,-0.041852648347950605,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000841336151950592,-0.000322704127234779,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016565253184079236,-472.6210298004759,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016565253184079236,472.70391450463035,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016565253184079236,-0.04102412244254337,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016565253184079236,-0.041535427005828796,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016565253184079236,-0.00032515470605838664,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010462709391251181,481.32726161288537,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010462709391251181,-481.24524236193446,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010462709391251181,-0.04059501714866448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010462709391251181,-0.0410956189479475,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010462709391251181,-0.00032861485432693214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.1095331526996995e-5,-481.24524236193446,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.1095331526996995e-5,966.1474863216008,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.1095331526996995e-5,-484.82082666862533,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.1095331526996995e-5,-0.04029650094148402,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.1095331526996995e-5,-0.04078972466644446,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.1095331526996995e-5,-0.00033106543315053775,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.304402388085841e-5,-484.82082666862533,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.304402388085841e-5,484.9016508758997,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.304402388085841e-5,-0.04000234186680182,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.304402388085841e-5,-0.04048834939563717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.304402388085841e-5,-0.000333516011974145,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121357180380283,-0.06939371299763472,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121357180380283,286.9139752934055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121357180380283,-286.77640737326874,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121357180380283,-0.06797887270911601,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121357180380283,-0.0001953344299979211,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321459140002663,-0.06852637170168925,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321459140002663,-286.77640737326874,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321459140002663,577.2643833607259,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321459140002663,-290.35210552932926,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321459140002663,-0.06714630141736233,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321459140002663,-0.00019778500882152927,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044194780452619,-0.06768042863831233,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044194780452619,-290.35210552932926,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044194780452619,290.4863200566254,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044194780452619,-0.06633386307016084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044194780452619,-0.00020023558764513678,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009567148268688642,-0.06652091189371363,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009567148268688642,299.10851556055695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009567148268688642,-298.97657133677194,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009567148268688642,-0.06521961615538163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009567148268688642,-0.0002036957359136802,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047988510832632766,-0.0657234367187221,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047988510832632766,-298.97657133677194,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047988510832632766,601.6592091799342,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047988510832632766,-302.5522554237438,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047988510832632766,-0.06445283638501167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047988510832632766,-0.00020614631473728784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004769467437705913,-0.06494484312937512,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004769467437705913,-302.5522554237438,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004769467437705913,302.6811127292295,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004769467437705913,-0.06370386546274837,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004769467437705913,-0.00020859689356089568,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005901929654875968,-0.05948784602382744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005901929654875968,333.93232192665033,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005901929654875968,-333.81416163789305,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005901929654875968,-0.05844487111160538,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005901929654875968,-0.00022757162184650206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006117198900321463,-0.058849188938861874,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006117198900321463,-333.81416163789305,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006117198900321463,671.3208827842568,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006117198900321463,-337.38981365073073,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006117198900321463,-0.05782828449352879,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006117198900321463,-0.0002300222006701091,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012018127807580773,-0.05822409201880647,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012018127807580773,-337.38981365073073,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012018127807580773,337.5054947807066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012018127807580773,-0.0572245651775995,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012018127807580773,-0.00023247277949371754,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011221615940472877,-0.057363739672040136,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011221615940472877,346.1281673984347,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011221615940472877,-346.01417445298716,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011221615940472877,-0.05639327284771832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011221615940472877,-0.00023593292776226038,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632962814816696,-0.056769626207817205,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632962814816696,-346.01417445298716,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632962814816696,695.7168188887321,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632962814816696,-349.58981744499476,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632962814816696,-0.05581898103577197,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632962814816696,-0.00023838350658586847,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589666032824792,-0.05618768687942701,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589666032824792,-349.58981744499476,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589666032824792,349.70150222846314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589666032824792,-0.055256262503540855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589666032824792,-0.0002408340854094755,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006683682075972005,-0.05205573323772645,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006683682075972005,380.9549863592818,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006683682075972005,-380.85141558500965,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006683682075972005,-0.051255232220708685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006683682075972005,-0.0002598088136950824,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006914504300970729,-0.0515659688463746,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006914504300970729,-380.85141558500965,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006914504300970729,765.3810615505882,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006914504300970729,-384.4270373971716,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006914504300970729,-0.050780340168121135,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006914504300970729,-0.00026225939251868827,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013597068274905446,-0.05108533062488658,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013597068274905446,-384.4270373971716,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013597068274905446,384.5287016015649,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013597068274905446,-0.05031416379701524,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013597068274905446,-0.00026470997134229557,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001280433589423008,-0.05042173580749404,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001280433589423008,393.15168917307824,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001280433589423008,-393.0513289485908,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001280433589423008,-0.049670318560276525,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001280433589423008,-0.00026817011961084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006432408460692632,-0.04996208795369659,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006432408460692632,-393.0513289485908,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006432408460692632,789.7777304947306,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006432408460692632,-396.6269446347488,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006432408460692632,-0.04922420273886327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006432408460692632,-0.00027062069843444836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006373096403960542,-0.04951074151615225,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006373096403960542,-396.6269446347488,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006373096403960542,396.7255144737312,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006373096403960542,-0.04878602618899438,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006373096403960542,-0.0002730712772580549,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007466583641465899,-0.046273874865296126,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007466583641465899,427.98054029271594,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007466583641465899,-427.88833418688967,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007466583641465899,-0.045640184955416684,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007466583641465899,-0.00029204600554366174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007713244264640861,-0.04588642608100677,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007713244264640861,-427.88833418688967,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007713244264640861,859.4437134989965,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007713244264640861,-431.46393516086476,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007713244264640861,-0.04526322857670646,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007713244264640861,-0.0002944965843672722,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001517857956702016,-0.04550540948213449,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001517857956702016,-431.46393516086476,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001517857956702016,431.5546299635201,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001517857956702016,-0.04489244600997954,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001517857956702016,-0.0002969471631908759,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014388456948956237,-0.04497807110845568,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014388456948956237,440.17783626238185,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014388456948956237,-440.08817864990135,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014388456948956237,-0.044379134060568405,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014388456948956237,-0.00030040731145942074,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000723261924506448,-0.044611925308374524,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000723261924506448,-440.08817864990135,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000723261924506448,883.8408913416175,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000723261924506448,-443.6637752754568,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000723261924506448,-0.044022633060744956,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000723261924506448,-0.0003028578902830305,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007157150527954384,-0.044251690781133106,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007157150527954384,-443.6637752754568,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007157150527954384,443.7520040870019,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007157150527954384,-0.04367181229489059,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007157150527954384,-0.0003053084691066358,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008250681175997162,-0.041647689318845715,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008250681175997162,475.0081226771523,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008250681175997162,-474.9250170696895,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008250681175997162,-0.041133634946545025,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008250681175997162,-0.00032428319739224125,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00085134168548685,-0.041333554836914754,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00085134168548685,-474.9250170696895,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00085134168548685,953.5081075980947,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00085134168548685,-478.5006030630717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00085134168548685,-0.04082717672044278,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00085134168548685,-0.0003267337762158494,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001676338060552054,-0.04102412244254337,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001676338060552054,-478.5006030630717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001676338060552054,478.5824816198273,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001676338060552054,-0.040525249958032215,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001676338060552054,-0.00032918435503945725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4899958207742254e-6,-0.04059501714866448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4899958207742254e-6,487.2058459629671,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4899958207742254e-6,-487.1248118397695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4899958207742254e-6,-0.04010646154557687,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4899958207742254e-6,-0.0003326445033079994,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.514330229543892e-7,-0.04029650094148402,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.514330229543892e-7,-487.1248118397695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.514330229543892e-7,977.9056531315474,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.514330229543892e-7,-490.70039463602774,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.514330229543892e-7,-0.03981505972649218,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.514330229543892e-7,-0.00033509508213160695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.726716991689802e-7,-0.04000234186680182,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.726716991689802e-7,-490.70039463602774,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.726716991689802e-7,490.78026238435564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.726716991689802e-7,-0.039527860800128864,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.726716991689802e-7,-0.00033754566095521826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218882518869682,-0.06797887270911601,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218882518869682,292.79096103062676,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218882518869682,-292.6561622610174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218882518869682,-0.06662053282125543,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218882518869682,-0.0001993640789789941,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420850528800101,-0.06714630141736233,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420850528800101,-292.6561622610174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420850528800101,589.0211844787381,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420850528800101,-296.2318534183648,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420850528800101,-0.06582068328066158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420850528800101,-0.00020181465780260078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638846392346348,-0.06633386307016084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638846392346348,-296.2318534183648,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638846392346348,296.3634313458265,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638846392346348,-0.0650397991549391,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638846392346348,-0.00020426523662620954,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828821509185487,-0.06521961615538163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828821509185487,304.9856989212179,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828821509185487,-304.8563033562601,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828821509185487,-0.06396822341745642,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828821509185487,-0.00020772538489475368,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929667451766846,-0.06445283638501167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929667451766846,-304.8563033562601,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929667451766846,613.4161780245033,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929667451766846,-308.4319812544747,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929667451766846,-0.06323040141969696,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929667451766846,-0.00021017596371836005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004900097987362294,-0.06370386546274837,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004900097987362294,-308.4319812544747,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004900097987362294,308.5584071417117,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004900097987362294,-0.06250939523174973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004900097987362294,-0.00021262654254196697,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005999596650587552,-0.05844487111160538,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005999596650587552,339.8099557726185,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005999596650587552,-339.69384148101045,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005999596650587552,-0.05743781922558925,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005999596650587552,-0.00023160127082757432,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006216793060786735,-0.05782828449352879,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006216793060786735,-339.69384148101045,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006216793060786735,683.0782350220488,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006216793060786735,-343.2694890256488,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006216793060786735,-0.05684217904638326,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006216793060786735,-0.00023405184965118146,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221537334513975,-0.0572245651775995,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221537334513975,-343.2694890256488,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221537334513975,343.38320885294917,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221537334513975,-0.05625875969427436,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221537334513975,-0.00023650242847478867,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011419412011799495,-0.05639327284771832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011419412011799495,352.00592792585763,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011419412011799495,-351.8938396102158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011419412011799495,-0.055455080217360314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011419412011799495,-0.0002399625767433343,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732867167681217,-0.05581898103577197,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732867167681217,-351.8938396102158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732867167681217,707.4742792234567,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732867167681217,-355.469478584212,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732867167681217,-0.05489963483765163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732867167681217,-0.00024241315556693905,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005687576311449474,-0.055256262503540855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005687576311449474,-355.469478584212,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005687576311449474,355.5793349112127,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005687576311449474,-0.054355200762731745,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005687576311449474,-0.00024486373439054843,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006781466104561112,-0.051255232220708685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006781466104561112,386.8330442795407,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006781466104561112,-386.73104624050836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006781466104561112,-0.0504789683489511,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006781466104561112,-0.0002638384626761565,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000701425215438147,-0.050780340168121135,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000701425215438147,-386.73104624050836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000701425215438147,777.138776179536,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000701425215438147,-390.3066650282057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000701425215438147,-0.05001828161224832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000701425215438147,-0.00026628904149976056,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013794587157721064,-0.05031416379701524,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013794587157721064,-390.3066650282057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013794587157721064,390.406813855936,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013794587157721064,-0.04956592431296437,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013794587157721064,-0.0002687396203233703,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013002237768647998,-0.049670318560276525,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013002237768647998,399.0298330974959,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013002237768647998,-398.93094961891325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013002237768647998,-0.04894096025380157,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013002237768647998,-0.0002721997685919141,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000653237561967133,-0.04922420273886327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000653237561967133,-398.93094961891325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000653237561967133,801.5355188103256,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000653237561967133,-402.506562550541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000653237561967133,-0.04850778778516415,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000653237561967133,-0.0002746503474155204,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006471052291517433,-0.04878602618899438,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006471052291517433,-402.506562550541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006471052291517433,402.6037078908541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006471052291517433,-0.048082213197886026,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006471052291517433,-0.0002771009262391288,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007564557838201082,-0.045640184955416684,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007564557838201082,433.85889073728765,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007564557838201082,-433.76793086569364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007564557838201082,-0.045023610984048064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007564557838201082,-0.00029607565452473565,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007813218664012868,-0.04526322857670646,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007813218664012868,-433.76793086569364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007813218664012868,871.2016790455414,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007813218664012868,-437.3435296984094,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007813218664012868,-0.044656726628363244,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007813218664012868,-0.00029852623334834024,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015376505692225745,-0.04489244600997954,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015376505692225745,-437.3435296984094,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015376505692225745,437.4330188925935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015376505692225745,-0.04429577136198385,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015376505692225745,-0.0003009768121719503,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014586644758028764,-0.044379134060568405,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014586644758028764,446.0562477391125,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014586644758028764,-445.96776823436255,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014586644758028764,-0.04379593372891735,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014586644758028764,-0.0003044369604404938,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007332734441643183,-0.044022633060744956,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007332734441643183,-445.96776823436255,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007332734441643183,895.5989093465336,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007332734441643183,-449.5433628900584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007332734441643183,-0.043448701512545554,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007332734441643183,-0.00030688753926409935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007255235067057387,-0.04367181229489059,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007255235067057387,-449.5433628900584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007255235067057387,449.63045097084415,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007255235067057387,-0.043106930372769234,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007255235067057387,-0.0003093381180877085,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000834873068978985,-0.041133634946545025,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000834873068978985,480.88668336154575,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000834873068978985,-480.80458930131647,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000834873068978985,-0.04063211243640057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000834873068978985,-0.0003283128463733154,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008613485655995016,-0.04082717672044278,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008613485655995016,-480.80458930131647,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008613485655995016,965.266254017456,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008613485655995016,-484.38017372342574,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008613485655995016,-0.04033305256828927,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008613485655995016,-0.0003307634251969228,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001696148918987145,-0.040525249958032215,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001696148918987145,-484.38017372342574,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001696148918987145,484.46107054908214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001696148918987145,-0.04003836169435343,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001696148918987145,-0.00033321400402052813,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.175403356999395e-9,-0.04010646154557687,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.175403356999395e-9,493.08445150941674,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.175403356999395e-9,-493.0043788511127,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.175403356999395e-9,-0.03962952260620027,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.175403356999395e-9,-0.0003366741522890716,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.459816657098169e-8,-0.03981505972649218,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.459816657098169e-8,-493.0043788511127,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.459816657098169e-8,989.6638382098172,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.459816657098169e-8,-496.57996019034374,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.459816657098169e-8,-0.039344983903150055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.459816657098169e-8,-0.00033912473111267946,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.5548416119394855e-8,-0.039527860800128864,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.5548416119394855e-8,-496.57996019034374,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.5548416119394855e-8,496.6588941275001,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.5548416119394855e-8,-0.03906450104629053,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.5548416119394855e-8,-0.00034157530993629115,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005316382110110429,-0.06662053282125543,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005316382110110429,298.6680450781972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005316382110110429,-298.53590577423023,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005316382110110429,-0.06531537741773447,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005316382110110429,-0.00020339372796006653,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005520226215470063,-0.06582068328066158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005520226215470063,-298.53590577423023,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005520226215470063,600.7780690006143,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005520226215470063,-302.11159033974826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005520226215470063,-0.06454635904835611,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005520226215470063,-0.00020584430678367266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010835704793528197,-0.0650397991549391,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010835704793528197,-302.11159033974826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010835704793528197,302.2406336608554,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010835704793528197,-0.06379522706657684,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010835704793528197,-0.00020829488560728158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034441651143873,-0.06396822341745642,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034441651143873,310.86296921023893,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034441651143873,-310.7360253128971,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034441651143873,-0.0627639188904753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034441651143873,-0.00021175503387582548,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033378609727373,-0.06323040141969696,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033378609727373,-310.7360253128971,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033378609727373,625.1732207338647,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033378609727373,-314.31169736825865,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033378609727373,-0.06205344567653597,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033378609727373,-0.00021420561269943231,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001975137164724,-0.06250939523174973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001975137164724,-314.31169736825865,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001975137164724,314.4357822873533,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001975137164724,-0.061358867671367744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001975137164724,-0.00021665619152303966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006097280055307595,-0.05743781922558925,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006097280055307595,345.6876523675247,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006097280055307595,-345.5735140505998,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006097280055307595,-0.05646486677954811,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006097280055307595,-0.00023563091980864778,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006316408995785801,-0.05684217904638326,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006316408995785801,-345.5735140505998,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006316408995785801,694.835640787083,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006316408995785801,-349.1491573519121,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006316408995785801,-0.055889124026127016,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006316408995785801,-0.0002380814986322543,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012412657279497444,-0.05625875969427436,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012412657279497444,-349.1491573519121,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012412657279497444,349.26098164188005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012412657279497444,-0.05532499819622731,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012412657279497444,-0.00024053207745586112,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001161722156034123,-0.055455080217360314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001161722156034123,357.88374487583343,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001161722156034123,-357.7734982245066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001161722156034123,-0.05454757888375799,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001161722156034123,-0.00024399222572440827,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005832779585115566,-0.05489963483765163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005832779585115566,-357.7734982245066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005832779585115566,719.231787745733,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005832779585115566,-361.3491333759562,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005832779585115566,-0.054010067627958395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005832779585115566,-0.0002464428045480124,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005785492216249723,-0.054355200762731745,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005785492216249723,-361.3491333759562,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005785492216249723,361.4572205115921,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005785492216249723,-0.05348304148978119,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005785492216249723,-0.00024889338337162056,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006879267211501592,-0.0504789683489511,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006879267211501592,392.711144660823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006879267211501592,-392.6106719666556,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006879267211501592,-0.049725857706712645,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006879267211501592,-0.0002678681116572295,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000711402129427914,-0.05001828161224832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000711402129427914,-392.6106719666556,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000711402129427914,788.8965271798022,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000711402129427914,-396.18628786429616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000711402129427914,-0.04927874854771369,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000711402129427914,-0.0002703186904808338,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001399214494731035,-0.04956592431296437,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001399214494731035,-396.18628786429616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001399214494731035,396.28496616294166,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001399214494731035,-0.04883960506323621,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001399214494731035,-0.000272769269304442,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013200159984947102,-0.04894096025380157,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013200159984947102,404.908015692325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013200159984947102,-404.810565798717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013200159984947102,-0.04823270393665029,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013200159984947102,-0.0002762294175729861,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006632354268236887,-0.04850778778516415,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006632354268236887,-404.810565798717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006632354268236887,813.2933402806284,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006632354268236887,-408.3861760943438,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006632354268236887,-0.04781191978602741,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006632354268236887,-0.00027867999639659457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006569017571257299,-0.048082213197886026,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006569017571257299,-408.3861760943438,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006569017571257299,408.48193784953276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006569017571257299,-0.04739841141585379,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006569017571257299,-0.0002811305752202005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007662549300912553,-0.045023610984048064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007662549300912553,439.7372712364334,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007662549300912553,-439.64752405119043,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007662549300912553,-0.04442346895540419,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007662549300912553,-0.00030010530350580973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007913213757455759,-0.044656726628363244,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007913213757455759,-439.64752405119043,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007913213757455759,882.9596704196794,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007913213757455759,-443.22312082758395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007913213757455759,-0.044066258394251816,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007913213757455759,-0.000302555882329414,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015574470363811,-0.04429577136198385,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015574470363811,-443.22312082758395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015574470363811,443.31143635036807,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015574470363811,-0.04371474496099714,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015574470363811,-0.00030500646115302253,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014784858392547047,-0.04379593372891735,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014784858392547047,451.9346868629134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014784858392547047,-451.84735460444654,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014784858392547047,-0.043227858128547854,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014784858392547047,-0.0003084666094215668,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007432863796800819,-0.043448701512545554,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007432863796800819,-451.84735460444654,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007432863796800819,907.356951127334,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007432863796800819,-455.42294736621835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007432863796800819,-0.042889537968355027,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007432863796800819,-0.0003109171882451749,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007353331840655125,-0.043106930372769234,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007353331840655125,-455.42294736621835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007353331840655125,455.50892413521325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007353331840655125,-0.04255647085502758,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007353331840655125,-0.0003133677670687816,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446789370749338,-0.04063211243640057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446789370749338,486.7652660917949,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446789370749338,-486.68415896770153,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446789370749338,-0.04014266916159388,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446789370749338,-0.0003323424953543893,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713565766560689,-0.04033305256828927,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713565766560689,-486.68415896770153,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713565766560689,977.0244194315039,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713565766560689,-490.25974187515567,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713565766560689,-0.03985074300429193,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713565766560689,-0.00033479307417799784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017159617956594951,-0.04003836169435343,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017159617956594951,-490.25974187515567,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017159617956594951,490.3396805115478,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017159617956594951,-0.03956303104474441,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017159617956594951,-0.00033724365300160346,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.201927363779918e-8,-0.03962952260620027,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.201927363779918e-8,498.96307750046543,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.201927363779918e-8,-498.88394348308356,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.201927363779918e-8,-0.039163790974421096,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.201927363779918e-8,-0.0003407038012701446,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7444467431437562e-9,-0.039344983903150055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7444467431437562e-9,-498.88394348308356,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7444467431437562e-9,1001.4220409133687,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7444467431437562e-9,-502.4595234161944,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7444467431437562e-9,-0.038885875807618014,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7444467431437562e-9,-0.0003431543800937559,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.79246126568027e-9,-0.03906450104629053,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.79246126568027e-9,-502.4595234161944,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.79246126568027e-9,502.5375453984189,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.79246126568027e-9,-0.038611876219330495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.79246126568027e-9,-0.000345604958917365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413907913701633,-0.06531537741773447,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413907913701633,304.54522171742144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413907913701633,-304.4156385717175,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413907913701633,-0.06406034490925991,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413907913701633,-0.00020742337694113972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000561963714993807,-0.06454635904835611,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000561963714993807,-304.4156385717175,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000561963714993807,612.5350321360538,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000561963714993807,-307.99131692140355,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000561963714993807,-0.06332040992867309,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000561963714993807,-0.00020987395576474606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001103262496884922,-0.06379522706657684,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001103262496884922,-307.99131692140355,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001103262496884922,308.117921835591,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001103262496884922,-0.0625973625863053,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001103262496884922,-0.00021232453458835366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232839051461742,-0.0627639188904753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232839051461742,316.74032156614425,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232839051461742,-316.61573776712805,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232839051461742,-0.06160409544286448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232839051461742,-0.0002157846828568985,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000513356573840026,-0.06205344567653597,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000513356573840026,-316.61573776712805,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000513356573840026,636.9303332272957,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000513356573840026,-320.1914043002437,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000513356573840026,-0.0609194789858003,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000513356573840026,-0.00021823526168050474,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005100196618866697,-0.061358867671367744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005100196618866697,-320.1914043002437,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005100196618866697,320.31323375684667,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005100196618866697,-0.06024990309107334,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005100196618866697,-0.00022068584050411195,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006194978723173868,-0.05646486677954811,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006194978723173868,351.56540855043875,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006194978723173868,-351.4531797115877,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006194978723173868,-0.05552431150264309,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006194978723173868,-0.00023966056878971836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006416045242683398,-0.055889124026127016,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006416045242683398,-351.4531797115877,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006416045242683398,706.5930974125292,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006416045242683398,-355.02881897974305,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006416045242683398,-0.05496748602472882,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006416045242683398,-0.00024211114761332907,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012609977026090248,-0.05532499819622731,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012609977026090248,-355.02881897974305,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012609977026090248,355.13881025235816,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012609977026090248,-0.054421712692456915,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012609977026090248,-0.00024456172643693325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011815043587245747,-0.05454757888375799,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011815043587245747,363.7616155016356,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011815043587245747,-363.65315061312805,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011815043587245747,-0.05366928774911853,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011815043587245747,-0.00024802187470547907,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005932699517020443,-0.054010067627958395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005932699517020443,-363.65315061312805,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005932699517020443,730.9893421344913,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005932699517020443,-367.2287821250514,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005932699517020443,-0.05314885623038311,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005932699517020443,-0.0002504724535290859,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005883413322035068,-0.05348304148978119,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005883413322035068,-367.2287821250514,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005883413322035068,367.3351565062006,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005883413322035068,-0.05263841662702313,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005883413322035068,-0.0002529230323526938,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006977087709674504,-0.049725857706712645,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006977087709674504,398.5892856172376,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006977087709674504,-398.49029298173366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006977087709674504,-0.048994880036552696,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006977087709674504,-0.0002718977606383019,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007213814166640128,-0.04927874854771369,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007213814166640128,-398.49029298173366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007213814166640128,800.6543129513184,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007213814166640128,-402.0659061155448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007213814166640128,-0.04856075715271831,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007213814166640128,-0.0002743483394619068,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014189746476196083,-0.04883960506323621,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014189746476196083,-402.0659061155448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014189746476196083,402.16315677657644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014189746476196083,-0.04813425705013875,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014189746476196083,-0.0002767989182855163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013398107079921953,-0.04823270393665029,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013398107079921953,410.78623529079726,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013398107079921953,-410.69017768059337,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013398107079921953,-0.04754464720071738,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013398107079921953,-0.00028025906655405994,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006732346765913515,-0.04781191978602741,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006732346765913515,-410.69017768059337,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006732346765913515,825.0511934897715,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006732346765913515,-414.2657854521375,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006732346765913515,-0.04713572760928816,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006732346765913515,-0.0002827096453776651,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006666994494091354,-0.04739841141585379,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006666994494091354,-414.2657854521375,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006666994494091354,414.3602028034214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006666994494091354,-0.04673377964378693,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006666994494091354,-0.00028516022420127426,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007760554509865502,-0.04442346895540419,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007760554509865502,445.6156805965832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007760554509865502,-445.52711388184616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007760554509865502,-0.043839110829131916,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007760554509865502,-0.00030413495248688267,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008013225578708197,-0.044066258394251816,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008013225578708197,-445.52711388184616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008013225578708197,894.7176866047325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008013225578708197,-449.10270868241264,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008013225578708197,-0.04349119654810593,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008013225578708197,-0.00030658553131048634,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001577246604845352,-0.04371474496099714,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001577246604845352,-449.10270868241264,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001577246604845352,449.18988122285776,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001577246604845352,-0.04314875937399855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001577246604845352,-0.0003090361101340961,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014983115468248042,-0.043227858128547854,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014983115468248042,457.81315256495094,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014983115468248042,-457.726937883972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014983115468248042,-0.04267432659193664,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014983115468248042,-0.0003124962584026372,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007533015717081982,-0.042889537968355027,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007533015717081982,-457.726937883972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007533015717081982,919.1150157727433,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007533015717081982,-461.3025288241364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007533015717081982,-0.042344579829275204,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007533015717081982,-0.0003149468372262463,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007451449770549878,-0.04255647085502758,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007451449770549878,-461.3025288241364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007451449770549878,461.3874225809217,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007451449770549878,-0.042019888514197544,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007451449770549878,-0.00031739741604985426,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544855525322621,-0.04014266916159388,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544855525322621,492.6438700761662,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544855525322621,-492.56372616083235,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544855525322621,-0.039664874027944566,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544855525322621,-0.00033637214433545785,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813655273025859,-0.03985074300429193,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813655273025859,-492.56372616083235,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813655273025859,988.782603163448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813655273025859,-496.1393076074835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813655273025859,-0.03937982940466144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813655273025859,-0.00033882272315906666,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357763876746834,-0.03956303104474441,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357763876746834,-496.1393076074835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357763876746834,496.21831076323843,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357763876746834,-0.039098851408228365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357763876746834,-0.0003412733019826741,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.622226661211177e-8,-0.039163790974421096,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.622226661211177e-8,504.84172321976536,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.622226661211177e-8,-504.7635058190408,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.622226661211177e-8,-0.03870887629985327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.622226661211177e-8,-0.0003447334502512175,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.919147331379932e-11,-0.038885875807618014,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.919147331379932e-11,-504.7635058190408,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.919147331379932e-11,1013.1802606296212,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.919147331379932e-11,-508.3390843946339,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.919147331379932e-11,-0.038437356109687744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.919147331379932e-11,-0.00034718402907482084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0865311326289654e-11,-0.038611876219330495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0865311326289654e-11,-508.3390843946339,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0865311326289654e-11,508.4162155230843,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0865311326289654e-11,-0.03816961762312315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0865311326289654e-11,-0.00034963460789843616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511462629628685,-0.06406034490925991,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511462629628685,310.422485664622,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511462629628685,-310.2953612625623,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511462629628685,-0.06285260412445809,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511462629628685,-0.00021145302592221266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005719085354229353,-0.06332040992867309,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005719085354229353,-310.2953612625623,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005719085354229353,624.2920694548114,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005719085354229353,-313.8710337443917,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005719085354229353,-0.06214013432404808,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005719085354229353,-0.00021390360474581862,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011229611467131937,-0.0625973625863053,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011229611467131937,-313.8710337443917,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011229611467131937,313.9952910875273,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011229611467131937,-0.06144362636569085,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011229611467131937,-0.00021635418356942744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430593741269916,-0.06160409544286448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430593741269916,322.61775148315763,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430593741269916,-322.4954412385737,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430593741269916,-0.06048633480924984,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430593741269916,-0.00021981433183797057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233441088439748,-0.0609194789858003,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233441088439748,-322.4954412385737,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233441088439748,648.6875117191651,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233441088439748,-326.07110254708283,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233441088439748,-0.059826189612004026,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233441088439748,-0.0002222649106615776,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005198093127564424,-0.06024990309107334,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005198093127564424,-326.07110254708283,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005198093127564424,326.1907574561495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005198093127564424,-0.059180290486151386,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005198093127564424,-0.00022471548948518479,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006292691791950143,-0.05552431150264309,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006292691791950143,357.44322136922966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006292691791950143,-357.3328388049882,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006292691791950143,-0.0546145625210115,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006292691791950143,-0.00024369021777079138,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006515700665773211,-0.05496748602472882,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006515700665773211,-357.3328388049882,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006515700665773211,718.3506024057519,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006515700665773211,-360.908474236468,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006515700665773211,-0.054075737474399935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006515700665773211,-0.0002461407965944016,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012807330614474095,-0.054421712692456915,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012807330614474095,-360.908474236468,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012807330614474095,361.01669197634055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012807330614474095,-0.053547435804674255,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012807330614474095,-0.0002485913754180059,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012012877467668791,-0.05366928774911853,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012012877467668791,369.63953723201564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012012877467668791,-369.53279707327835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012012877467668791,-0.05281881946451473,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012012877467668791,-0.0002520515236865509,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006032626611217581,-0.05314885623038311,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006032626611217581,-369.53279707327835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006032626611217581,742.7469402154643,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006032626611217581,-373.1084251171584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006032626611217581,-0.05231466669463532,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006032626611217581,-0.00025450210251015925,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005981339383279358,-0.05263841662702313,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005981339383279358,-373.1084251171584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005981339383279358,373.21314052954597,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005981339383279358,-0.051820043079190456,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005981339383279358,-0.00025695268133376514,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007074930688589919,-0.048994880036552696,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007074930688589919,404.46746537274066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007074930688589919,-404.3699094911591,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007074930688589919,-0.048285074135359304,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007074930688589919,-0.0002759274096193744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007313634080944993,-0.04856075715271831,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007313634080944993,-404.3699094911591,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007313634080944993,812.41213198673,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007313634080944993,-407.9455199803746,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007313634080944993,-0.04786338005506763,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007313634080944993,-0.0002783779884429778,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438739822841926,-0.04813425705013875,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438739822841926,-407.9455199803746,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438739822841926,408.0413840512495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438739822841926,-0.04744898525745211,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438739822841926,-0.0002808285672665884,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001359608492155016,-0.04754464720071738,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001359608492155016,416.6644903207215,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001359608492155016,-416.5697854464541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001359608492155016,-0.046875938351155735,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001359608492155016,-0.0002842887155351303,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006832356169917808,-0.04713572760928816,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006832356169917808,-416.5697854464541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006832356169917808,836.8090771016301,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006832356169917808,-420.145390799608,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006832356169917808,-0.04647838866443516,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006832356169917808,-0.0002867392943587378,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006764985955815861,-0.04673377964378693,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006764985955815861,-420.145390799608,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006764985955815861,420.23850129228816,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006764985955815861,-0.04608752316322937,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006764985955815861,-0.00028918987318234514,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007858569996563981,-0.043839110829131916,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007858569996563981,451.4941176858468,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007858569996563981,-451.40670048822716,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007858569996563981,-0.04326992218906992,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007858569996563981,-0.0003081646014679538,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008113250222858603,-0.04349119654810593,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008113250222858603,-451.40670048822716,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008113250222858603,906.4757266355068,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008113250222858603,-454.98229338949255,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008113250222858603,-0.0429309460587315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008113250222858603,-0.000310615180291558,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015970485304121905,-0.04314875937399855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015970485304121905,-454.98229338949255,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015970485304121905,455.06835245282207,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015970485304121905,-0.042597238196444176,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015970485304121905,-0.00031306575911516646,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001518202554741666,-0.04267432659193664,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001518202554741666,463.6916438306905,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001518202554741666,-463.6065181903996,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001518202554741666,-0.042134787791582806,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001518202554741666,-0.0003165259073837095,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007633488210586407,-0.042344579829275204,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007633488210586407,-463.6065181903996,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007633488210586407,930.8731024170838,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007633488210586407,-467.1821073776617,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007633488210586407,-0.04181329270706195,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007633488210586407,-0.0003189764862073191,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007549895091451914,-0.042019888514197544,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007549895091451914,-467.1821073776617,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007549895091451914,467.26594535849677,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007549895091451914,-0.04149666525585558,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007549895091451914,-0.00032142706503092487,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642927778394919,-0.039664874027944566,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642927778394919,498.5224945601446,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642927778394919,-498.4432909681145,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642927778394919,-0.03919831620881779,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642927778394919,-0.0003404017933165331,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913752600136542,-0.03937982940466144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913752600136542,-498.4432909681145,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913752600136542,1000.540804567429,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913752600136542,-502.0188710048503,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913752600136542,-0.03891991268736284,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913752600136542,-0.0003428523721401369,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555924017191057,-0.039098851408228365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555924017191057,-502.0188710048503,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555924017191057,502.0969605942403,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555924017191057,-0.038645435030753406,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555924017191057,-0.0003453029509637519,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.715021434591008e-8,-0.03870887629985327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.715021434591008e-8,510.7203879834112,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.715021434591008e-8,-510.6430659378644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.715021434591008e-8,-0.038264406147735894,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.715021434591008e-8,-0.0003487630992322907,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6629964670360346e-11,-0.038437356109687744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6629964670360346e-11,-510.6430659378644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6629964670360346e-11,1024.9384967730057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6629964670360346e-11,-514.2186432025851,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6629964670360346e-11,-0.037999062768497315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6629964670360346e-11,-0.0003512136780558997,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7018445899163706e-11,-0.03816961762312315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7018445899163706e-11,-514.2186432025851,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7018445899163706e-11,514.2949038577158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7018445899163706e-11,-0.037737373250701346,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7018445899163706e-11,-0.0003536642568795027,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005609044353395677,-0.06285260412445809,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005609044353395677,316.29983203032754,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005609044353395677,-316.17507441048167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005609044353395677,-0.061689533046545876,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005609044353395677,-0.00021548267490328535,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000581856834471439,-0.06214013432404808,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000581856834471439,-316.17507441048167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000581856834471439,636.0491768529275,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000581856834471439,-319.75074134685843,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000581856834471439,-0.06100302800965872,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000581856834471439,-0.0002179332537268913,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011426659893319692,-0.06144362636569085,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011426659893319692,-319.75074134685843,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011426659893319692,319.87273698249095,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011426659893319692,-0.06033162543431729,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011426659893319692,-0.0002203838325504996,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010628323023234246,-0.06048633480924984,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010628323023234246,328.4952547792483,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010628323023234246,-328.37513620965626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010628323023234246,-0.0594083908019642,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010628323023234246,-0.00022384398081904248,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005333306013126131,-0.059826189612004026,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005333306013126131,-328.37513620965626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005333306013126131,660.4447526924997,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005333306013126131,-331.9507925701101,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005333306013126131,-0.05877142856173017,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005333306013126131,-0.00022629455964265097,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295975329154048,-0.059180290486151386,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295975329154048,-331.9507925701101,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295975329154048,332.068349578594,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295975329154048,-0.05814797285926809,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295975329154048,-0.00022874513846625808,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006390418693160896,-0.0546145625210115,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006390418693160896,363.3210880634206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006390418693160896,-363.2124916496365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006390418693160896,-0.05373413139631978,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006390418693160896,-0.00024771986675186573,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000661537446899339,-0.054075737474399935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000661537446899339,-363.2124916496365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000661537446899339,730.1081534340312,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000661537446899339,-366.7881234282593,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000661537446899339,-0.05321244821542823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000661537446899339,-0.0002501704455754698,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013004716711765168,-0.053547435804674255,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013004716711765168,-366.7881234282593,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013004716711765168,366.8946242779167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013004716711765168,-0.05270079282829492,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013004716711765168,-0.0002526210243990795,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00122107230119822,-0.05281881946451473,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00122107230119822,375.51750765708624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00122107230119822,-375.412437883318,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00122107230119822,-0.051994873131109856,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00122107230119822,-0.0002560811726676235,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006132560745285573,-0.05231466669463532,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006132560745285573,-375.412437883318,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006132560745285573,754.5045799492673,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006132560745285573,-378.98806262008844,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006132560745285573,-0.051506247414764346,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006132560745285573,-0.0002585317514912298,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006079270364038941,-0.051820043079190456,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006079270364038941,-378.98806262008844,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006079270364038941,379.09117036171926,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006079270364038941,-0.05102671622131043,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006079270364038941,-0.0002609823303148387,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007172800097279152,-0.048285074135359304,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007172800097279152,410.34568225352325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007172800097279152,-410.2495216886852,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007172800097279152,-0.04759553364413098,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007172800097279152,-0.00027995705860044644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007413485307568041,-0.04786338005506763,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007413485307568041,-410.2495216886852,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007413485307568041,824.1699828643889,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007413485307568041,-413.82512964566905,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007413485307568041,-0.047185742342147854,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007413485307568041,-0.00028240763742405157,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014585108697597602,-0.04744898525745211,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014585108697597602,-413.82512964566905,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014585108697597602,413.91964643401013,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014585108697597602,-0.04678294486732761,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014585108697597602,-0.0002848582162476603,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001379410108074369,-0.046875938351155735,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001379410108074369,422.54277929787685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001379410108074369,-422.44938926826666,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001379410108074369,-0.046225772894481966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001379410108074369,-0.00028831836451620447,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006932386334619034,-0.04647838866443516,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006932386334619034,-422.44938926826666,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006932386334619034,848.5669898543625,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006932386334619034,-426.0249923029189,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006932386334619034,-0.04583912556911439,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006932386334619034,-0.0002907689433398107,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000686299558665154,-0.04608752316322937,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000686299558665154,-426.0249923029189,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000686299558665154,426.1168319361751,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000686299558665154,-0.04545889057080381,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000686299558665154,-0.00029321952216341884,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007956592322974174,-0.04326992218906992,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007956592322974174,457.3725814318371,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007956592322974174,-457.2862839953065,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007956592322974174,-0.04271532009103845,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007956592322974174,-0.0003121942504490272,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008213283827614112,-0.0429309460587315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008213283827614112,-457.2862839953065,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008213283827614112,918.2337895980595,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008213283827614112,-460.86187506972624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008213283827614112,-0.04238494213879566,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008213283827614112,-0.0003146448292726311,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016168520195435445,-0.042597238196444176,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016168520195435445,-460.86187506972624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016168520195435445,460.94684903742734,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016168520195435445,-0.042059634096587674,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016168520195435445,-0.0003170954080962409,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015395564597079528,-0.042134787791582806,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015395564597079528,469.57015969698256,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015395564597079528,-469.4860956357241,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015395564597079528,-0.041608717910511156,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015395564597079528,-0.0003205555563647858,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007741129881614212,-0.04181329270706195,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007741129881614212,-469.4860956357241,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007741129881614212,942.6312102383919,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007741129881614212,-473.06168313514723,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007741129881614212,-0.04129516867827269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007741129881614212,-0.0003230061351883896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007655684419888929,-0.04149666525585558,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007655684419888929,-473.06168313514723,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007655684419888929,473.14449156556907,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007655684419888929,-0.0409863084519807,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007655684419888929,-0.0003254567140119998,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008741008409099276,-0.03919831620881779,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008741008409099276,504.4011388248916,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008741008409099276,-504.32285347327235,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008741008409099276,-0.038742603968159296,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008741008409099276,-0.0003444314422976068,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013859813420326,-0.03891991268736284,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013859813420326,-504.32285347327235,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013859813420326,1012.2990230290823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013859813420326,-507.8984321489162,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013859813420326,-0.03847061218525897,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013859813420326,-0.00034688202112120663,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017754102787678116,-0.038645435030753406,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017754102787678116,-507.8984321489162,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017754102787678116,507.97562932847285,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017754102787678116,-0.03820241192596363,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017754102787678116,-0.0003493325999448213,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.795867801760628e-8,-0.038264406147735894,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.795867801760628e-8,516.5990711392487,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.795867801760628e-8,-516.5226239153698,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.795867801760628e-8,-0.03783002498301293,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.795867801760628e-8,-0.0003527927482133587,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.977823697269007e-11,-0.037999062768497315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.977823697269007e-11,-516.5226239153698,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.977823697269007e-11,1036.69674878518,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.977823697269007e-11,-520.0981999136558,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.977823697269007e-11,-0.03757065005882042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.977823697269007e-11,-0.0003552433270369732,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0246192400486574e-11,-0.037737373250701346,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0246192400486574e-11,-520.0981999136558,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0246192400486574e-11,520.173609787663,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0246192400486574e-11,-0.037314806850728396,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0246192400486574e-11,-0.0003576939058605753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706650979975354,-0.06056869986059204,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706650979975354,-0.061689533046545876,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706650979975354,322.1772562831938,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706650979975354,-322.05477853796276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706650979975354,-0.00021951232388435713,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005918083491784069,-0.059906766442530165,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005918083491784069,-0.06100302800965872,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005918083491784069,-322.05477853796276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005918083491784069,647.8063505234993,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005918083491784069,-325.63044022818156,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005918083491784069,-0.00022196290270796364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011623765523344357,-0.05925913667383273,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011623765523344357,-0.06033162543431729,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011623765523344357,-325.63044022818156,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011623765523344357,325.75025540377123,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011623765523344357,-0.00022441348153157134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001082606979116823,-0.058368174281105606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001082606979116823,-0.0594083908019642,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001082606979116823,334.37282756749494,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001082606979116823,-334.25482312878205,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001082606979116823,-0.00022787362980011513,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005433181335186971,-0.057753195517983025,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005433181335186971,-0.05877142856173017,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005433181335186971,-334.25482312878205,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005433181335186971,672.2020528756441,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005433181335186971,-337.83047479857373,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005433181335186971,-0.00023032420862372294,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393864804415653,-0.05715103404774215,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393864804415653,-0.05814797285926809,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393864804415653,-337.83047479857373,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393864804415653,337.9460065802682,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393864804415653,-0.00023277478744733034,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006488159202545486,-0.05288162401533411,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006488159202545486,-0.05373413139631978,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006488159202545486,369.1990060491349,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006488159202545486,-369.0921385442075,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006488159202545486,-0.00025174951573293965,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006715066247597051,-0.052376277857145444,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006715066247597051,-0.05321244821542823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006715066247597051,-369.0921385442075,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006715066247597051,741.8657483126665,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006715066247597051,-372.66776684229177,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006715066247597051,-0.0002542000945565436,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001320213472529994,-0.05188049453317127,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001320213472529994,-0.05270079282829492,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001320213472529994,-372.66776684229177,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001320213472529994,372.7726047803266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001320213472529994,-0.0002566506733801523,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012408580538833662,-0.051196227672528134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012408580538833662,-0.051994873131109856,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012408580538833662,381.3955245163263,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012408580538833662,-381.292073304701,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012408580538833662,-0.00026011082164869605,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006232502064649812,-0.05072242287445879,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006232502064649812,-0.051506247414764346,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006232502064649812,-381.292073304701,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006232502064649812,766.2622594217672,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006232502064649812,-384.8676948853766,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006232502064649812,-0.0002625614004723042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006177206473558571,-0.05025730399268216,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006177206473558571,-0.05102671622131043,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006177206473558571,-384.8676948853766,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006177206473558571,384.9692439175699,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006177206473558571,-0.00026501197929591037,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007270701222932986,-0.04692540319273964,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007270701222932986,-0.04759553364413098,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007270701222932986,416.2239346805152,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007270701222932986,-416.1291297569707,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007270701222932986,-0.00028398670758152003,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007513373565561271,-0.046527017904519616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007513373565561271,-0.047185742342147854,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007513373565561271,-416.1291297569707,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007513373565561271,835.9278642424954,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007513373565561271,-419.70473528799164,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007513373565561271,-0.0002864372864051241,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001478287335619126,-0.046135337790815675,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001478287335619126,-0.04678294486732761,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001478287335619126,-419.70473528799164,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001478287335619126,419.797942458515,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001478287335619126,-0.0002888878652287318,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013992179403149794,-0.04559339031443355,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013992179403149794,-0.046225772894481966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013992179403149794,428.4211008197042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013992179403149794,-428.32898930848177,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013992179403149794,-0.0002923480134972771,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007032442236550113,-0.045217203086524604,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007032442236550113,-0.04583912556911439,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007032442236550113,-428.32898930848177,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007032442236550113,860.3249305546805,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007032442236550113,-431.90459011895075,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007032442236550113,-0.0002947985923208842,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006961028072241212,-0.044847170867779784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006961028072241212,-0.04545889057080381,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006961028072241212,-431.90459011895075,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006961028072241212,431.99519342956046,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006961028072241212,-0.0002972491711444916,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000805461803634287,-0.04217475107378061,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000805461803634287,-0.04271532009103845,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000805461803634287,463.251070815693,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000805461803634287,-463.1658645206288,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000805461803634287,-0.0003162238994300981,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008313322528325844,-0.041852648347950605,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008313322528325844,-0.04238494213879566,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008313322528325844,-463.1658645206288,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008313322528325844,929.9918746225472,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008313322528325844,-466.74145383695344,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008313322528325844,-0.00031867447825370353,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016366550519243243,-0.041535427005828796,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016366550519243243,-0.042059634096587674,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016366550519243243,-466.74145383695344,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016366550519243243,466.82537002311295,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016366550519243243,-0.000321125057077315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015921284511156049,-0.0410956189479475,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015921284511156049,-0.041608717910511156,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015921284511156049,475.4486992478682,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015921284511156049,-475.3656703258044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015921284511156049,-0.0003245852053458592,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008009935274815436,-0.04078972466644446,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008009935274815436,-0.04129516867827269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008009935274815436,-475.3656703258044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008009935274815436,954.3893384544014,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008009935274815436,-478.9412561994681,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008009935274815436,-0.0003270357841694626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000791895722051814,-0.04048834939563717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000791895722051814,-0.0409863084519807,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000791895722051814,-478.9412561994681,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000791895722051814,479.0230603436787,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000791895722051814,-0.0003294863629930715,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008839202453274044,-0.038742603968159296,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008839202453274044,510.2415048205808,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008839202453274044,-510.2024137555214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008839202453274044,-0.0003484610912786833,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009114082554964946,-0.03847061218525897,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009114082554964946,-510.2024137555214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009114082554964946,1024.0192263962217,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009114082554964946,-513.777991116845,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009114082554964946,-0.00035091167010228386,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001795251318526437,-0.03820241192596363,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001795251318526437,-513.777991116845,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001795251318526437,513.8165468910198,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001795251318526437,-0.000353362248925892,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.879118593755977e-8,-0.03783002498301293,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.879118593755977e-8,522.440366671631,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.879118593755977e-8,-522.4021798242508,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.879118593755977e-8,-0.0003568223971944385,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0185277528118744e-11,-0.03757065005882042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0185277528118744e-11,-522.4021798242508,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0185277528118744e-11,1048.417864345549,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0185277528118744e-11,-525.9777545982636,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0185277528118744e-11,-0.000359272976018044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.065867177965556e-11,-0.037314806850728396,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.065867177965556e-11,-525.9777545982636,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.065867177965556e-11,526.0154311286692,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.065867177965556e-11,-0.0003617235548416564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005023018456970309,-0.0001913047810168491,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005023018456970309,280.9662254146316,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005023018456970309,-280.89664039685294,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005023018456970309,-0.06939371299763475,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221228484078649,-0.0001937553598404564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221228484078649,-280.89664039685294,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221228484078649,565.437706516752,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221228484078649,-284.4723459928374,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005221228484078649,-0.06852637170168928,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001024336004219544,-0.00019620593866406406,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001024336004219544,-284.4723459928374,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001024336004219544,284.5402226274144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001024336004219544,-0.0676804286383123,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009016261513990055,-0.0001996660869326078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009016261513990055,293.16354922688043,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009016261513990055,-293.0968286488998,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009016261513990055,-0.06652091189371363,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00045360771742192327,-0.0002021166657562152,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00045360771742192327,-293.0968286488998,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00045360771742192327,589.835273500753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00045360771742192327,-296.6725192984687,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00045360771742192327,-0.06572343671872209,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00044806102671278805,-0.00020456724457982263,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00044806102671278805,-296.6725192984687,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00044806102671278805,296.73766870884265,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00044806102671278805,-0.06494484312937515,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005803681194921173,-0.0002235419728654289,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005803681194921173,328.0547542179875,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005803681194921173,-327.93447413013024,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005803681194921173,-0.059487846023827395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005803681194921173,-0.060568699860592067,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006016961929832654,-0.00022599255168903566,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006016961929832654,-327.93447413013024,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006016961929832654,659.563586930297,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006016961929832654,-331.51013085223366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006016961929832654,-0.05884918893886192,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006016961929832654,-0.059906766442530165,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011819618235024004,-0.00022844313051264498,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011819618235024004,-331.51013085223366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011819618235024004,331.62784252405686,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011819618235024004,-0.05822409201880649,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011819618235024004,-0.05925913667383269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011022915257986766,-0.00023190327878118753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011022915257986766,340.2504662307626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011022915257986766,-340.13450241353064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011022915257986766,-0.0573637396720401,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011022915257986766,-0.058368174281105606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005532571786121088,-0.00023435385760479601,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005532571786121088,-340.13450241353064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005532571786121088,683.959409221658,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005532571786121088,-343.7101496325439,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005532571786121088,-0.056769626207817205,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005532571786121088,-0.057753195517983004,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491298619766552,-0.00023680443642840269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491298619766552,-343.7101496325439,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491298619766552,343.8237251579075,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491298619766552,-0.056187686879427,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005491298619766552,-0.05715103404774218,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006583675117619792,-0.00025577916471400945,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006583675117619792,375.07697290491797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006583675117619792,-374.9717797685002,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006583675117619792,-0.05205573323772641,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006583675117619792,-0.05288162401533413,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006812293809788506,-0.00025822974353761826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006812293809788506,-374.9717797685002,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006812293809788506,753.6233849926314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006812293809788506,-378.54740474768414,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006812293809788506,-0.051565968846374606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006812293809788506,-0.052376277857145416,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013394793057528024,-0.00026068032236122333,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013394793057528024,-378.54740474768414,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013394793057528024,378.65063125316453,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013394793057528024,-0.051085330624886585,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013394793057528024,-0.051880494533171236,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012602738722269158,-0.0002641404706297689,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012602738722269158,387.2735856868166,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012602738722269158,-387.171703582866,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012602738722269158,-0.05042173580749404,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012602738722269158,-0.05119622767252817,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006330494024381743,-0.0002665910494533759,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006330494024381743,-387.171703582866,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006330494024381743,778.0199768341947,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006330494024381743,-390.74732214945107,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006330494024381743,-0.0499620879536966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006330494024381743,-0.05072242287445881,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006273322110787567,-0.0002690416282769841,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006273322110787567,-390.74732214945107,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006273322110787567,390.84735923658815,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006273322110787567,-0.04951074151615223,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006273322110787567,-0.0502573039926822,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007364346870926378,-0.0002880163565625888,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007364346870926378,422.1022211631394,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007364346870926378,-422.00873386872485,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007364346870926378,-0.04627387486529616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007364346870926378,-0.04692540319273961,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007608554124585691,-0.00029046693538619896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007608554124585691,-422.00873386872485,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007608554124585691,847.6857748533766,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007608554124585691,-425.58433707373086,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007608554124585691,-0.045886426081006786,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007608554124585691,-0.046527017904519616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014971557242249613,-0.0002929175142098028,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014971557242249613,-425.58433707373086,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014971557242249613,425.67627073851804,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014971557242249613,-0.045505409482134516,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014971557242249613,-0.04613533779081564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014182964748651276,-0.00029637766247834953,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014182964748651276,434.2994535596226,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014182964748651276,-434.2085857205372,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014182964748651276,-0.04497807110845558,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014182964748651276,-0.04559339031443361,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007128662322193501,-0.0002988282413019564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007128662322193501,-434.2085857205372,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007128662322193501,872.0828980733796,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007128662322193501,-437.78418439620623,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007128662322193501,-0.0446119253083745,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007128662322193501,-0.04521720308652463,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007055486438684418,-0.0003012788201255639,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007055486438684418,-437.78418439620623,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007055486438684418,437.87358453667525,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007055486438684418,-0.04425169078113313,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007055486438684418,-0.04484717086777975,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000815159714044787,-0.000320253548411174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000815159714044787,469.12958487069073,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000815159714044787,-469.0454421767497,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000815159714044787,-0.041647689318845646,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000815159714044787,-0.04217475107378078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008412206328372899,-0.000322704127234779,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008412206328372899,-469.0454421767497,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008412206328372899,941.7499808845782,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008412206328372899,-472.62102980051634,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008412206328372899,-0.04133355483691479,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008412206328372899,-0.04185264834795058,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016563002560797146,-0.00032515470605838664,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016563002560797146,-472.62102980051634,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016563002560797146,472.70391450467076,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016563002560797146,-0.0410241224425434,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016563002560797146,-0.04153542700582879,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010463590220358782,-0.00032861485432693214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010463590220358782,481.3272616128154,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010463590220358782,-481.2452423618645,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010463590220358782,-0.04059501714866446,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00010463590220358782,-0.041095618947947464,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.109726176172624e-5,-0.00033106543315053775,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.109726176172624e-5,-481.2452423618645,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.109726176172624e-5,966.147486321473,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.109726176172624e-5,-484.82082666856746,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.109726176172624e-5,-0.04029650094148395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.109726176172624e-5,-0.04078972466644454,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.3046091711370906e-5,-0.000333516011974145,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.3046091711370906e-5,-484.82082666856746,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.3046091711370906e-5,484.9016508758418,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.3046091711370906e-5,-0.04000234186680188,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.3046091711370906e-5,-0.04048834939563719,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121123136473025,-0.0001953344299979211,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121123136473025,-0.06939371299763475,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121123136473025,286.9139752934115,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121123136473025,-286.77640737327476,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005121123136473025,-0.06797887270911603,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321198065853342,-0.00019778500882152927,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321198065853342,-0.06852637170168928,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321198065853342,-286.77640737327476,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321198065853342,577.264383360735,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321198065853342,-290.35210552933233,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005321198065853342,-0.06714630141736233,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044141894286133,-0.00020023558764513678,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044141894286133,-0.0676804286383123,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044141894286133,-290.35210552933233,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044141894286133,290.4863200566285,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001044141894286133,-0.06633386307016084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009566826706349998,-0.0002036957359136802,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009566826706349998,-0.06652091189371363,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009566826706349998,299.10851556055957,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009566826706349998,-298.97657133677455,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009566826706349998,-0.06521961615538162,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047986678169442795,-0.00020614631473728784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047986678169442795,-0.06572343671872209,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047986678169442795,-298.97657133677455,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047986678169442795,601.6592091799388,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047986678169442795,-302.5522554237457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047986678169442795,-0.0644528363850117,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047692961453843166,-0.00020859689356089568,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047692961453843166,-0.06494484312937515,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047692961453843166,-302.5522554237457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047692961453843166,302.68111272923136,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00047692961453843166,-0.06370386546274832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000590121990116745,-0.00022757162184650206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000590121990116745,-0.059487846023827395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000590121990116745,333.9323219266405,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000590121990116745,-333.8141616378832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000590121990116745,-0.05844487111160533,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006116410016736193,-0.0002300222006701091,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006116410016736193,-0.05884918893886192,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006116410016736193,-333.8141616378832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006116410016736193,671.3208827842313,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006116410016736193,-337.38981365071504,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006116410016736193,-0.057828284493528705,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012016587057598468,-0.00023247277949371754,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012016587057598468,-0.05822409201880649,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012016587057598468,-337.38981365071504,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012016587057598468,337.5054947806909,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012016587057598468,-0.05722456517759955,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011220512333840569,-0.00023593292776226038,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011220512333840569,-0.0573637396720401,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011220512333840569,346.1281673984285,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011220512333840569,-346.01417445298097,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011220512333840569,-0.05639327284771832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632370957751024,-0.00023838350658586847,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632370957751024,-0.056769626207817205,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632370957751024,-346.01417445298097,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632370957751024,695.7168188887324,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632370957751024,-349.58981744500124,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005632370957751024,-0.055818981035771986,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589112712009845,-0.0002408340854094755,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589112712009845,-0.056187686879427,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589112712009845,-349.58981744500124,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589112712009845,349.7015022284696,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005589112712009845,-0.055256262503540855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006681066967101668,-0.0002598088136950824,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006681066967101668,-0.05205573323772641,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006681066967101668,380.95498635928686,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006681066967101668,-380.8514155850147,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006681066967101668,-0.05125523222070863,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000691160509791823,-0.00026225939251868827,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000691160509791823,-0.051565968846374606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000691160509791823,-380.8514155850147,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000691160509791823,765.3810615505935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000691160509791823,-384.4270373971717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000691160509791823,-0.05078034016812116,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013591475790131926,-0.00026470997134229557,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013591475790131926,-0.051085330624886585,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013591475790131926,-384.4270373971717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013591475790131926,384.528701601565,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013591475790131926,-0.05031416379701524,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012799972269359986,-0.00026817011961084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012799972269359986,-0.05042173580749404,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012799972269359986,393.1516891730736,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012799972269359986,-393.05132894858616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012799972269359986,-0.04967031856027651,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006430110623738772,-0.00027062069843444836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006430110623738772,-0.0499620879536966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006430110623738772,-393.05132894858616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006430110623738772,789.7777304947255,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006430110623738772,-396.62694463474827,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006430110623738772,-0.04922420273886327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006370952791784493,-0.0002730712772580549,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006370952791784493,-0.04951074151615223,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006370952791784493,-396.62694463474827,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006370952791784493,396.7255144737307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006370952791784493,-0.04878602618899439,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007462857526029442,-0.00029204600554366174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007462857526029442,-0.04627387486529616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007462857526029442,427.9805402927075,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007462857526029442,-427.8883341868812,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007462857526029442,-0.045640184955416684,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007709121361015925,-0.0002944965843672722,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007709121361015925,-0.045886426081006786,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007709121361015925,-427.8883341868812,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007709121361015925,859.443713499006,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007709121361015925,-431.46393516088267,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007709121361015925,-0.04526322857670653,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015170624516500884,-0.0002969471631908759,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015170624516500884,-0.045505409482134516,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015170624516500884,-431.46393516088267,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015170624516500884,431.554629963538,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015170624516500884,-0.04489244600997957,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438206553419206,-0.00030040731145942074,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438206553419206,-0.04497807110845558,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438206553419206,440.1778362624236,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438206553419206,-440.08817864994313,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001438206553419206,-0.044379134060568454,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007229255427610483,-0.0003028578902830305,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007229255427610483,-0.0446119253083745,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007229255427610483,-440.08817864994313,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007229255427610483,883.8408913416434,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007229255427610483,-443.663775275441,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007229255427610483,-0.04402263306074495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007154017807403801,-0.0003053084691066358,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007154017807403801,-0.04425169078113313,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007154017807403801,-443.663775275441,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007154017807403801,443.7520040869861,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007154017807403801,-0.04367181229489064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008249868334019958,-0.00032428319739224125,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008249868334019958,-0.041647689318845646,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008249868334019958,475.0081226771578,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008249868334019958,-474.925017069695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008249868334019958,-0.041133634946545046,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000851251905408608,-0.0003267337762158494,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000851251905408608,-0.04133355483691479,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000851251905408608,-474.925017069695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000851251905408608,953.5081075980871,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000851251905408608,-478.5006030630585,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000851251905408608,-0.04082717672044277,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016761624693524856,-0.00032918435503945725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016761624693524856,-0.0410241224425434,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016761624693524856,-478.5006030630585,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016761624693524856,478.58248161981413,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016761624693524856,-0.04052524995803213,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.494588200006912e-6,-0.0003326445033079994,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.494588200006912e-6,-0.04059501714866446,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.494588200006912e-6,487.205845962951,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.494588200006912e-6,-487.1248118397534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.494588200006912e-6,-0.04010646154557685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.51496691059231e-7,-0.00033509508213160695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.51496691059231e-7,-0.04029650094148395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.51496691059231e-7,-487.1248118397534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.51496691059231e-7,977.9056531314664,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.51496691059231e-7,-490.7003946359627,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.51496691059231e-7,-0.03981505972649214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.727372060206571e-7,-0.00033754566095521826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.727372060206571e-7,-0.04000234186680188,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.727372060206571e-7,-490.7003946359627,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.727372060206571e-7,490.7802623842906,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.727372060206571e-7,-0.03952786080012881,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218629431956668,-0.0001993640789789941,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218629431956668,-0.06797887270911603,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218629431956668,292.79096103062193,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218629431956668,-292.6561622610126,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005218629431956668,-0.06662053282125543,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420568352956182,-0.00020181465780260078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420568352956182,-0.06714630141736233,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420568352956182,-292.6561622610126,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420568352956182,589.0211844787297,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420568352956182,-296.2318534183612,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005420568352956182,-0.06582068328066157,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638277306950006,-0.00020426523662620954,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638277306950006,-0.06633386307016084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638277306950006,-296.2318534183612,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638277306950006,296.3634313458229,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010638277306950006,-0.06503979915493906,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828465983445411,-0.00020772538489475368,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828465983445411,-0.06521961615538162,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828465983445411,304.9856989212004,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828465983445411,-304.8563033562427,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009828465983445411,-0.06396822341745641,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929466792730226,-0.00021017596371836005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929466792730226,-0.0644528363850117,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929466792730226,-304.8563033562427,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929466792730226,613.4161780244922,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929466792730226,-308.4319812544811,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004929466792730226,-0.06323040141969696,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004899910024551736,-0.00021262654254196697,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004899910024551736,-0.06370386546274832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004899910024551736,-308.4319812544811,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004899910024551736,308.55840714171813,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0004899910024551736,-0.06250939523174971,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005998755966632154,-0.00023160127082757432,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005998755966632154,-0.05844487111160533,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005998755966632154,339.80995577261336,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005998755966632154,-339.69384148100534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005998755966632154,-0.05743781922558924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000621585899530429,-0.00023405184965118146,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000621585899530429,-0.057828284493528705,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000621585899530429,-339.69384148100534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000621585899530429,683.0782350220211,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000621585899530429,-343.26948902562606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000621585899530429,-0.05684217904638325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221355392086705,-0.00023650242847478867,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221355392086705,-0.05722456517759955,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221355392086705,-343.26948902562606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221355392086705,343.38320885292643,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001221355392086705,-0.05625875969427428,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001141808872286014,-0.0002399625767433343,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001141808872286014,-0.05639327284771832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001141808872286014,352.00592792586656,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001141808872286014,-351.89383961022475,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001141808872286014,-0.055455080217360314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732160339047477,-0.00024241315556693905,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732160339047477,-0.055818981035771986,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732160339047477,-351.89383961022475,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732160339047477,707.4742792234432,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732160339047477,-355.4694785841895,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005732160339047477,-0.05489963483765151,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005686915698650141,-0.00024486373439054843,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005686915698650141,-0.055256262503540855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005686915698650141,-355.4694785841895,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005686915698650141,355.5793349111902,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005686915698650141,-0.05435520076273179,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006778416781826607,-0.0002638384626761565,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006778416781826607,-0.05125523222070863,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006778416781826607,386.83304427952277,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006778416781826607,-386.73104624049046,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006778416781826607,-0.05047896834895116,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007010872483840476,-0.00026628904149976056,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007010872483840476,-0.05078034016812116,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007010872483840476,-386.73104624049046,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007010872483840476,777.1387761795329,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007010872483840476,-390.3066650282206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007010872483840476,-0.050018281612248326,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013788072101705467,-0.0002687396203233703,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013788072101705467,-0.05031416379701524,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013788072101705467,-390.3066650282206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013788072101705467,390.4068138559509,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013788072101705467,-0.04956592431296437,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012997121098881296,-0.0002721997685919141,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012997121098881296,-0.04967031856027651,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012997121098881296,399.0298330974989,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012997121098881296,-398.93094961891626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012997121098881296,-0.048940960253801596,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006529683776958112,-0.0002746503474155204,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006529683776958112,-0.04922420273886327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006529683776958112,-398.93094961891626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006529683776958112,801.5355188103127,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006529683776958112,-402.5065625505251,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006529683776958112,-0.048507787785164194,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006468541709178851,-0.0002771009262391288,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006468541709178851,-0.04878602618899439,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006468541709178851,-402.5065625505251,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006468541709178851,402.60370789083817,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006468541709178851,-0.048082213197886026,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007561340283810858,-0.00029607565452473565,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007561340283810858,-0.045640184955416684,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007561340283810858,433.85889073725144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007561340283810858,-433.76793086565743,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007561340283810858,-0.04502361098404808,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007809659233639352,-0.00029852623334834024,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007809659233639352,-0.04526322857670653,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007809659233639352,-433.76793086565743,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007809659233639352,871.2016790454816,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007809659233639352,-437.3435296983857,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007809659233639352,-0.044656726628363196,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015369633870545418,-0.0003009768121719503,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015369633870545418,-0.04489244600997957,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015369633870545418,-437.3435296983857,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015369633870545418,437.4330188925698,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015369633870545418,-0.04429577136198388,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014581118097746501,-0.0003044369604404938,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014581118097746501,-0.044379134060568454,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014581118097746501,446.05624773910455,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014581118097746501,-445.9677682343546,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014581118097746501,-0.043795933728917345,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007329823875292751,-0.00030688753926409935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007329823875292751,-0.04402263306074495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007329823875292751,-445.9677682343546,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007329823875292751,895.5989093465331,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007329823875292751,-449.54336289006585,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007329823875292751,-0.04344870151254556,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000725252495558284,-0.0003093381180877085,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000725252495558284,-0.04367181229489064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000725252495558284,-449.54336289006585,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000725252495558284,449.6304509708516,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000725252495558284,-0.043106930372769206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008348117240398351,-0.0003283128463733154,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008348117240398351,-0.041133634946545046,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008348117240398351,480.88668336154336,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008348117240398351,-480.8045893013141,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008348117240398351,-0.04063211243640055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008612808288060664,-0.0003307634251969228,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008612808288060664,-0.04082717672044277,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008612808288060664,-480.8045893013141,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008612808288060664,965.2662540174772,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008612808288060664,-484.3801737234493,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008612808288060664,-0.04033305256828927,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016960156957340005,-0.00033321400402052813,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016960156957340005,-0.04052524995803213,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016960156957340005,-484.3801737234493,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016960156957340005,484.46107054910567,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016960156957340005,-0.040038361694353465,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.316202901445534e-11,-0.0003366741522890716,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.316202901445534e-11,-0.04010646154557685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.316202901445534e-11,493.0844515094292,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.316202901445534e-11,-493.0043788511251,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.316202901445534e-11,-0.039629522606200285,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.46037652406765e-8,-0.00033912473111267946,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.46037652406765e-8,-0.03981505972649214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.46037652406765e-8,-493.0043788511251,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.46037652406765e-8,989.6638382098322,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.46037652406765e-8,-496.5799601903463,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.46037652406765e-8,-0.03934498390315011,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.555416220339926e-8,-0.00034157530993629115,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.555416220339926e-8,-0.03952786080012881,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.555416220339926e-8,-496.5799601903463,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.555416220339926e-8,496.65889412750266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.555416220339926e-8,-0.03906450104629051,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000531610099574511,-0.00020339372796006653,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000531610099574511,-0.06662053282125543,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000531610099574511,298.66804507820495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000531610099574511,-298.53590577423796,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000531610099574511,-0.06531537741773445,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000551991294422588,-0.00020584430678367266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000551991294422588,-0.06582068328066157,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000551991294422588,-298.53590577423796,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000551991294422588,600.7780690006133,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000551991294422588,-302.11159033973956,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000551991294422588,-0.0645463590483561,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001083507626392412,-0.00020829488560728158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001083507626392412,-0.06503979915493906,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001083507626392412,-302.11159033973956,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001083507626392412,302.2406336608467,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001083507626392412,-0.06379522706657688,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034041701887275,-0.00021175503387582548,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034041701887275,-0.06396822341745641,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034041701887275,310.86296921023245,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034041701887275,-310.7360253128906,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010034041701887275,-0.06276391889047528,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033154816867637,-0.00021420561269943231,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033154816867637,-0.06323040141969696,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033154816867637,-310.7360253128906,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033154816867637,625.1732207338684,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033154816867637,-314.31169736826894,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005033154816867637,-0.062053445676536,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001765529483928,-0.00021665619152303966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001765529483928,-0.06250939523174971,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001765529483928,-314.31169736826894,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001765529483928,314.43578228736357,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005001765529483928,-0.06135886767136783,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006096285279374514,-0.00023563091980864778,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006096285279374514,-0.05743781922558924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006096285279374514,345.68765236750755,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006096285279374514,-345.5735140505826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006096285279374514,-0.0564648667795481,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006315304112867268,-0.0002380814986322543,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006315304112867268,-0.05684217904638325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006315304112867268,-345.5735140505826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006315304112867268,694.8356407870659,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006315304112867268,-349.1491573519121,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006315304112867268,-0.055889124026127016,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012410509940717605,-0.00024053207745586112,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012410509940717605,-0.05625875969427428,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012410509940717605,-349.1491573519121,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012410509940717605,349.26098164188005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012410509940717605,-0.05532499819622731,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011615638290056972,-0.00024399222572440827,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011615638290056972,-0.055455080217360314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011615638290056972,357.8837448758442,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011615638290056972,-357.77349822451737,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011615638290056972,-0.05454757888375797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005831936692538543,-0.0002464428045480124,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005831936692538543,-0.05489963483765151,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005831936692538543,-357.77349822451737,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005831936692538543,719.2317877457709,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005831936692538543,-361.3491333759834,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005831936692538543,-0.054010067627958486,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005784704661923151,-0.00024889338337162056,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005784704661923151,-0.05435520076273179,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005784704661923151,-361.3491333759834,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005784704661923151,361.45722051161925,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005784704661923151,-0.05348304148978119,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006875717802115595,-0.0002678681116572295,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006875717802115595,-0.05047896834895116,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006875717802115595,392.7111446608227,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006875717802115595,-392.61067196665533,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006875717802115595,-0.049725857706712624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007110088401032796,-0.0002703186904808338,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007110088401032796,-0.050018281612248326,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007110088401032796,-392.61067196665533,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007110088401032796,788.8965271797884,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007110088401032796,-396.18628786428275,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007110088401032796,-0.04927874854771368,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013984567602754005,-0.000272769269304442,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013984567602754005,-0.04956592431296437,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013984567602754005,-396.18628786428275,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013984567602754005,396.28496616292824,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013984567602754005,-0.04883960506323624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013194173538778084,-0.0002762294175729861,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013194173538778084,-0.048940960253801596,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013194173538778084,404.90801569231365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013194173538778084,-404.8105657987056,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013194173538778084,-0.048232703936650315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006629207369464517,-0.00027867999639659457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006629207369464517,-0.048507787785164194,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006629207369464517,-404.8105657987056,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006629207369464517,813.2933402806009,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006629207369464517,-408.3861760943276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006629207369464517,-0.04781191978602733,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006566083241947443,-0.0002811305752202005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006566083241947443,-0.048082213197886026,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006566083241947443,-408.3861760943276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006566083241947443,408.48193784951656,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006566083241947443,-0.047398411415853776,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007659794821499588,-0.00030010530350580973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007659794821499588,-0.04502361098404808,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007659794821499588,439.737271236417,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007659794821499588,-439.647524051174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007659794821499588,-0.04442346895540416,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007910167250571755,-0.000302555882329414,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007910167250571755,-0.044656726628363196,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007910167250571755,-439.647524051174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007910167250571755,882.9596704196516,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007910167250571755,-443.2231208275727,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007910167250571755,-0.044066258394251906,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001556858453899445,-0.00030500646115302253,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001556858453899445,-0.04429577136198388,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001556858453899445,-443.2231208275727,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001556858453899445,443.3114363503568,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001556858453899445,-0.04371474496099714,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014780121829664934,-0.0003084666094215668,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014780121829664934,-0.043795933728917345,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014780121829664934,451.93468686290595,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014780121829664934,-451.8473546044391,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014780121829664934,-0.04322785812854784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007430367299508377,-0.0003109171882451749,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007430367299508377,-0.04344870151254556,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007430367299508377,-451.8473546044391,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007430367299508377,907.3569511273138,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007430367299508377,-455.4229473662055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007430367299508377,-0.04288953796835504,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007351007684880996,-0.0003133677670687816,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007351007684880996,-0.043106930372769206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007351007684880996,-455.4229473662055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007351007684880996,455.5089241352004,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007351007684880996,-0.04255647085502758,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446342622449786,-0.0003323424953543893,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446342622449786,-0.04063211243640055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446342622449786,486.7652660918242,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446342622449786,-486.6841589677308,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008446342622449786,-0.040142669161593876,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713072646289999,-0.00033479307417799784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713072646289999,-0.04033305256828927,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713072646289999,-486.6841589677308,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713072646289999,977.0244194315092,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713072646289999,-490.2597418751315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008713072646289999,-0.03985074300429191,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001715863986537604,-0.00033724365300160346,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001715863986537604,-0.040038361694353465,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001715863986537604,-490.2597418751315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001715863986537604,490.3396805115236,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001715863986537604,-0.03956303104474442,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.824983245862883e-8,-0.0003407038012701446,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.824983245862883e-8,-0.039629522606200285,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.824983245862883e-8,498.96307750043457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.824983245862883e-8,-498.8839434830527,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.824983245862883e-8,-0.03916379097442112,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7464639718273337e-9,-0.0003431543800937559,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7464639718273337e-9,-0.03934498390315011,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7464639718273337e-9,-498.8839434830527,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7464639718273337e-9,1001.4220409133125,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7464639718273337e-9,-502.45952341616896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7464639718273337e-9,-0.038885875807617924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.794527807208365e-9,-0.000345604958917365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.794527807208365e-9,-0.03906450104629051,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.794527807208365e-9,-502.45952341616896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.794527807208365e-9,502.5375453983935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.794527807208365e-9,-0.03861187621933054,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413588705607452,-0.00020742337694113972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413588705607452,-0.06531537741773445,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413588705607452,304.5452217174099,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413588705607452,-304.415638571706,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005413588705607452,-0.06406034490925991,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005619281597503404,-0.00020987395576474606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005619281597503404,-0.0645463590483561,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005619281597503404,-304.415638571706,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005619281597503404,612.5350321360467,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005619281597503404,-307.9913169214079,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005619281597503404,-0.06332040992867309,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011031915487145524,-0.00021232453458835366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011031915487145524,-0.06379522706657688,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011031915487145524,-307.9913169214079,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011031915487145524,308.1179218355953,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011031915487145524,-0.0625973625863053,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232378453107977,-0.0002157846828568985,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232378453107977,-0.06276391889047528,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232378453107977,316.74032156614174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232378453107977,-316.61573776712555,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010232378453107977,-0.06160409544286448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005133310275814723,-0.00021823526168050474,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005133310275814723,-0.062053445676536,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005133310275814723,-316.61573776712555,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005133310275814723,636.9303332272797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005133310275814723,-320.19140430023015,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005133310275814723,-0.060919478985800274,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00050999574221502,-0.00022068584050411195,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00050999574221502,-0.06135886767136783,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00050999574221502,-320.19140430023015,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00050999574221502,320.31323375683314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00050999574221502,-0.06024990309107325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000619380360636661,-0.00023966056878971836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000619380360636661,-0.0564648667795481,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000619380360636661,351.56540855042874,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000619380360636661,-351.4531797115777,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000619380360636661,-0.05552431150264307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000641474049967888,-0.00024211114761332907,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000641474049967888,-0.055889124026127016,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000641474049967888,-351.4531797115777,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000641474049967888,706.593097412522,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000641474049967888,-355.0288189797458,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000641474049967888,-0.05496748602472882,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012607445992007464,-0.00024456172643693325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012607445992007464,-0.05532499819622731,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012607445992007464,-355.0288189797458,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012607445992007464,355.1388102523609,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012607445992007464,-0.054421712692456936,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011813154522085647,-0.00024802187470547907,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011813154522085647,-0.05454757888375797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011813154522085647,363.76161550164795,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011813154522085647,-363.6531506131404,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011813154522085647,-0.05366928774911853,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005931696585370111,-0.0002504724535290859,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005931696585370111,-0.054010067627958486,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005931696585370111,-363.6531506131404,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005931696585370111,730.9893421344933,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005931696585370111,-367.228782125041,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005931696585370111,-0.0531488562303831,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005882476497921443,-0.0002529230323526938,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005882476497921443,-0.05348304148978119,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005882476497921443,-367.228782125041,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005882476497921443,367.3351565061902,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005882476497921443,-0.052638416627023114,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006972961830815556,-0.0002718977606383019,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006972961830815556,-0.049725857706712624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006972961830815556,398.5892856172294,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006972961830815556,-398.4902929817255,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006972961830815556,-0.04899488003655267,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007209243799964706,-0.0002743483394619068,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007209243799964706,-0.04927874854771368,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007209243799964706,-398.4902929817255,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007209243799964706,800.6543129513167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007209243799964706,-402.06590611555134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007209243799964706,-0.0485607571527183,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001418094497834279,-0.0002767989182855163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001418094497834279,-0.04883960506323624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001418094497834279,-402.06590611555134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001418094497834279,402.163156776583,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001418094497834279,-0.04813425705013866,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00133911157461701,-0.00028025906655405994,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00133911157461701,-0.048232703936650315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00133911157461701,410.7862352908025,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00133911157461701,-410.6901776805986,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00133911157461701,-0.047544647200717355,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006728674177776406,-0.0002827096453776651,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006728674177776406,-0.04781191978602733,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006728674177776406,-410.6901776805986,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006728674177776406,825.0511934897828,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006728674177776406,-414.2657854521435,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006728674177776406,-0.04713572760928817,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006663570691102698,-0.00028516022420127426,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006663570691102698,-0.047398411415853776,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006663570691102698,-414.2657854521435,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006663570691102698,414.3602028034274,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006663570691102698,-0.04673377964378691,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007758219978449447,-0.00030413495248688267,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007758219978449447,-0.04442346895540416,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007758219978449447,445.61568059655826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007758219978449447,-445.5271138818212,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007758219978449447,-0.043839110829131944,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008010644087632871,-0.00030658553131048634,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008010644087632871,-0.044066258394251906,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008010644087632871,-445.5271138818212,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008010644087632871,894.7176866046667,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008010644087632871,-449.1027086823718,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008010644087632871,-0.04349119654810584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015767474085138617,-0.0003090361101340961,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015767474085138617,-0.04371474496099714,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015767474085138617,-449.1027086823718,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015767474085138617,449.18988122281695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015767474085138617,-0.04314875937399855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014979097684916795,-0.0003124962584026372,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014979097684916795,-0.04322785812854784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014979097684916795,457.81315256495765,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014979097684916795,-457.72693788397874,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014979097684916795,-0.042674326591936644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007530895868896427,-0.0003149468372262463,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007530895868896427,-0.04288953796835504,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007530895868896427,-457.72693788397874,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007530895868896427,919.115015772746,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007530895868896427,-461.30252882413237,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007530895868896427,-0.04234457982927523,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007449476586006372,-0.00031739741604985426,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007449476586006372,-0.04255647085502758,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007449476586006372,-461.30252882413237,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007449476586006372,461.38742258091764,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007449476586006372,-0.04201988851419754,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544543103063046,-0.00033637214433545785,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544543103063046,-0.040142669161593876,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544543103063046,492.6438700761525,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544543103063046,-492.56372616081865,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008544543103063046,-0.03966487402794457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813310584461382,-0.00033882272315906666,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813310584461382,-0.03985074300429191,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813310584461382,-492.56372616081865,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813310584461382,988.7826031634394,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813310584461382,-496.1393076074886,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008813310584461382,-0.03937982940466144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357071105950014,-0.0003412733019826741,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357071105950014,-0.03956303104474442,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357071105950014,-496.1393076074886,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357071105950014,496.21831076324355,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017357071105950014,-0.03909885140822837,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.270658553422631e-8,-0.0003447334502512175,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.270658553422631e-8,-0.03916379097442112,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.270658553422631e-8,504.84172321977775,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.270658553422631e-8,-504.7635058190532,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.270658553422631e-8,-0.038708876299853257,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0899487011180866e-11,-0.00034718402907482084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0899487011180866e-11,-0.038885875807617924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0899487011180866e-11,-504.7635058190532,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0899487011180866e-11,1013.1802606296699,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0899487011180866e-11,-508.33908439467024,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.0899487011180866e-11,-0.03843735610968781,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.26154572249838e-11,-0.00034963460789843616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.26154572249838e-11,-0.03861187621933054,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.26154572249838e-11,-508.33908439467024,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.26154572249838e-11,508.4162155231206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.26154572249838e-11,-0.03816961762312313,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511094041164246,-0.00021145302592221266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511094041164246,-0.06406034490925991,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511094041164246,310.4224856646219,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511094041164246,-310.2953612625622,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005511094041164246,-0.06285260412445808,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005718674989211994,-0.00021390360474581862,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005718674989211994,-0.06332040992867309,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005718674989211994,-310.2953612625622,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005718674989211994,624.2920694548225,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005718674989211994,-313.8710337444028,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005718674989211994,-0.06214013432404805,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011228796943438145,-0.00021635418356942744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011228796943438145,-0.0625973625863053,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011228796943438145,-313.8710337444028,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011228796943438145,313.99529108753836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011228796943438145,-0.06144362636569083,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430053600587067,-0.00021981433183797057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430053600587067,-0.06160409544286448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430053600587067,322.61775148317264,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430053600587067,-322.4954412385887,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010430053600587067,-0.06048633480924984,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233144048216332,-0.0002222649106615776,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233144048216332,-0.060919478985800274,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233144048216332,-322.4954412385887,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233144048216332,648.6875117191753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233144048216332,-326.07110254707806,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005233144048216332,-0.05982618961200404,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005197815088174115,-0.00022471548948518479,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005197815088174115,-0.06024990309107325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005197815088174115,-326.07110254707806,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005197815088174115,326.19075745614475,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005197815088174115,-0.05918029048615144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006291306541393483,-0.00024369021777079138,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006291306541393483,-0.05552431150264307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006291306541393483,357.4432213692454,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006291306541393483,-357.332838805004,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006291306541393483,-0.05461456252101152,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006514163108873332,-0.0002461407965944016,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006514163108873332,-0.05496748602472882,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006514163108873332,-357.332838805004,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006514163108873332,718.3506024057541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006514163108873332,-360.90847423645437,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006514163108873332,-0.054075737474399914,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012804352595677429,-0.0002485913754180059,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012804352595677429,-0.054421712692456936,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012804352595677429,-360.90847423645437,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012804352595677429,361.0166919763269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012804352595677429,-0.053547435804674276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012010630463141446,-0.0002520515236865509,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012010630463141446,-0.05366928774911853,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012010630463141446,369.6395372320269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012010630463141446,-369.5327970732896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012010630463141446,-0.05281881946451475,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006031436355619903,-0.00025450210251015925,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006031436355619903,-0.0531488562303831,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006031436355619903,-369.5327970732896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006031436355619903,742.7469402154677,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006031436355619903,-373.10842511715066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006031436355619903,-0.05231466669463527,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005980227885704501,-0.00025695268133376514,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005980227885704501,-0.052638416627023114,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005980227885704501,-373.10842511715066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005980227885704501,373.21314052953824,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005980227885704501,-0.05182004307919044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007070130270257052,-0.0002759274096193744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007070130270257052,-0.04899488003655267,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007070130270257052,404.46746537276294,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007070130270257052,-404.3699094911814,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007070130270257052,-0.048285074135359325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007308319345704823,-0.0002783779884429778,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007308319345704823,-0.0485607571527183,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007308319345704823,-404.3699094911814,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007308319345704823,812.4121319867791,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007308319345704823,-407.94551998040134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007308319345704823,-0.04786338005506762,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014377197300864755,-0.0002808285672665884,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014377197300864755,-0.04813425705013866,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014377197300864755,-407.94551998040134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014377197300864755,408.0413840512762,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014377197300864755,-0.047448985257452135,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013587948215543952,-0.0002842887155351303,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013587948215543952,-0.047544647200717355,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013587948215543952,416.6644903207201,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013587948215543952,-416.5697854464527,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013587948215543952,-0.04687593835115575,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006828069995885511,-0.0002867392943587378,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006828069995885511,-0.04713572760928817,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006828069995885511,-416.5697854464527,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006828069995885511,836.8090771016492,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006828069995885511,-420.14539079962844,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006828069995885511,-0.04647838866443515,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006760990216798898,-0.00028918987318234514,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006760990216798898,-0.04673377964378691,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006760990216798898,-420.14539079962844,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006760990216798898,420.2385012923086,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006760990216798898,-0.04608752316322939,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007856614449493637,-0.0003081646014679538,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007856614449493637,-0.043839110829131944,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007856614449493637,451.49411768582047,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007856614449493637,-451.40670048820084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007856614449493637,-0.04326992218906987,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008111088266272538,-0.000310615180291558,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008111088266272538,-0.04349119654810584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008111088266272538,-451.40670048820084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008111088266272538,906.4757266354725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008111088266272538,-454.9822933894844,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008111088266272538,-0.04293094605873151,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015966299743366578,-0.00031306575911516646,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015966299743366578,-0.04314875937399855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015966299743366578,-454.9822933894844,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015966299743366578,455.06835245281394,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015966299743366578,-0.04259723819644415,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015178658154441924,-0.0003165259073837095,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015178658154441924,-0.042674326591936644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015178658154441924,463.6916438306641,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015178658154441924,-463.60651819037315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015178658154441924,-0.04213478779158276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007631709147718843,-0.0003189764862073191,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007631709147718843,-0.04234457982927523,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007631709147718843,-463.60651819037315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007631709147718843,930.8731024170394,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007631709147718843,-467.18210737764366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007631709147718843,-0.04181329270706198,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007548239351696365,-0.00032142706503092487,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007548239351696365,-0.04201988851419754,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007548239351696365,-467.18210737764366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007548239351696365,467.26594535847875,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007548239351696365,-0.04149666525585562,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642717212783746,-0.0003404017933165331,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642717212783746,-0.03966487402794457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642717212783746,498.5224945601629,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642717212783746,-498.4432909681328,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008642717212783746,-0.03919831620881779,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913520441869865,-0.0003428523721401369,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913520441869865,-0.03937982940466144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913520441869865,-498.4432909681328,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913520441869865,1000.5408045674167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913520441869865,-502.01887100481963,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008913520441869865,-0.038919912687362855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555447589287926,-0.0003453029509637519,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555447589287926,-0.03909885140822837,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555447589287926,-502.01887100481963,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555447589287926,502.0969605942096,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017555447589287926,-0.0386454350307534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.38277209406545e-8,-0.0003487630992322907,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.38277209406545e-8,-0.038708876299853257,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.38277209406545e-8,510.7203879834167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.38277209406545e-8,-510.6430659378699,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.38277209406545e-8,-0.03826440614773591,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5023519860452095e-11,-0.0003512136780558997,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5023519860452095e-11,-0.03843735610968781,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5023519860452095e-11,-510.6430659378699,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5023519860452095e-11,1024.9384967729943,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5023519860452095e-11,-514.2186432025683,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5023519860452095e-11,-0.0379990627684973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5372951602563998e-11,-0.0003536642568795027,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5372951602563998e-11,-0.03816961762312313,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5372951602563998e-11,-514.2186432025683,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5372951602563998e-11,514.294903857699,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5372951602563998e-11,-0.03773737325070136,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005608613713140281,-0.00021548267490328535,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005608613713140281,-0.06285260412445808,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005608613713140281,316.29983203032555,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005608613713140281,-316.1750744104797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005608613713140281,-0.061689533046545904,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005818089108275718,-0.0002179332537268913,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005818089108275718,-0.06214013432404805,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005818089108275718,-316.1750744104797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005818089108275718,636.0491768529366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005818089108275718,-319.7507413468695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005818089108275718,-0.06100302800965875,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011425713306665475,-0.0002203838325504996,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011425713306665475,-0.06144362636569083,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011425713306665475,-319.7507413468695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011425713306665475,319.87273698250203,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011425713306665475,-0.06033162543431729,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010627681875348368,-0.00022384398081904248,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010627681875348368,-0.06048633480924984,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010627681875348368,328.4952547792489,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010627681875348368,-328.3751362096569,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010627681875348368,-0.05940839080196422,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005332956145922507,-0.00022629455964265097,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005332956145922507,-0.05982618961200404,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005332956145922507,-328.3751362096569,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005332956145922507,660.4447526924997,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005332956145922507,-331.9507925701095,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005332956145922507,-0.0587714285617302,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295647944055741,-0.00022874513846625808,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295647944055741,-0.05918029048615144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295647944055741,-331.9507925701095,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295647944055741,332.0683495785934,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005295647944055741,-0.05814797285926799,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006388789440749929,-0.00024771986675186573,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006388789440749929,-0.05461456252101152,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006388789440749929,363.3210880634408,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006388789440749929,-363.2124916496567,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006388789440749929,-0.05373413139631978,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006613566647228942,-0.0002501704455754698,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006613566647228942,-0.054075737474399914,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006613566647228942,-363.2124916496567,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006613566647228942,730.1081534340329,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006613566647228942,-366.78812342824074,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006613566647228942,-0.05321244821542823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001300121978472902,-0.0002526210243990795,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001300121978472902,-0.053547435804674276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001300121978472902,-366.78812342824074,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001300121978472902,366.8946242778981,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001300121978472902,-0.05270079282829493,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012208058641535909,-0.0002560811726676235,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012208058641535909,-0.05281881946451475,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012208058641535909,375.51750765711927,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012208058641535909,-375.412437883351,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012208058641535909,-0.05199487313110986,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000613115207378218,-0.0002585317514912298,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000613115207378218,-0.05231466669463527,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000613115207378218,-375.412437883351,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000613115207378218,754.5045799492888,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000613115207378218,-378.98806262007685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000613115207378218,-0.051506247414764325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006077955251844599,-0.0002609823303148387,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006077955251844599,-0.05182004307919044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006077955251844599,-378.98806262007685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006077955251844599,379.09117036170767,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006077955251844599,-0.05102671622131044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007167129891561419,-0.00027995705860044644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007167129891561419,-0.048285074135359325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007167129891561419,410.34568225352405,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007167129891561419,-410.249521688686,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007167129891561419,-0.04759553364413097,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007407219439388582,-0.00028240763742405157,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007407219439388582,-0.04786338005506762,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007407219439388582,-410.249521688686,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007407219439388582,824.1699828644092,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007407219439388582,-413.8251296456886,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007407219439388582,-0.04718574234214789,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014657860363644422,-0.0002848582162476603,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014657860363644422,-0.047448985257452135,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014657860363644422,-413.8251296456886,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014657860363644422,413.9196464340297,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014657860363644422,-0.04678294486732761,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013866850062375614,-0.00028831836451620447,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013866850062375614,-0.04687593835115575,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013866850062375614,422.5427792978894,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013866850062375614,-422.4493892682792,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013866850062375614,-0.046225772894481966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006927326713057978,-0.0002907689433398107,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006927326713057978,-0.04647838866443515,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006927326713057978,-422.4493892682792,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006927326713057978,848.5669898544136,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006927326713057978,-426.02499230295734,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006927326713057978,-0.045839125569114375,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006858274064259455,-0.00029321952216341884,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006858274064259455,-0.04608752316322939,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006858274064259455,-426.02499230295734,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006858274064259455,426.11683193621354,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006858274064259455,-0.045458890570803843,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007954976778061751,-0.0003121942504490272,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007954976778061751,-0.04326992218906987,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007954976778061751,457.3725814318641,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007954976778061751,-457.2862839953335,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007954976778061751,-0.04271532009103836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008211498146261118,-0.0003146448292726311,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008211498146261118,-0.04293094605873151,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008211498146261118,-457.2862839953335,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008211498146261118,918.233789598056,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008211498146261118,-460.86187506969577,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008211498146261118,-0.042384942138795616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001616505786069182,-0.0003170954080962409,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001616505786069182,-0.04259723819644415,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001616505786069182,-460.86187506969577,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001616505786069182,460.9468490373969,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001616505786069182,-0.042059634096587674,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015392778663993528,-0.0003205555563647858,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015392778663993528,-0.04213478779158276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015392778663993528,469.5701596969564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015392778663993528,-469.48609563569795,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015392778663993528,-0.04160871791051121,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007739655646163268,-0.0003230061351883896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007739655646163268,-0.04181329270706198,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007739655646163268,-469.48609563569795,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007739655646163268,942.6312102383041,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007739655646163268,-473.0616831350856,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007739655646163268,-0.04129516867827265,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007654312255986017,-0.0003254567140119998,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007654312255986017,-0.04149666525585562,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007654312255986017,-473.0616831350856,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007654312255986017,473.14449156550745,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007654312255986017,-0.040986308451980626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008740866669749329,-0.0003444314422976068,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008740866669749329,-0.03919831620881779,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008740866669749329,504.4011388249057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008740866669749329,-504.32285347328644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008740866669749329,-0.038742603968159275,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013703682636772,-0.00034688202112120663,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013703682636772,-0.038919912687362855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013703682636772,-504.32285347328644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013703682636772,1012.2990230291044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013703682636772,-507.8984321489242,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009013703682636772,-0.038470612185258976,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001775377257708463,-0.0003493325999448213,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001775377257708463,-0.0386454350307534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001775377257708463,-507.8984321489242,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001775377257708463,507.97562932848086,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001775377257708463,-0.03820241192596362,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.477049242686867e-8,-0.0003527927482133587,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.477049242686867e-8,-0.03826440614773591,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.477049242686867e-8,516.5990711392374,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.477049242686867e-8,-516.5226239153584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.477049242686867e-8,-0.0378300249830129,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8236368116046585e-11,-0.0003552433270369732,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8236368116046585e-11,-0.0379990627684973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8236368116046585e-11,-516.5226239153584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8236368116046585e-11,1036.6967487851678,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8236368116046585e-11,-520.098199913655,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8236368116046585e-11,-0.03757065005882042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.866771112200722e-11,-0.0003576939058605753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.866771112200722e-11,-0.03773737325070136,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.866771112200722e-11,-520.098199913655,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.866771112200722e-11,520.1736097876623,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.866771112200722e-11,-0.037314806850728376,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706144039381428,-0.00021951232388435713,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706144039381428,-0.060568699860592067,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706144039381428,-0.061689533046545904,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706144039381428,322.1772562831904,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005706144039381428,-322.05477853795935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005917519585057093,-0.00022196290270796364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005917519585057093,-0.059906766442530165,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005917519585057093,-0.06100302800965875,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005917519585057093,-322.05477853795935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005917519585057093,647.8063505235011,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005917519585057093,-325.6304402281869,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011622656513552861,-0.00022441348153157134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011622656513552861,-0.05925913667383269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011622656513552861,-0.06033162543431729,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011622656513552861,-325.6304402281869,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0011622656513552861,325.7502554037766,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010825303302973662,-0.00022787362980011513,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010825303302973662,-0.058368174281105606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010825303302973662,-0.05940839080196422,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010825303302973662,334.37282756748147,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0010825303302973662,-334.2548231287686,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005432765893271448,-0.00023032420862372294,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005432765893271448,-0.057753195517983004,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005432765893271448,-0.0587714285617302,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005432765893271448,-334.2548231287686,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005432765893271448,672.2020528756314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005432765893271448,-337.8304747985745,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393476178074314,-0.00023277478744733034,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393476178074314,-0.05715103404774218,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393476178074314,-0.05814797285926799,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393476178074314,-337.8304747985745,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0005393476178074314,337.946006580269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006486247388119659,-0.00025174951573293965,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006486247388119659,-0.05288162401533413,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006486247388119659,-0.05373413139631978,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006486247388119659,369.19900604913283,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006486247388119659,-369.09213854420545,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006712945532302492,-0.0002542000945565436,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006712945532302492,-0.052376277857145416,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006712945532302492,-0.05321244821542823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006712945532302492,-369.09213854420545,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006712945532302492,741.8657483126684,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006712945532302492,-372.6677668422958,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013198037025517193,-0.0002566506733801523,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013198037025517193,-0.051880494533171236,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013198037025517193,-0.05270079282829493,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013198037025517193,-372.6677668422958,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013198037025517193,372.77260478033065,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012405430985268427,-0.00026011082164869605,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012405430985268427,-0.05119622767252817,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012405430985268427,-0.05199487313110986,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012405430985268427,381.3955245163306,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0012405430985268427,-381.2920733047053,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006230839498507831,-0.0002625614004723042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006230839498507831,-0.05072242287445881,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006230839498507831,-0.051506247414764325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006230839498507831,-381.2920733047053,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006230839498507831,766.2622594217868,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006230839498507831,-384.86769488539176,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006175654729629477,-0.00026501197929591037,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006175654729629477,-0.0502573039926822,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006175654729629477,-0.05102671622131044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006175654729629477,-384.86769488539176,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006175654729629477,384.96924391758506,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000726579884457236,-0.00028398670758152003,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000726579884457236,-0.04692540319273961,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000726579884457236,-0.04759553364413097,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000726579884457236,416.2239346805158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000726579884457236,-416.12912975697134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000750794840303691,-0.0002864372864051241,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000750794840303691,-0.046527017904519616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000750794840303691,-0.04718574234214789,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000750794840303691,-416.12912975697134,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000750794840303691,835.9278642425022,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000750794840303691,-419.7047352879978,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014772444052133992,-0.0002888878652287318,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014772444052133992,-0.04613533779081564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014772444052133992,-0.04678294486732761,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014772444052133992,-419.7047352879978,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014772444052133992,419.79794245852116,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013983832240711599,-0.0002923480134972771,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013983832240711599,-0.04559339031443361,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013983832240711599,-0.046225772894481966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013983832240711599,428.4211008197302,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013983832240711599,-428.3289893085078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007028038936567562,-0.0002947985923208842,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007028038936567562,-0.04521720308652463,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007028038936567562,-0.045839125569114375,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007028038936567562,-428.3289893085078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007028038936567562,860.3249305547021,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007028038936567562,-431.90459011894626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006956924857638093,-0.0002972491711444916,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006956924857638093,-0.04484717086777975,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006956924857638093,-0.045458890570803843,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006956924857638093,-431.90459011894626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0006956924857638093,431.99519342955597,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008053305289808783,-0.0003162238994300981,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008053305289808783,-0.04217475107378078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008053305289808783,-0.04271532009103836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008053305289808783,463.25107081574987,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008053305289808783,-463.16586452068566,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008311871857242543,-0.00031867447825370353,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008311871857242543,-0.04185264834795058,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008311871857242543,-0.042384942138795616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008311871857242543,-463.16586452068566,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008311871857242543,929.9918746225894,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008311871857242543,-466.7414538369387,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016363732080749251,-0.000321125057077315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016363732080749251,-0.04153542700582879,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016363732080749251,-0.042059634096587674,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016363732080749251,-466.7414538369387,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016363732080749251,466.82537002309823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015918938080141808,-0.0003245852053458592,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015918938080141808,-0.041095618947947464,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015918938080141808,-0.04160871791051121,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015918938080141808,475.44869924784314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015918938080141808,-475.3656703257793,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008008692430077667,-0.0003270357841694626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008008692430077667,-0.04078972466644454,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008008692430077667,-0.04129516867827265,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008008692430077667,-475.3656703257793,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008008692430077667,954.3893384543707,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008008692430077667,-478.94125619946254,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007917798354988565,-0.0003294863629930715,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007917798354988565,-0.04048834939563719,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007917798354988565,-0.040986308451980626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007917798354988565,-478.94125619946254,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0007917798354988565,479.02306034367314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008839095416002057,-0.0003484610912786833,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008839095416002057,-0.038742603968159275,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008839095416002057,510.2415048205862,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008839095416002057,-510.2024137555268,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009113964759005527,-0.00035091167010228386,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009113964759005527,-0.038470612185258976,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009113964759005527,-510.2024137555268,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009113964759005527,1024.0192263962588,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009113964759005527,-513.7779911168767,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017952256787513979,-0.000353362248925892,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017952256787513979,-0.03820241192596362,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017952256787513979,-513.7779911168767,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017952256787513979,513.8165468910515,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.567884676018901e-8,-0.0003568223971944385,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.567884676018901e-8,-0.0378300249830129,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.567884676018901e-8,522.4403666716397,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.567884676018901e-8,-522.4021798242595,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8678864415465953e-11,-0.000359272976018044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8678864415465953e-11,-0.03757065005882042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8678864415465953e-11,-522.4021798242595,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8678864415465953e-11,1048.4178643455577,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8678864415465953e-11,-525.9777545982632,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.911524336663449e-11,-0.0003617235548416564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.911524336663449e-11,-0.037314806850728376,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.911524336663449e-11,-525.9777545982632,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.911524336663449e-11,526.0154311286689,0.0,0.0,0.0,0.0,0.0,0.0)], [1, 5, 10, 14, 18, 23, 27, 32, 38, 43, 48, 54, 59, 64, 70, 75, 80, 86, 91, 96, 102, 107, 112, 118, 123, 128, 134, 139, 144, 150, 155, 160, 166, 171, 176, 182, 187, 192, 198, 203, 208, 214, 219, 224, 230, 235, 240, 246, 251, 256, 262, 267, 272, 278, 283, 288, 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43035 45893 46288 46301 46315 46709 43049 45907 46302 46316 46724 43063 45921 46329 46342 46738 43077 45935 46330 46343 46356 46751 43090 45948 46344 46357 46765 43103 45961 46369 46382 46779 43117 45975 46370 46383 46397 46792 43131 45989 46384 46398 46807 43145 46003 46411 46424 46821 43159 46017 46412 46425 46438 46834 43172 46030 46426 46439 46848 43185 46043 46451 46464 46861 43199 46057 46452 46465 46479 46874 43213 46071 46466 46480 46889 43227 46085 46493 46506 46903 43241 46099 46494 46507 46520 46916 43254 46112 46508 46521 46930 43267 46125 46533 46546 46943 43281 46139 46534 46547 46561 46956 43295 46153 46548 46562 46971 43309 46167 46575 46588 46985 43323 46181 46576 46589 46602 46998 43336 46194 46590 46603 47012 43349 46207 46615 46628 47025 43363 46221 46616 46629 46643 47038 43377 46235 46630 46644 47053 43391 46249 46657 46670 47067 43405 46263 46658 46671 46684 47080 43418 46276 46672 46685 47094 43431 46289 46697 46710 47106 43445 46303 46698 46711 46725 47118 43459 46317 46712 46726 47132 43473 46331 46739 46752 47145 43487 46345 46740 46753 46766 47157 43500 46358 46754 46767 47170 43513 43993 46371 46780 46793 43527 44007 46385 46781 46794 46808 43541 44021 46399 46795 46809 43555 44035 46413 46822 46835 43569 44049 46427 46823 46836 46849 43582 44062 46440 46837 46850 43595 44075 46453 46862 46875 43609 44089 46467 46863 46876 46890 43623 44103 46481 46877 46891 43637 44117 46495 46904 46917 43651 44131 46509 46905 46918 46931 43664 44144 46522 46919 46932 43677 44157 46535 46944 46957 43691 44171 46549 46945 46958 46972 43705 44185 46563 46959 46973 43719 44199 46577 46986 46999 43733 44213 46591 46987 47000 47013 43746 44226 46604 47001 47014 43759 44239 46617 47026 47039 43773 44253 46631 47027 47040 47054 43787 44267 46645 47041 47055 43801 44281 46659 47068 47081 43815 44295 46673 47069 47082 47095 43828 44308 46686 47083 47096 43840 46699 47107 47119 43853 46713 47108 47120 47133 43866 46727 47121 47134 43879 46741 47146 47158 43892 46755 47147 47159 47171 43904 46768 47160 47172], [1, 6, 11, 14, 19, 24, 27, 33, 39, 43, 49, 55, 59, 65, 71, 75, 81, 87, 91, 97, 103, 107, 113, 119, 123, 129, 135, 139, 145, 151, 156, 162, 168, 172, 178, 184, 188, 194, 200, 204, 210, 216, 220, 226, 232, 236, 242, 248, 252, 258, 264, 268, 274, 280, 284, 290, 296, 300, 306, 312, 316, 322, 328, 332, 338, 344, 348, 354, 360, 364, 370, 376, 380, 386, 392, 396, 402, 408, 412, 418, 424, 428, 434, 440, 444, 450, 456, 460, 466, 472, 476, 482, 488, 492, 498, 504, 508, 514, 520, 524, 530, 536, 540, 546, 552, 556, 562, 568, 572, 578, 584, 588, 594, 600, 604, 610, 616, 620, 626, 632, 636, 642, 648, 652, 658, 664, 668, 674, 680, 684, 690, 696, 700, 706, 712, 716, 722, 728, 732, 738, 744, 748, 754, 760, 764, 770, 776, 780, 786, 792, 796, 802, 808, 812, 818, 824, 828, 834, 840, 844, 850, 856, 860, 866, 872, 876, 882, 888, 892, 898, 904, 908, 914, 920, 924, 930, 936, 940, 946, 952, 956, 962, 968, 972, 978, 984, 988, 994, 1000, 1004, 1010, 1016, 1020, 1026, 1032, 1036, 1042, 1048, 1052, 1058, 1064, 1068, 1074, 1080, 1084, 1090, 1096, 1100, 1106, 1112, 1117, 1123, 1129, 1133, 1139, 1145, 1149, 1155, 1161, 1165, 1171, 1177, 1181, 1187, 1193, 1197, 1203, 1209, 1213, 1219, 1225, 1229, 1235, 1241, 1244, 1249, 1254, 1257, 1262, 1267, 1270, 1275, 1280, 1283, 1288, 1293, 1296, 1302, 1308, 1312, 1318, 1324, 1328, 1334, 1340, 1344, 1350, 1356, 1360, 1366, 1372, 1376, 1382, 1388, 1392, 1398, 1404, 1408, 1414, 1420, 1425, 1431, 1437, 1441, 1447, 1453, 1457, 1463, 1469, 1473, 1479, 1485, 1489, 1495, 1501, 1505, 1511, 1517, 1521, 1527, 1533, 1537, 1543, 1549, 1553, 1559, 1565, 1569, 1575, 1581, 1585, 1591, 1597, 1601, 1607, 1613, 1617, 1623, 1629, 1633, 1639, 1645, 1649, 1655, 1661, 1665, 1671, 1677, 1681, 1687, 1693, 1697, 1703, 1709, 1713, 1719, 1725, 1729, 1735, 1741, 1745, 1751, 1757, 1761, 1767, 1773, 1777, 1783, 1789, 1793, 1799, 1805, 1809, 1815, 1821, 1825, 1831, 1837, 1841, 1847, 1853, 1857, 1863, 1869, 1873, 1879, 1885, 1889, 1895, 1901, 1905, 1911, 1917, 1921, 1927, 1933, 1937, 1943, 1949, 1953, 1959, 1965, 1969, 1975, 1981, 1985, 1991, 1997, 2001, 2007, 2013, 2017, 2023, 2029, 2033, 2039, 2045, 2049, 2055, 2061, 2065, 2071, 2077, 2081, 2087, 2093, 2097, 2103, 2109, 2113, 2119, 2125, 2129, 2135, 2141, 2145, 2151, 2157, 2161, 2167, 2173, 2177, 2183, 2189, 2193, 2199, 2205, 2209, 2215, 2221, 2225, 2231, 2237, 2241, 2247, 2253, 2257, 2263, 2269, 2273, 2279, 2285, 2289, 2295, 2301, 2305, 2311, 2317, 2321, 2327, 2333, 2337, 2343, 2349, 2353, 2359, 2365, 2369, 2375, 2381, 2386, 2392, 2398, 2402, 2408, 2414, 2418, 2424, 2430, 2434, 2440, 2446, 2450, 2456, 2462, 2466, 2472, 2478, 2482, 2488, 2494, 2498, 2504, 2510, 2513, 2518, 2523, 2526, 2531, 2536], 480, 480, Jutul.TrivialGlobalMap()),), mass_conservation = (Cells = Jutul.GenericAutoDiffCache{5, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.0059342843254506e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1709654061874394e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(5.8914196998805545e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6780627605445986e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.286677697342962e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.471124613141112e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.280024220751443e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1029891069471843e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.988098370652179e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.610061634863654e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.881901016825336e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1630284683306873e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.37602046051941e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.838510755683048e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1307105433688126e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.0059342843254506e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.116142404808491e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.61638801418369e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0588998970852294e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7733391199176196e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.5916017566180104e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.5825204186237381e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.768900470806008e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1093356479670479e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.6228806810413054e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.161724710070794e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8630191526271273e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.162044490316965e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.2185064247211992e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.701086565218616e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(5.854827030937197e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.622231866529366e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1586394545433611e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.367124396144202e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6751738656280177e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.4031994587306977e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.373546162460364e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.834174438378105e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1093356479670479e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1093356479670479e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1709654061874394e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.645558554992949e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.4764530661582316e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.262529833348131e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.546678239835239e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1093356479670479e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.635430317100399e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(5.698216506324319e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.128201603491248e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1093356479670479e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.413374256409794e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.677820257345721e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.3075710619421505e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0477058897466563e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.482173564330784e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0484183425463523e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.7404695486325455e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1093356479670479e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3140830754274083e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.7346912846095516e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.2571178652547978e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.079781928655196e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.011868568650901e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.628166150854817e-32,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.2353432073668634e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6946227493518037e-30,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0) Dual{Cells()}(7.814244603490742e-31,0.0,6.208826278779819e-19,-4.860169498809553e-19,0.0,0.0,0.0,0.0); Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.267860756762115e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.908867415128334e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.4112642903728193e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(6.409494854920721e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-5.423418723394456e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-6.0124162486366826e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-7.926164686125669e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-7.782442164025772e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-5.2534554058022826e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(6.462668576979037e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(6.860126350720877e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-5.423418723394456e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.345433318513666e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-7.722659530608488e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.3941895264594382e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.036890917071757e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.779440508884224e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(7.5120855163027505e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.3477484497648245e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.499547570669977e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(6.050400162164012e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.854034962812466e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.2643358116731975e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.6637316542726464e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-7.0050388786493575e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.36264155370077e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9942786181973124e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.7256332301709633e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-5.423418723394456e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.0445100560873424e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.0660804714644795e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(6.312427985723604e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-5.423418723394456e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.848257794754283e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.4593884648581953e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.3308898139444945e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.2186712959340957e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(7.77093172334252e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(7.030049043228286e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.8173375913502537e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.4324807408910367e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.806707085060407e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-6.804540514254673e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-5.957626406986346e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.441927865727649e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.69738834364086e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.889976902057777e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.54741181249766e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-7.556000592288665e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.1870674776805328e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.0055948493490521e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.2260103947640939e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(4.9999415203177515e-31,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(7.7662946376355e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0) Dual{Cells()}(-1.5629746534106223e-30,0.0,-4.860169498809553e-19,3.3741444953839633e-18,-1.9440677995238212e-18,0.0,0.0,0.0); Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.7373428842328377e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.186029808497654e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.776306262080345e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.141364467966392e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.133689637138009e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.7797518616082447e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.3805065841367707e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.588031560517725e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.574002370921233e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.5332165786927727e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.5139440040357903e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.1976879286686373e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.069734105499162e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.694929486861817e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.3613058895515057e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.132115128036636e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.7749370367472766e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.6146623196248593e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.2382173475885554e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.613540024423485e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.0595337062639169e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.255162229477148e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.005272673185475e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.2015827710960967e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9931810373137715e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.4006145758082573e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.4791141972893971e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.6245604266895212e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.756448109281159e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.2510840918739484e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.7214353079163836e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.471317206135551e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.1714179997243704e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(8.493609851583987e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.774170877741275e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.350714880678145e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.3805065841367707e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.218561479939493e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.4541448164869704e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.993689990282759e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.030065905476197e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.291002358227371e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.2581061926683064e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.3805065841367707e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.3805065841367707e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.498439098366594e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.312335354527046e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.342900301402252e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.0846837446788912e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.67632942359465e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(2.234325642200112e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.8351347580233275e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.6061993495154822e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(8.874685183736383e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(0.0,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.141456711714496e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(-4.45903273134496e-30,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0) Dual{Cells()}(1.5130929699910882e-29,0.0,0.0,-1.9440677995238212e-18,8.880668230395927e-18,-4.374152548928598e-18,0.0,0.0); Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.6414514373259817e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.7749370367472766e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.291201817639719e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.92500549801393e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.4587384635019647e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.7610131682735413e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(9.889758597987828e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.298139381582343e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.4610537892359058e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.2409412119144884e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.000227582048473e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.3373641046286043e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.4972303504560813e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.0731077184638296e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.1747453830657605e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.2350754724140863e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.276340754556443e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.0278672949317552e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.2714740084654055e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(9.785628394825603e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.675849147630439e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(4.759317253650933e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.16127481025449e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(8.486950088339403e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.8025560821981585e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.632457949509878e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.8111842483490133e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.8403801362575548e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.764075396885117e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-8.869677765880976e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-8.481602882086948e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5780347740579865e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.0805779091208544e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.8495307140769015e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.700664752148198e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.194422336472568e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(5.529962710166546e-32,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.256962147493346e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.0009036017966647e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.648976017286531e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.1369586352058943e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.4884490479541674e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.4332391463363002e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-4.256774140567052e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.652661972960014e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.8023047371759775e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.357949685316557e-30,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0) Dual{Cells()}(-2.1761107268072067e-29,0.0,0.0,0.0,-4.374152548928598e-18,1.714045383291387e-17,-7.776271198095285e-18,0.0); Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3172789090867222e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.2375255450654623e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.874411923399062e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-5.249969472602942e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-6.156003955640473e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.9321326488565317e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.6638794965525556e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-6.769913384713348e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.700005127484399e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-6.27260878227029e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.9842276965116374e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(9.152807523299128e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.4092638591273775e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.0038437286389436e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.730768413327449e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-5.8797691167607976e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.0110637172097026e-28,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.8513680140982255e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(8.276892076086869e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.4752816860376372e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-8.328554020721468e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(5.078307429316485e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.1884902433778633e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(6.453855996923437e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(6.47852018412756e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(8.914128228997433e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(5.497374433258926e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.0222836144807448e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.29080039747232e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.032067338598232e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-5.715076739347598e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.2877640326889878e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-8.274902450805588e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.294139465829094e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-4.316437374321145e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.795044955415048e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(4.733165431326071e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(9.091286564133871e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-5.267852103592792e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(8.435635039140698e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.2514767618799513e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.3855431965698745e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.0253269152822836e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(4.381714973630782e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-5.498382292711366e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(8.697741348107105e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(5.793562642221917e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.636017789920944e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17) Dual{Cells()}(-2.0018848856728215e-29,0.0,0.0,0.0,0.0,-7.776271198095285e-18,4.030392504996167e-17,-2.430084749404776e-17)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1433 1446 1459 1472 1485 1497 1510 1524 1538 1552 1566 1579 1592 1606 1620 1634 1648 1661 1674 1688 1702 1716 1730 1743 1756 1770 1784 1798 1812 1825 1838 1852 1866 1880 1894 1907 1920 1934 1948 1962 1976 1989 2002 2016 2030 2044 2058 2071 2084 2098 2112 2126 2140 2153 2166 2180 2194 2208 2222 2235 2248 2262 2276 2290 2304 2317 2330 2344 2358 2372 2386 2399 2412 2426 2440 2454 2468 2481 2494 2508 2522 2536 2550 2563 2576 2590 2604 2618 2632 2645 2658 2672 2686 2700 2714 2727 2740 2754 2768 2782 2796 2809 2822 2836 2850 2864 2878 2891 2904 2918 2932 2946 2960 2973 2986 3000 3014 3028 3042 3055 3068 3082 3096 3110 3124 3137 3150 3164 3178 3192 3206 3219 3232 3246 3260 3274 3288 3301 3314 3328 3342 3356 3370 3383 3396 3410 3424 3438 3452 3465 3478 3492 3506 3520 3534 3547 3560 3574 3588 3602 3616 3629 3642 3656 3670 3684 3698 3711 3724 3738 3752 3766 3780 3793 3806 3820 3834 3848 3862 3875 3888 3902 3916 3930 3944 3957 3970 3984 3998 4012 4026 4039 4052 4066 4080 4094 4108 4121 4134 4148 4162 4176 4190 4203 4216 4230 4244 4258 4272 4285 4298 4312 4326 4340 4354 4367 4380 4394 4408 4422 4436 4449 4462 4476 4490 4504 4518 4531 4544 4558 4572 4586 4600 4613 4625 4638 4651 4664 4677 4689 4701 4714 4727 4740 4753 4765 4778 4792 4806 4820 4834 4847 4860 4874 4888 4902 4916 4929 4942 4956 4970 4984 4998 5011 5024 5038 5052 5066 5080 5093 5106 5120 5134 5148 5162 5175 5188 5202 5216 5230 5244 5257 5270 5284 5298 5312 5326 5339 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14326 14339 14352 14366 14380 14394 14408 14421 14433 14446 14459 14472 14485 14497; 14509 14522 14535 14548 14561 14573 14586 14600 14614 14628 14642 14655 14668 14682 14696 14710 14724 14737 14750 14764 14778 14792 14806 14819 14832 14846 14860 14874 14888 14901 14914 14928 14942 14956 14970 14983 14996 15010 15024 15038 15052 15065 15078 15092 15106 15120 15134 15147 15160 15174 15188 15202 15216 15229 15242 15256 15270 15284 15298 15311 15324 15338 15352 15366 15380 15393 15406 15420 15434 15448 15462 15475 15488 15502 15516 15530 15544 15557 15570 15584 15598 15612 15626 15639 15652 15666 15680 15694 15708 15721 15734 15748 15762 15776 15790 15803 15816 15830 15844 15858 15872 15885 15898 15912 15926 15940 15954 15967 15980 15994 16008 16022 16036 16049 16062 16076 16090 16104 16118 16131 16144 16158 16172 16186 16200 16213 16226 16240 16254 16268 16282 16295 16308 16322 16336 16350 16364 16377 16390 16404 16418 16432 16446 16459 16472 16486 16500 16514 16528 16541 16554 16568 16582 16596 16610 16623 16636 16650 16664 16678 16692 16705 16718 16732 16746 16760 16774 16787 16800 16814 16828 16842 16856 16869 16882 16896 16910 16924 16938 16951 16964 16978 16992 17006 17020 17033 17046 17060 17074 17088 17102 17115 17128 17142 17156 17170 17184 17197 17210 17224 17238 17252 17266 17279 17292 17306 17320 17334 17348 17361 17374 17388 17402 17416 17430 17443 17456 17470 17484 17498 17512 17525 17538 17552 17566 17580 17594 17607 17620 17634 17648 17662 17676 17689 17701 17714 17727 17740 17753 17765 17777 17790 17803 17816 17829 17841 17854 17868 17882 17896 17910 17923 17936 17950 17964 17978 17992 18005 18018 18032 18046 18060 18074 18087 18100 18114 18128 18142 18156 18169 18182 18196 18210 18224 18238 18251 18264 18278 18292 18306 18320 18333 18346 18360 18374 18388 18402 18415 18428 18442 18456 18470 18484 18497 18510 18524 18538 18552 18566 18579 18592 18606 18620 18634 18648 18661 18674 18688 18702 18716 18730 18743 18756 18770 18784 18798 18812 18825 18838 18852 18866 18880 18894 18907 18920 18934 18948 18962 18976 18989 19002 19016 19030 19044 19058 19071 19084 19098 19112 19126 19140 19153 19166 19180 19194 19208 19222 19235 19248 19262 19276 19290 19304 19317 19330 19344 19358 19372 19386 19399 19412 19426 19440 19454 19468 19481 19494 19508 19522 19536 19550 19563 19576 19590 19604 19618 19632 19645 19658 19672 19686 19700 19714 19727 19740 19754 19768 19782 19796 19809 19822 19836 19850 19864 19878 19891 19904 19918 19932 19946 19960 19973 19986 20000 20014 20028 20042 20055 20068 20082 20096 20110 20124 20137 20150 20164 20178 20192 20206 20219 20232 20246 20260 20274 20288 20301 20314 20328 20342 20356 20370 20383 20396 20410 20424 20438 20452 20465 20478 20492 20506 20520 20534 20547 20560 20574 20588 20602 20616 20629 20642 20656 20670 20684 20698 20711 20724 20738 20752 20766 20780 20793 20806 20820 20834 20848 20862 20875 20888 20902 20916 20930 20944 20957 20969 20982 20995 21008 21021 21033; 21045 21058 21071 21084 21097 21109 21122 21136 21150 21164 21178 21191 21204 21218 21232 21246 21260 21273 21286 21300 21314 21328 21342 21355 21368 21382 21396 21410 21424 21437 21450 21464 21478 21492 21506 21519 21532 21546 21560 21574 21588 21601 21614 21628 21642 21656 21670 21683 21696 21710 21724 21738 21752 21765 21778 21792 21806 21820 21834 21847 21860 21874 21888 21902 21916 21929 21942 21956 21970 21984 21998 22011 22024 22038 22052 22066 22080 22093 22106 22120 22134 22148 22162 22175 22188 22202 22216 22230 22244 22257 22270 22284 22298 22312 22326 22339 22352 22366 22380 22394 22408 22421 22434 22448 22462 22476 22490 22503 22516 22530 22544 22558 22572 22585 22598 22612 22626 22640 22654 22667 22680 22694 22708 22722 22736 22749 22762 22776 22790 22804 22818 22831 22844 22858 22872 22886 22900 22913 22926 22940 22954 22968 22982 22995 23008 23022 23036 23050 23064 23077 23090 23104 23118 23132 23146 23159 23172 23186 23200 23214 23228 23241 23254 23268 23282 23296 23310 23323 23336 23350 23364 23378 23392 23405 23418 23432 23446 23460 23474 23487 23500 23514 23528 23542 23556 23569 23582 23596 23610 23624 23638 23651 23664 23678 23692 23706 23720 23733 23746 23760 23774 23788 23802 23815 23828 23842 23856 23870 23884 23897 23910 23924 23938 23952 23966 23979 23992 24006 24020 24034 24048 24061 24074 24088 24102 24116 24130 24143 24156 24170 24184 24198 24212 24225 24237 24250 24263 24276 24289 24301 24313 24326 24339 24352 24365 24377 24390 24404 24418 24432 24446 24459 24472 24486 24500 24514 24528 24541 24554 24568 24582 24596 24610 24623 24636 24650 24664 24678 24692 24705 24718 24732 24746 24760 24774 24787 24800 24814 24828 24842 24856 24869 24882 24896 24910 24924 24938 24951 24964 24978 24992 25006 25020 25033 25046 25060 25074 25088 25102 25115 25128 25142 25156 25170 25184 25197 25210 25224 25238 25252 25266 25279 25292 25306 25320 25334 25348 25361 25374 25388 25402 25416 25430 25443 25456 25470 25484 25498 25512 25525 25538 25552 25566 25580 25594 25607 25620 25634 25648 25662 25676 25689 25702 25716 25730 25744 25758 25771 25784 25798 25812 25826 25840 25853 25866 25880 25894 25908 25922 25935 25948 25962 25976 25990 26004 26017 26030 26044 26058 26072 26086 26099 26112 26126 26140 26154 26168 26181 26194 26208 26222 26236 26250 26263 26276 26290 26304 26318 26332 26345 26358 26372 26386 26400 26414 26427 26440 26454 26468 26482 26496 26509 26522 26536 26550 26564 26578 26591 26604 26618 26632 26646 26660 26673 26686 26700 26714 26728 26742 26755 26768 26782 26796 26810 26824 26837 26850 26864 26878 26892 26906 26919 26932 26946 26960 26974 26988 27001 27014 27028 27042 27056 27070 27083 27096 27110 27124 27138 27152 27165 27178 27192 27206 27220 27234 27247 27260 27274 27288 27302 27316 27329 27342 27356 27370 27384 27398 27411 27424 27438 27452 27466 27480 27493 27505 27518 27531 27544 27557 27569; 27581 27594 27607 27620 27633 27645 27658 27672 27686 27700 27714 27727 27740 27754 27768 27782 27796 27809 27822 27836 27850 27864 27878 27891 27904 27918 27932 27946 27960 27973 27986 28000 28014 28028 28042 28055 28068 28082 28096 28110 28124 28137 28150 28164 28178 28192 28206 28219 28232 28246 28260 28274 28288 28301 28314 28328 28342 28356 28370 28383 28396 28410 28424 28438 28452 28465 28478 28492 28506 28520 28534 28547 28560 28574 28588 28602 28616 28629 28642 28656 28670 28684 28698 28711 28724 28738 28752 28766 28780 28793 28806 28820 28834 28848 28862 28875 28888 28902 28916 28930 28944 28957 28970 28984 28998 29012 29026 29039 29052 29066 29080 29094 29108 29121 29134 29148 29162 29176 29190 29203 29216 29230 29244 29258 29272 29285 29298 29312 29326 29340 29354 29367 29380 29394 29408 29422 29436 29449 29462 29476 29490 29504 29518 29531 29544 29558 29572 29586 29600 29613 29626 29640 29654 29668 29682 29695 29708 29722 29736 29750 29764 29777 29790 29804 29818 29832 29846 29859 29872 29886 29900 29914 29928 29941 29954 29968 29982 29996 30010 30023 30036 30050 30064 30078 30092 30105 30118 30132 30146 30160 30174 30187 30200 30214 30228 30242 30256 30269 30282 30296 30310 30324 30338 30351 30364 30378 30392 30406 30420 30433 30446 30460 30474 30488 30502 30515 30528 30542 30556 30570 30584 30597 30610 30624 30638 30652 30666 30679 30692 30706 30720 30734 30748 30761 30773 30786 30799 30812 30825 30837 30849 30862 30875 30888 30901 30913 30926 30940 30954 30968 30982 30995 31008 31022 31036 31050 31064 31077 31090 31104 31118 31132 31146 31159 31172 31186 31200 31214 31228 31241 31254 31268 31282 31296 31310 31323 31336 31350 31364 31378 31392 31405 31418 31432 31446 31460 31474 31487 31500 31514 31528 31542 31556 31569 31582 31596 31610 31624 31638 31651 31664 31678 31692 31706 31720 31733 31746 31760 31774 31788 31802 31815 31828 31842 31856 31870 31884 31897 31910 31924 31938 31952 31966 31979 31992 32006 32020 32034 32048 32061 32074 32088 32102 32116 32130 32143 32156 32170 32184 32198 32212 32225 32238 32252 32266 32280 32294 32307 32320 32334 32348 32362 32376 32389 32402 32416 32430 32444 32458 32471 32484 32498 32512 32526 32540 32553 32566 32580 32594 32608 32622 32635 32648 32662 32676 32690 32704 32717 32730 32744 32758 32772 32786 32799 32812 32826 32840 32854 32868 32881 32894 32908 32922 32936 32950 32963 32976 32990 33004 33018 33032 33045 33058 33072 33086 33100 33114 33127 33140 33154 33168 33182 33196 33209 33222 33236 33250 33264 33278 33291 33304 33318 33332 33346 33360 33373 33386 33400 33414 33428 33442 33455 33468 33482 33496 33510 33524 33537 33550 33564 33578 33592 33606 33619 33632 33646 33660 33674 33688 33701 33714 33728 33742 33756 33770 33783 33796 33810 33824 33838 33852 33865 33878 33892 33906 33920 33934 33947 33960 33974 33988 34002 34016 34029 34041 34054 34067 34080 34093 34105; 34117 34130 34143 34156 34169 34181 34194 34208 34222 34236 34250 34263 34276 34290 34304 34318 34332 34345 34358 34372 34386 34400 34414 34427 34440 34454 34468 34482 34496 34509 34522 34536 34550 34564 34578 34591 34604 34618 34632 34646 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41442 41455 41468 41482 41496 41510 41524 41537 41550 41564 41578 41592 41606 41619 41632 41646 41660 41674 41688 41701 41714 41728 41742 41756 41770 41783 41796 41810 41824 41838 41852 41865 41878 41892 41906 41920 41934 41947 41960 41974 41988 42002 42016 42029 42042 42056 42070 42084 42098 42111 42124 42138 42152 42166 42180 42193 42206 42220 42234 42248 42262 42275 42288 42302 42316 42330 42344 42357 42370 42384 42398 42412 42426 42439 42452 42466 42480 42494 42508 42521 42534 42548 42562 42576 42590 42603 42616 42630 42644 42658 42672 42685 42698 42712 42726 42740 42754 42767 42780 42794 42808 42822 42836 42849 42862 42876 42890 42904 42918 42931 42944 42958 42972 42986 43000 43013 43026 43040 43054 43068 43082 43095 43108 43122 43136 43150 43164 43177 43190 43204 43218 43232 43246 43259 43272 43286 43300 43314 43328 43341 43354 43368 43382 43396 43410 43423 43436 43450 43464 43478 43492 43505 43518 43532 43546 43560 43574 43587 43600 43614 43628 43642 43656 43669 43682 43696 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114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], 480, 480, Jutul.TrivialGlobalMap()),), solid_diffusion_bc = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(4.04371702650887e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.150134778592569e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.215623158415619e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5102199015708675e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.4563386902687443e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.3731670223689573e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.998635699700722e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.100659978446237e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1631922448735315e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6740881237174944e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.635937165238743e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.571448544890887e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9652756472941e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.064132420528463e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.124564017951696e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6972285952166155e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.658042972129599e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.591923116887769e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.939962966531156e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.036439593263456e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0952974631335486e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.715756006698998e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.675732839391784e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.608295254293589e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.920369381800267e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0150185705236985e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.072671669523671e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.342192723430806e-16,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.3767850699547836e-16,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.4493017919768077e-16,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.037651153180416e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1434288745534485e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.208462528254481e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.623971651837371e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.584959265092886e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5211504265700682e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.993911632179507e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0954853340393834e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.157718383132395e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.677303643284141e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6390096546533406e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5742953425796814e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.961725957829877e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.060247686754855e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.120457475332403e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.69975482261666e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.660455498412442e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.594156583187654e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.937251809910538e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.033474820894675e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.092165321815083e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.717842950628081e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.677724875976496e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.610138197032115e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.918211602498046e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0126602904566676e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0701813516305936e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.4184389414705172e-18,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.453383026974167e-18,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.525210080456628e-18,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0313744344295824e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.136540245086467e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.201162805652923e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.649434585217416e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.612077861340802e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5490311795092415e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.989363807248253e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.090504370231228e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.152449905803337e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.680418342500865e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.641985577275028e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.577052345555295e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.95829369887542e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.056491844518751e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.116487488804371e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.702212781580386e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.66280268551341e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.59632936560844e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.934625272835251e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.030602824871921e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0891313980410746e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.719884033456321e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.679673029718541e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.611940406702361e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.916111990909692e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0103657412000125e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.067758459153318e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(1.5557204065510362e-19,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(1.571144589630584e-19,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(1.6027150292159648e-19,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.02532693048221e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1299095745785915e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.19414336830985e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.656066937331219e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6186891675174545e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.555436703608934e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.984982256223736e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.085706101700867e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.147375138580853e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.683436683250042e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.644869219263264e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.579723556480347e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.954974524208996e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0528601061062584e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.112648974023556e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.704606451276332e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.665088342268725e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5984450048362964e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.932078131275584e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.027817864576172e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.086189601108852e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.721879643137675e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.681577698178547e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.613702279026441e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.914067542730274e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.008131629618116e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.06539950665032e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(7.748714330933347e-21,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(7.828720759668528e-21,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(7.987158311191931e-21,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0195338595513765e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.123559390176819e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.187422263640421e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.660102842351103e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.622569543551771e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.559057276687713e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.980757855622137e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0810804758622995e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.142483399839714e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.686362951375387e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.647664696280132e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.582312817061436e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.951764715946778e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.049348375993452e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1089375829352076e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.706939925591721e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.667316385082155e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.600507138975902e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.92960544713367e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.025114515828534e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.083334178279635e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.723835292080826e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.683444661079835e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6154296792002904e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.912075500075385e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.005954929611805e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.063101287975225e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.1263880858331817e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.1819857151604636e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.240424712304978e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.013982641876576e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.11747529576793e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.180983601734102e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.663787716643883e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.62609319563685e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.562325291392336e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.976682264657173e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.076618302987946e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.137764925086904e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.689201287504121e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6503759830852704e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.584823835694398e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.948661206837714e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.045953273469883e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.105349725686862e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.709217462703781e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.669490884919476e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.602519546771635e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.927202566199771e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0224876663223266e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0805597072548716e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.72588884764186e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.685419224614385e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.617270625481984e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.910133379711889e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.003832909286089e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.060860900901173e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.1904411732131828e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.1676854770042393e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.1764977839121937e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0086583479750535e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1116407760452625e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.174809765910918e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.667335662375775e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.629484260917917e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5654685331352095e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.972747867882573e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.072311194520756e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1332108033756516e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.691955718291937e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.65300694349893e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.587260215407271e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.945661579039272e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.042672134800988e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.101882577187338e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.711443530689231e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6716161092682055e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6044861849705615e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.924865089589747e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.019932486522101e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0778610680248305e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.7311368673051225e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.690762592068234e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.622541045124256e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.908240448493883e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0017645800407775e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.058677100290747e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.3124228440451101e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.290911019808427e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.302208418481857e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0035470039438816e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.106040413779484e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.168884355230281e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.670767113402284e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.632763621036627e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.568507759438797e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9689477479991e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.068151530894717e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.128812940617037e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.694630188604291e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.655561361230607e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.589625482570187e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.942764277605439e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0395032249784385e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.098534276332309e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.713622961175079e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.673696678495982e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.606411342561922e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.922588835466935e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.017444390021239e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.075233403250896e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.811761627155015e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.7718660257476384e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.701289709811173e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.906441419992037e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.999794454164044e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.056592210568949e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.3153517337708376e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.2938911849956976e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.3052540040855793e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.043537521771637e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.149936971789835e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.215412628047967e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5100885806375575e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.4562156863300585e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.3730563895922614e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.998222841190273e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.10020589065417e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1627096626845104e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.673746602872024e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.635611583073353e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.571147221491241e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.963927971892886e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0626521031778854e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.122992379169272e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6960419448600605e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.656912477326328e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.590877850240028e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9376726699942534e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.033926297647934e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.092631135275217e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.71366765297836e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.673744353877604e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.606458067223053e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.919866580080361e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.014467291009762e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.072087209876795e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.342280053629192e-16,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.376874858059216e-16,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.4493972738172287e-16,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.037466634192346e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1432255953115536e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.208246225652534e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.623827502676737e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.584822356844934e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5210239667439477e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.993431332725327e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.094957173812074e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1571571626964634e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.676902536914761e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.638627302836377e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.573941523227493e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.960175862450865e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0585452534394546e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.118650205098314e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6983821478883104e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.659147880905422e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.592947676665656e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.935286968231754e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0313188373146706e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.089878188032757e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.7160464465786794e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.676014403640838e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.608558021504227e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9178255874763346e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.012237126692676e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.069732774340159e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.4187286705485697e-18,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.4536756307490867e-18,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.525508945495837e-18,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.031178935083963e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.136324922467755e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.200933732919289e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.649280386120466e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.611930833968879e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5488950422560703e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.988804803978371e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.089889776999574e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.151796932920467e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.679947239081348e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6415365419805815e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.576636870416758e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.956513830809388e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.054537308853641e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.114412799558602e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.700628214841573e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.661293328231369e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.594934093157346e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.932951695727104e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.028766622568176e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0871836471104084e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.7183499230907824e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6782124650955364e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6105912069817645e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.915824242197519e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.010050364441702e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.067424193425714e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(1.555973740041267e-19,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(1.5713988107167355e-19,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(1.6029741090941275e-19,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.025114083251275e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1296752033971235e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.19389407772902e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.655898239018113e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.618528274237031e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.555287713095496e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.984332103302863e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.084991419213006e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1466159265539545e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.682884029481963e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.644342500710648e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.579236264015051e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9529339255147264e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.050619535619764e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.110270901196766e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.7027806727148834e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.663349342582189e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.596837607300581e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.930664655442093e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.026267195626588e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.084544858670927e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.720580771364238e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6803411561130985e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.61256010195572e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.913860528806252e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0079048004399424e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.065159140779926e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(7.757823858706315e-21,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(7.8377719395025e-21,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(7.996367118867162e-21,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0192968648021594e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.123298494050216e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.187144810866321e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.659913815058704e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.622389272950439e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.558890358649187e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9800027512613794e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.080250562570073e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1416018884953375e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.685715888698572e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.647048053151175e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.581742400393916e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.949427852318964e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.046782880619477e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.106214971453286e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.704839409335066e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.665315813344743e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.598658115836224e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.928423342511557e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.02381780988731e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.081958916109931e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.722746445898012e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.682408111606793e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.614472293701245e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9119324643654734e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0057982628491566e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.062935319714878e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.2027796829355435e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.257763774843673e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(2.3175032237800808e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0137141999406945e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.117179852054414e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.180669465097663e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.663571890267728e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.625887385443305e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.562134747142783e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.975806852113795e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.075656313953674e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.136743249633731e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6884454632179706e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.649655752790534e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.584157676704498e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.945981996752879e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.043013124947912e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.1022307445847455e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.7068007464723206e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.667188885995661e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6003917185684405e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.926225310862369e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.021415784714185e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.079422983929502e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.724986568785722e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.684560299793018e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.616477335150294e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.910038118055206e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0037286296451936e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.060750478029972e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.1194237749163436e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.0972436015602372e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.104848282942884e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.008350579033543e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.111302127775116e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.17444975278645e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.667085956610941e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.629246165167819e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.565248124012651e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.971735006384059e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.071198330414676e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.13202902843519e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.691075067323902e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.652167834522386e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.5864841930605814e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.942542474569627e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0392552735480165e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.098264753410423e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.7086334490568385e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.668936369977821e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6020064132700716e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.924068166035552e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.019058497674877e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.07693428985566e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.730398784848565e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.6900597162427935e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.621891760255355e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.908177074631088e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.001695264715688e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.05860374753602e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.2450539600549652e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.2240876006419387e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.2342383739081036e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.003191355682299e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.10564916823281e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.168468494349928e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.670475766815789e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.632485845976236e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.568250649525175e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.967778249638334e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.0668667496488e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.127448754599717e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.693606681279533e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.654586213132864e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.588723751410507e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9401058101908704e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.036586431171545e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.095440547895826e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.711207763779674e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.671396426607026e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.604285524432822e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.921949529556348e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.016743347766919e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.074490088171386e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.811149730805213e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.7712807720990215e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.700748060584906e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9063941154037114e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(3.9997427583810524e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(4.056537538579017e-15,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.250235433849861e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.2293009005853784e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17) Dual{Cells()}(-1.2395568769536749e-22,0.0,0.0,0.0,0.0,0.0,2.430084749404776e-17,-2.430084749404776e-17)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1438 1451 1464 1477 1490 1502 1515 1529 1543 1557 1571 1584 1597 1611 1625 1639 1653 1666 1679 1693 1707 1721 1735 1748 1761 1775 1789 1803 1817 1830 1843 1857 1871 1885 1899 1912 1925 1939 1953 1967 1981 1994 2007 2021 2035 2049 2063 2076 2089 2103 2117 2131 2145 2158 2171 2185 2199 2213 2227 2240 2253 2267 2281 2295 2309 2322 2335 2349 2363 2377 2391 2404 2417 2431 2445 2459 2473 2486 2499 2513 2527 2541 2555 2568 2581 2595 2609 2623 2637 2650 2663 2677 2691 2705 2719 2732 2745 2759 2773 2787 2801 2814 2827 2841 2855 2869 2883 2896 2909 2923 2937 2951 2965 2978 2991 3005 3019 3033 3047 3060 3073 3087 3101 3115 3129 3142 3155 3169 3183 3197 3211 3224 3237 3251 3265 3279 3293 3306 3319 3333 3347 3361 3375 3388 3401 3415 3429 3443 3457 3470 3483 3497 3511 3525 3539 3552 3565 3579 3593 3607 3621 3634 3647 3661 3675 3689 3703 3716 3729 3743 3757 3771 3785 3798 3811 3825 3839 3853 3867 3880 3893 3907 3921 3935 3949 3962 3975 3989 4003 4017 4031 4044 4057 4071 4085 4099 4113 4126 4139 4153 4167 4181 4195 4208 4221 4235 4249 4263 4277 4290 4303 4317 4331 4345 4359 4372 4385 4399 4413 4427 4441 4454 4467 4481 4495 4509 4523 4536 4549 4563 4577 4591 4605 4618 4630 4643 4656 4669 4682 4694 4706 4719 4732 4745 4758 4770 4783 4797 4811 4825 4839 4852 4865 4879 4893 4907 4921 4934 4947 4961 4975 4989 5003 5016 5029 5043 5057 5071 5085 5098 5111 5125 5139 5153 5167 5180 5193 5207 5221 5235 5249 5262 5275 5289 5303 5317 5331 5344 5357 5371 5385 5399 5413 5426 5439 5453 5467 5481 5495 5508 5521 5535 5549 5563 5577 5590 5603 5617 5631 5645 5659 5672 5685 5699 5713 5727 5741 5754 5767 5781 5795 5809 5823 5836 5849 5863 5877 5891 5905 5918 5931 5945 5959 5973 5987 6000 6013 6027 6041 6055 6069 6082 6095 6109 6123 6137 6151 6164 6177 6191 6205 6219 6233 6246 6259 6273 6287 6301 6315 6328 6341 6355 6369 6383 6397 6410 6423 6437 6451 6465 6479 6492 6505 6519 6533 6547 6561 6574 6587 6601 6615 6629 6643 6656 6669 6683 6697 6711 6725 6738 6751 6765 6779 6793 6807 6820 6833 6847 6861 6875 6889 6902 6915 6929 6943 6957 6971 6984 6997 7011 7025 7039 7053 7066 7079 7093 7107 7121 7135 7148 7161 7175 7189 7203 7217 7230 7243 7257 7271 7285 7299 7312 7325 7339 7353 7367 7381 7394 7407 7421 7435 7449 7463 7476 7489 7503 7517 7531 7545 7558 7571 7585 7599 7613 7627 7640 7653 7667 7681 7695 7709 7722 7735 7749 7763 7777 7791 7804 7817 7831 7845 7859 7873 7886 7898 7911 7924 7937 7950 7962; 7974 7987 8000 8013 8026 8038 8051 8065 8079 8093 8107 8120 8133 8147 8161 8175 8189 8202 8215 8229 8243 8257 8271 8284 8297 8311 8325 8339 8353 8366 8379 8393 8407 8421 8435 8448 8461 8475 8489 8503 8517 8530 8543 8557 8571 8585 8599 8612 8625 8639 8653 8667 8681 8694 8707 8721 8735 8749 8763 8776 8789 8803 8817 8831 8845 8858 8871 8885 8899 8913 8927 8940 8953 8967 8981 8995 9009 9022 9035 9049 9063 9077 9091 9104 9117 9131 9145 9159 9173 9186 9199 9213 9227 9241 9255 9268 9281 9295 9309 9323 9337 9350 9363 9377 9391 9405 9419 9432 9445 9459 9473 9487 9501 9514 9527 9541 9555 9569 9583 9596 9609 9623 9637 9651 9665 9678 9691 9705 9719 9733 9747 9760 9773 9787 9801 9815 9829 9842 9855 9869 9883 9897 9911 9924 9937 9951 9965 9979 9993 10006 10019 10033 10047 10061 10075 10088 10101 10115 10129 10143 10157 10170 10183 10197 10211 10225 10239 10252 10265 10279 10293 10307 10321 10334 10347 10361 10375 10389 10403 10416 10429 10443 10457 10471 10485 10498 10511 10525 10539 10553 10567 10580 10593 10607 10621 10635 10649 10662 10675 10689 10703 10717 10731 10744 10757 10771 10785 10799 10813 10826 10839 10853 10867 10881 10895 10908 10921 10935 10949 10963 10977 10990 11003 11017 11031 11045 11059 11072 11085 11099 11113 11127 11141 11154 11166 11179 11192 11205 11218 11230 11242 11255 11268 11281 11294 11306 11319 11333 11347 11361 11375 11388 11401 11415 11429 11443 11457 11470 11483 11497 11511 11525 11539 11552 11565 11579 11593 11607 11621 11634 11647 11661 11675 11689 11703 11716 11729 11743 11757 11771 11785 11798 11811 11825 11839 11853 11867 11880 11893 11907 11921 11935 11949 11962 11975 11989 12003 12017 12031 12044 12057 12071 12085 12099 12113 12126 12139 12153 12167 12181 12195 12208 12221 12235 12249 12263 12277 12290 12303 12317 12331 12345 12359 12372 12385 12399 12413 12427 12441 12454 12467 12481 12495 12509 12523 12536 12549 12563 12577 12591 12605 12618 12631 12645 12659 12673 12687 12700 12713 12727 12741 12755 12769 12782 12795 12809 12823 12837 12851 12864 12877 12891 12905 12919 12933 12946 12959 12973 12987 13001 13015 13028 13041 13055 13069 13083 13097 13110 13123 13137 13151 13165 13179 13192 13205 13219 13233 13247 13261 13274 13287 13301 13315 13329 13343 13356 13369 13383 13397 13411 13425 13438 13451 13465 13479 13493 13507 13520 13533 13547 13561 13575 13589 13602 13615 13629 13643 13657 13671 13684 13697 13711 13725 13739 13753 13766 13779 13793 13807 13821 13835 13848 13861 13875 13889 13903 13917 13930 13943 13957 13971 13985 13999 14012 14025 14039 14053 14067 14081 14094 14107 14121 14135 14149 14163 14176 14189 14203 14217 14231 14245 14258 14271 14285 14299 14313 14327 14340 14353 14367 14381 14395 14409 14422 14434 14447 14460 14473 14486 14498; 14510 14523 14536 14549 14562 14574 14587 14601 14615 14629 14643 14656 14669 14683 14697 14711 14725 14738 14751 14765 14779 14793 14807 14820 14833 14847 14861 14875 14889 14902 14915 14929 14943 14957 14971 14984 14997 15011 15025 15039 15053 15066 15079 15093 15107 15121 15135 15148 15161 15175 15189 15203 15217 15230 15243 15257 15271 15285 15299 15312 15325 15339 15353 15367 15381 15394 15407 15421 15435 15449 15463 15476 15489 15503 15517 15531 15545 15558 15571 15585 15599 15613 15627 15640 15653 15667 15681 15695 15709 15722 15735 15749 15763 15777 15791 15804 15817 15831 15845 15859 15873 15886 15899 15913 15927 15941 15955 15968 15981 15995 16009 16023 16037 16050 16063 16077 16091 16105 16119 16132 16145 16159 16173 16187 16201 16214 16227 16241 16255 16269 16283 16296 16309 16323 16337 16351 16365 16378 16391 16405 16419 16433 16447 16460 16473 16487 16501 16515 16529 16542 16555 16569 16583 16597 16611 16624 16637 16651 16665 16679 16693 16706 16719 16733 16747 16761 16775 16788 16801 16815 16829 16843 16857 16870 16883 16897 16911 16925 16939 16952 16965 16979 16993 17007 17021 17034 17047 17061 17075 17089 17103 17116 17129 17143 17157 17171 17185 17198 17211 17225 17239 17253 17267 17280 17293 17307 17321 17335 17349 17362 17375 17389 17403 17417 17431 17444 17457 17471 17485 17499 17513 17526 17539 17553 17567 17581 17595 17608 17621 17635 17649 17663 17677 17690 17702 17715 17728 17741 17754 17766 17778 17791 17804 17817 17830 17842 17855 17869 17883 17897 17911 17924 17937 17951 17965 17979 17993 18006 18019 18033 18047 18061 18075 18088 18101 18115 18129 18143 18157 18170 18183 18197 18211 18225 18239 18252 18265 18279 18293 18307 18321 18334 18347 18361 18375 18389 18403 18416 18429 18443 18457 18471 18485 18498 18511 18525 18539 18553 18567 18580 18593 18607 18621 18635 18649 18662 18675 18689 18703 18717 18731 18744 18757 18771 18785 18799 18813 18826 18839 18853 18867 18881 18895 18908 18921 18935 18949 18963 18977 18990 19003 19017 19031 19045 19059 19072 19085 19099 19113 19127 19141 19154 19167 19181 19195 19209 19223 19236 19249 19263 19277 19291 19305 19318 19331 19345 19359 19373 19387 19400 19413 19427 19441 19455 19469 19482 19495 19509 19523 19537 19551 19564 19577 19591 19605 19619 19633 19646 19659 19673 19687 19701 19715 19728 19741 19755 19769 19783 19797 19810 19823 19837 19851 19865 19879 19892 19905 19919 19933 19947 19961 19974 19987 20001 20015 20029 20043 20056 20069 20083 20097 20111 20125 20138 20151 20165 20179 20193 20207 20220 20233 20247 20261 20275 20289 20302 20315 20329 20343 20357 20371 20384 20397 20411 20425 20439 20453 20466 20479 20493 20507 20521 20535 20548 20561 20575 20589 20603 20617 20630 20643 20657 20671 20685 20699 20712 20725 20739 20753 20767 20781 20794 20807 20821 20835 20849 20863 20876 20889 20903 20917 20931 20945 20958 20970 20983 20996 21009 21022 21034; 21046 21059 21072 21085 21098 21110 21123 21137 21151 21165 21179 21192 21205 21219 21233 21247 21261 21274 21287 21301 21315 21329 21343 21356 21369 21383 21397 21411 21425 21438 21451 21465 21479 21493 21507 21520 21533 21547 21561 21575 21589 21602 21615 21629 21643 21657 21671 21684 21697 21711 21725 21739 21753 21766 21779 21793 21807 21821 21835 21848 21861 21875 21889 21903 21917 21930 21943 21957 21971 21985 21999 22012 22025 22039 22053 22067 22081 22094 22107 22121 22135 22149 22163 22176 22189 22203 22217 22231 22245 22258 22271 22285 22299 22313 22327 22340 22353 22367 22381 22395 22409 22422 22435 22449 22463 22477 22491 22504 22517 22531 22545 22559 22573 22586 22599 22613 22627 22641 22655 22668 22681 22695 22709 22723 22737 22750 22763 22777 22791 22805 22819 22832 22845 22859 22873 22887 22901 22914 22927 22941 22955 22969 22983 22996 23009 23023 23037 23051 23065 23078 23091 23105 23119 23133 23147 23160 23173 23187 23201 23215 23229 23242 23255 23269 23283 23297 23311 23324 23337 23351 23365 23379 23393 23406 23419 23433 23447 23461 23475 23488 23501 23515 23529 23543 23557 23570 23583 23597 23611 23625 23639 23652 23665 23679 23693 23707 23721 23734 23747 23761 23775 23789 23803 23816 23829 23843 23857 23871 23885 23898 23911 23925 23939 23953 23967 23980 23993 24007 24021 24035 24049 24062 24075 24089 24103 24117 24131 24144 24157 24171 24185 24199 24213 24226 24238 24251 24264 24277 24290 24302 24314 24327 24340 24353 24366 24378 24391 24405 24419 24433 24447 24460 24473 24487 24501 24515 24529 24542 24555 24569 24583 24597 24611 24624 24637 24651 24665 24679 24693 24706 24719 24733 24747 24761 24775 24788 24801 24815 24829 24843 24857 24870 24883 24897 24911 24925 24939 24952 24965 24979 24993 25007 25021 25034 25047 25061 25075 25089 25103 25116 25129 25143 25157 25171 25185 25198 25211 25225 25239 25253 25267 25280 25293 25307 25321 25335 25349 25362 25375 25389 25403 25417 25431 25444 25457 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Dual{Cells()}(1.3534613497191997e-7,0.0,1.5728713888639397e-10), Dual{Cells()}(1.422252722132394e-7,0.0,1.5745995578370446e-10), Dual{Cells()}(1.4947639964486908e-7,0.0,1.5763277268104592e-10), Dual{Cells()}(6.730985958515536e-7,0.0,5.979585297435513e-10), Dual{Cells()}(8.300495337358223e-7,0.0,6.025924126126958e-10), Dual{Cells()}(9.398016656334345e-7,0.0,6.072262954818503e-10), Dual{Cells()}(7.032802919190609e-7,0.0,6.137692075611837e-10), Dual{Cells()}(6.492935898845489e-7,0.0,6.184030904303205e-10), Dual{Cells()}(5.532835852017245e-7,0.0,6.230369732994726e-10), Dual{Cells()}(1.2630037031573657e-7,0.0,1.6567307882893495e-10), Dual{Cells()}(1.2074376702098176e-7,0.0,1.658458957262702e-10), Dual{Cells()}(1.1537756279048639e-7,0.0,1.6601871262358473e-10), Dual{Cells()}(4.7264842287260506e-7,0.0,7.482143252735198e-10), Dual{Cells()}(4.3018319538914615e-7,0.0,7.531025230820379e-10), Dual{Cells()}(4.1119698879890216e-7,0.0,7.579907208905572e-10), Dual{Cells()}(5.142612220641877e-7,0.0,7.660407291863074e-10), Dual{Cells()}(5.449213412998405e-7,0.0,7.709289269948224e-10), Dual{Cells()}(6.068595850760312e-7,0.0,7.758171248033565e-10), Dual{Cells()}(1.4945817106166604e-7,0.0,1.734282370962792e-10), Dual{Cells()}(1.569941498484061e-7,0.0,1.7360105399358537e-10), Dual{Cells()}(1.6493587431691482e-7,0.0,1.7377387089091235e-10), Dual{Cells()}(7.416690919948811e-7,0.0,6.58916932557442e-10), Dual{Cells()}(9.127652716558509e-7,0.0,6.635508154265822e-10), Dual{Cells()}(1.0317833619180415e-6,0.0,6.681846982957265e-10), Dual{Cells()}(6.74726565620696e-7,0.0,6.747276103750657e-10), Dual{Cells()}(6.793604417133634e-7,0.0,6.793614932442002e-10), Dual{Cells()}(6.839943181790371e-7,0.0,6.8399537611337e-10), Dual{Cells()}(1.818138960087251e-7,0.0,1.8181417703881182e-10), Dual{Cells()}(1.819867126770181e-7,0.0,1.8198699393615326e-10), Dual{Cells()}(1.8215952932626759e-7,0.0,1.821598108334429e-10)], Temperature = [298.15, 298.15, 298.15, 298.15, 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0.334949494949495, 0.334949494949495, 0.334949494949495, 0.47, 0.47, 0.47, 0.25, 0.25, 0.25, 0.25, 0.25, 0.25, 0.47, 0.47, 0.47, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.47, 0.47, 0.47, 0.25, 0.25, 0.25, 0.25, 0.25, 0.25, 0.47, 0.47, 0.47, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.47, 0.47, 0.47, 0.25, 0.25, 0.25, 0.25, 0.25, 0.25, 0.47, 0.47, 0.47], Conductivity = ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.18390690087153302,0.0,-9.090291634956223e-6), Dual{Cells()}(0.18390690087129027,0.0,-9.090291640672203e-6), Dual{Cells()}(0.18390690087137015,0.0,-9.09029163879064e-6), Dual{Cells()}(0.17165876763242513,0.0,8.768242967755437e-5), Dual{Cells()}(0.17465521541783408,0.0,7.499929648014805e-5), Dual{Cells()}(0.17953154141364377,0.0,5.0165411720526804e-5), Dual{Cells()}(0.3036595062468932,0.0,4.44617033128536e-5), Dual{Cells()}(0.30520017291910745,0.0,2.5428345909763338e-5), Dual{Cells()}(0.30594280682146263,0.0,6.653791143877756e-6), Dual{Cells()}(0.1168143875656329,0.0,-2.1648336047752864e-5), Dual{Cells()}(0.10766584733072981,0.0,-4.493204310086535e-5), Dual{Cells()}(0.09850097521661116,0.0,-5.390195773101014e-5), Dual{Cells()}(0.051559022366991725,0.0,-1.4252104947493809e-5), Dual{Cells()}(0.06029785055857606,0.0,-4.090907944257415e-5), Dual{Cells()}(0.08910942405800226,0.0,-5.745269850764446e-5), Dual{Cells()}(0.27695201130488184,0.0,-0.00011664084972505771), Dual{Cells()}(0.284234439914672,0.0,-0.0001050270931689485), Dual{Cells()}(0.2901616734680321,0.0,-9.275095186971535e-5), Dual{Cells()}(0.17965219227795454,0.0,-4.039314332159449e-5), Dual{Cells()}(0.18273078725401604,0.0,-2.3552152460834563e-5), Dual{Cells()}(0.1835679512828256,0.0,-1.497814450825356e-5), Dual{Cells()}(0.17213693157796076,0.0,8.574314180182885e-5), Dual{Cells()}(0.17503047698444824,0.0,7.330870516063801e-5), Dual{Cells()}(0.1797350991675127,0.0,4.893449486209157e-5), Dual{Cells()}(0.30379494152734227,0.0,4.30900495801608e-5), Dual{Cells()}(0.3052630609436737,0.0,2.4377744424913305e-5), Dual{Cells()}(0.30595478445761076,0.0,5.913257210237727e-6), Dual{Cells()}(0.11683642388916182,0.0,-2.1533774753176665e-5), Dual{Cells()}(0.10796856763755408,0.0,-4.449537636559139e-5), Dual{Cells()}(0.09915794983906445,0.0,-5.3473306595345474e-5), Dual{Cells()}(0.10376831153067878,0.0,-4.962693519903089e-5), Dual{Cells()}(0.1100196464813884,0.0,-4.118704328401817e-5), Dual{Cells()}(0.11684314040706872,0.0,-2.149869509191838e-5), Dual{Cells()}(0.3059806784119643,0.0,-3.827251280139622e-6), Dual{Cells()}(0.30582591172666973,0.0,1.1669529102059532e-5), Dual{Cells()}(0.3050812053436881,0.0,2.7314853337845776e-5), Dual{Cells()}(0.18168586696779657,0.0,3.5555305356836626e-5), Dual{Cells()}(0.17859539146309442,0.0,5.5554893078574286e-5), Dual{Cells()}(0.17665775744099976,0.0,6.563542950369418e-5), 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Dual{Cells()}(2.942071293698575e-6,0.0,-3.340360764982568e-9), Dual{Cells()}(2.3778745795813047e-6,0.0,-2.809624687205107e-9), Dual{Cells()}(7.554965896041919e-7,0.0,-4.997335090172721e-10), Dual{Cells()}(1.0014562156741543e-6,0.0,-1.1164976503757525e-9), Dual{Cells()}(1.9444261064410594e-6,0.0,-2.368560541971021e-9), Dual{Cells()}(7.54090738724517e-6,0.0,-8.5712921817594e-9), Dual{Cells()}(8.120400227551755e-6,0.0,-9.096724149478108e-9), Dual{Cells()}(8.679765054719806e-6,0.0,-9.597181969018868e-9), Dual{Cells()}(5.85823214214988e-6,0.0,-6.336886596093484e-9), Dual{Cells()}(6.490244042231142e-6,0.0,-6.8939641774591825e-9), Dual{Cells()}(6.794841162338085e-6,0.0,-7.163492054894025e-9), Dual{Cells()}(9.94653468872002e-6,0.0,-1.0148006375142094e-8), Dual{Cells()}(9.583910111096593e-6,0.0,-9.775492353320583e-9), Dual{Cells()}(8.8570714365492e-6,0.0,-9.0575944885045e-9), Dual{Cells()}(1.3540792135767044e-5,0.0,-1.3938763949718279e-8), Dual{Cells()}(1.294448119091519e-5,0.0,-1.3389876652637734e-8), Dual{Cells()}(1.2341378818489189e-5,0.0,-1.2842709396066895e-8), Dual{Cells()}(3.950949290502167e-6,0.0,-4.238964814735848e-9), Dual{Cells()}(2.964755847170077e-6,0.0,-3.3610559944247348e-9), Dual{Cells()}(2.4124603830831733e-6,0.0,-2.843286381737042e-9), Dual{Cells()}(2.6773969097944234e-6,0.0,-3.0957205636054277e-9), Dual{Cells()}(3.1290907804242193e-6,0.0,-3.5099482693415032e-9), Dual{Cells()}(3.952272709593122e-6,0.0,-4.240130675953195e-9), Dual{Cells()}(1.2016400285332917e-5,0.0,-1.2550636478576543e-8), Dual{Cells()}(1.2531119031403717e-5,0.0,-1.301408387740712e-8), Dual{Cells()}(1.3039005770665047e-5,0.0,-1.3476320958271356e-8), Dual{Cells()}(8.447226084621987e-6,0.0,-8.667048977422239e-9), Dual{Cells()}(9.056828046561677e-6,0.0,-9.251434657770743e-9), Dual{Cells()}(9.357546724004277e-6,0.0,-9.54806166039645e-9), Dual{Cells()}(9.899786146991861e-6,0.0,-1.0099384357626138e-8), Dual{Cells()}(9.54197822853375e-6,0.0,-9.733079281243622e-9), Dual{Cells()}(8.824215643995367e-6,0.0,-9.02594124735459e-9), Dual{Cells()}(1.3500011873093049e-5,0.0,-1.3900945276920707e-8), Dual{Cells()}(1.291053174380912e-5,0.0,-1.3358877733045564e-8), Dual{Cells()}(1.2314251231058238e-5,0.0,-1.281826071669454e-8), Dual{Cells()}(3.950313648351543e-6,0.0,-4.238404849600018e-9), Dual{Cells()}(2.9770339372874493e-6,0.0,-3.3722418467483804e-9), Dual{Cells()}(2.43296491245066e-6,0.0,-2.8631575953623225e-9), Dual{Cells()}(2.664727385770951e-6,0.0,-3.0838418643861082e-9), Dual{Cells()}(3.1209929090549172e-6,0.0,-3.5026500987179976e-9), Dual{Cells()}(3.951845828084556e-6,0.0,-4.239754615780934e-9), Dual{Cells()}(1.2031091423072975e-5,0.0,-1.2563803344587427e-8), Dual{Cells()}(1.2550091211407298e-5,0.0,-1.3031256549056133e-8), Dual{Cells()}(1.3062260326451847e-5,0.0,-1.3497618545592197e-8), Dual{Cells()}(8.46646716849387e-6,0.0,-8.685184384185148e-9), Dual{Cells()}(9.081755231002627e-6,0.0,-9.275796958980164e-9), Dual{Cells()}(9.385460824714592e-6,0.0,-9.575907753480975e-9), Dual{Cells()}(9.864447613257682e-6,0.0,-1.0062750629271214e-8), Dual{Cells()}(9.510293028607611e-6,0.0,-9.701117398379063e-9), Dual{Cells()}(8.799419947262139e-6,0.0,-9.002094669098432e-9), Dual{Cells()}(1.3469306915352885e-5,0.0,-1.3872498901771121e-8), Dual{Cells()}(1.2885017073850368e-5,0.0,-1.3335597087028713e-8), Dual{Cells()}(1.2293921442438685e-5,0.0,-1.2799946971523947e-8), Dual{Cells()}(3.949939279698098e-6,0.0,-4.238075052228684e-9), Dual{Cells()}(2.9864428944223974e-6,0.0,-3.3808065849810754e-9), Dual{Cells()}(2.4485785883804525e-6,0.0,-2.8782476379768203e-9), Dual{Cells()}(2.654574857986935e-6,0.0,-3.074310496085632e-9), Dual{Cells()}(3.1145156403275603e-6,0.0,-3.49680982210145e-9), Dual{Cells()}(3.951516395283501e-6,0.0,-4.2394644031025244e-9), Dual{Cells()}(1.2042874466533902e-5,0.0,-1.2574366243418202e-8), 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Dual{Cells()}(2.478972547543808,0.0,-0.0024789880655823673), Dual{Cells()}(3.7957443739320644,0.0,-0.005811990760706261), Dual{Cells()}(3.592944251625198,0.0,-0.0052075321359471615), Dual{Cells()}(3.227166126066199,0.0,-0.004201202796524297), Dual{Cells()}(2.9139876787154986,0.0,-0.0034253615896955285), Dual{Cells()}(2.770012815507609,0.0,-0.003095241630431607), Dual{Cells()}(2.6328882274878893,0.0,-0.002796377805530656), Dual{Cells()}(2.2007824107186496,0.0,-0.001953822983412283), Dual{Cells()}(1.7800115738145974,0.0,-0.0012781347821192858), Dual{Cells()}(1.5725193930801316,0.0,-0.0009975232374276903), Dual{Cells()}(0.9544988963041102,0.0,-0.00036752074851087484), Dual{Cells()}(1.0818766100813488,0.0,-0.0004721570343753987), Dual{Cells()}(1.4213970277044568,0.0,-0.0008150078788139064), Dual{Cells()}(1.773644922070985,0.0,-0.001269008002971622), Dual{Cells()}(1.8610083934669333,0.0,-0.0013971005544657948), Dual{Cells()}(1.9485677871317006,0.0,-0.001531658828977902), 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Dual{Cells()}(1548.146435340321,0.0,1.0), Dual{Cells()}(1461.6149479695655,0.0,1.0), Dual{Cells()}(1324.529923133089,0.0,1.0), Dual{Cells()}(1111.0027853757347,0.0,1.0), Dual{Cells()}(954.5700263886831,0.0,1.0), Dual{Cells()}(914.1130310874504,0.0,1.0), Dual{Cells()}(875.569193620468,0.0,1.0), Dual{Cells()}(803.2327044882264,0.0,1.0), Dual{Cells()}(734.6714918017352,0.0,1.0), Dual{Cells()}(702.4108638011203,0.0,1.0), Dual{Cells()}(671.1424290519705,0.0,1.0), Dual{Cells()}(706.6763440491111,0.0,1.0), Dual{Cells()}(782.101446789734,0.0,1.0), Dual{Cells()}(861.7138343922869,0.0,1.0), Dual{Cells()}(904.291197822907,0.0,1.0), Dual{Cells()}(949.1211416349275,0.0,1.0), Dual{Cells()}(1125.7002750523307,0.0,1.0), Dual{Cells()}(1375.9410046106316,0.0,1.0), Dual{Cells()}(1544.753600610771,0.0,1.0), Dual{Cells()}(999.9984553889633,0.0,1.0), Dual{Cells()}(999.9984559738074,0.0,1.0), Dual{Cells()}(999.9984570939178,0.0,1.0), Dual{Cells()}(999.9984580887105,0.0,1.0), Dual{Cells()}(999.9984582971324,0.0,1.0), Dual{Cells()}(999.9984584012955,0.0,1.0), Dual{Cells()}(56.2821397588618,0.0,1.0), Dual{Cells()}(56.279577985153196,0.0,1.0), Dual{Cells()}(56.27698161336709,0.0,1.0), Dual{Cells()}(657.960244651806,0.0,1.0), Dual{Cells()}(694.4136202466013,0.0,1.0), Dual{Cells()}(771.7545177945046,0.0,1.0), Dual{Cells()}(853.3939096868187,0.0,1.0), Dual{Cells()}(897.0958964540641,0.0,1.0), Dual{Cells()}(943.144096094933,0.0,1.0), Dual{Cells()}(1125.3486593228174,0.0,1.0), Dual{Cells()}(1386.3843536697855,0.0,1.0), Dual{Cells()}(1565.164227026621,0.0,1.0), Dual{Cells()}(1474.2980469146812,0.0,1.0), Dual{Cells()}(1337.6922122181275,0.0,1.0), Dual{Cells()}(1125.0458190662032,0.0,1.0), Dual{Cells()}(969.2155538587485,0.0,1.0), Dual{Cells()}(928.9862341162351,0.0,1.0), Dual{Cells()}(890.6771899268149,0.0,1.0), Dual{Cells()}(818.8563488821337,0.0,1.0), Dual{Cells()}(750.8495624226862,0.0,1.0), Dual{Cells()}(718.8877601529784,0.0,1.0), Dual{Cells()}(662.8351853675624,0.0,1.0), Dual{Cells()}(698.9526006077123,0.0,1.0), Dual{Cells()}(775.5920546925485,0.0,1.0), Dual{Cells()}(856.4882791775921,0.0,1.0), Dual{Cells()}(899.7768840647301,0.0,1.0), Dual{Cells()}(945.3767733494424,0.0,1.0), Dual{Cells()}(1125.500532226198,0.0,1.0), Dual{Cells()}(1382.5063494564101,0.0,1.0), Dual{Cells()}(1557.5210612766048,0.0,1.0), Dual{Cells()}(1478.3873298506403,0.0,1.0), Dual{Cells()}(1339.9936420467156,0.0,1.0), Dual{Cells()}(1125.1361710229708,0.0,1.0), Dual{Cells()}(968.0313438750734,0.0,1.0), Dual{Cells()}(927.5134928079308,0.0,1.0), Dual{Cells()}(888.9353777090745,0.0,1.0), Dual{Cells()}(816.6170296470641,0.0,1.0), Dual{Cells()}(748.1327221471314,0.0,1.0), Dual{Cells()}(715.9400225242981,0.0,1.0), Dual{Cells()}(666.6236953493424,0.0,1.0), Dual{Cells()}(702.4783824149931,0.0,1.0), Dual{Cells()}(778.5686487276688,0.0,1.0), Dual{Cells()}(858.8828597142616,0.0,1.0), Dual{Cells()}(901.8477643214378,0.0,1.0), Dual{Cells()}(947.0965669991633,0.0,1.0), Dual{Cells()}(1125.5920450548183,0.0,1.0), Dual{Cells()}(1379.4660022146409,0.0,1.0), Dual{Cells()}(1551.5828319734446,0.0,1.0), Dual{Cells()}(1481.5287209654625,0.0,1.0), Dual{Cells()}(1341.7580694996298,0.0,1.0), Dual{Cells()}(1125.2036165196337,0.0,1.0), Dual{Cells()}(967.1231448759013,0.0,1.0), Dual{Cells()}(926.3842113429347,0.0,1.0), Dual{Cells()}(887.5998356922788,0.0,1.0), Dual{Cells()}(814.8998119582784,0.0,1.0), Dual{Cells()}(746.0490482493085,0.0,1.0), Dual{Cells()}(713.6787552966398,0.0,1.0), Dual{Cells()}(669.2087957918924,0.0,1.0), Dual{Cells()}(704.8799433354385,0.0,1.0), Dual{Cells()}(780.5901173474753,0.0,1.0), Dual{Cells()}(860.5035092518173,0.0,1.0), Dual{Cells()}(903.2472510573275,0.0,1.0), Dual{Cells()}(948.2571238362947,0.0,1.0), Dual{Cells()}(1125.6609988325242,0.0,1.0), Dual{Cells()}(1377.464296533252,0.0,1.0), Dual{Cells()}(1547.6959292213733,0.0,1.0), Dual{Cells()}(1145.8383432325484,0.0,1.0), Dual{Cells()}(1049.9520457323927,0.0,1.0), Dual{Cells()}(888.0429395251637,0.0,1.0), Dual{Cells()}(762.3469739833077,0.0,1.0), Dual{Cells()}(728.0479658071863,0.0,1.0), Dual{Cells()}(694.9672176538477,0.0,1.0), Dual{Cells()}(631.7019160249599,0.0,1.0), Dual{Cells()}(571.2146516634162,0.0,1.0), Dual{Cells()}(542.4828793626789,0.0,1.0), Dual{Cells()}(671.3236026111023,0.0,1.0), Dual{Cells()}(706.837326008783,0.0,1.0), Dual{Cells()}(782.2198887783634,0.0,1.0), Dual{Cells()}(861.7868322024971,0.0,1.0), Dual{Cells()}(904.3386905600646,0.0,1.0), Dual{Cells()}(949.1408200284285,0.0,1.0), Dual{Cells()}(1125.5881513262298,0.0,1.0), Dual{Cells()}(1375.577047658444,0.0,1.0), Dual{Cells()}(1544.1589197563349,0.0,1.0), Dual{Cells()}(999.9984515909033,0.0,1.0), Dual{Cells()}(999.9984521777474,0.0,1.0), Dual{Cells()}(999.9984533019231,0.0,1.0), Dual{Cells()}(999.9984543004771,0.0,1.0), Dual{Cells()}(999.9984545096927,0.0,1.0), Dual{Cells()}(999.9984546142532,0.0,1.0)]), variable_definitions = JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, C::C}, secondary_variables::@NamedTuple{Conductivity::BattMo.Conductivity, Diffusivity::BattMo.Diffusivity, DmuDc::DmuDc, ChemCoef::ChemCoef, Charge::Charge, Mass::Mass}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, BruggemanCoefficient::BattMo.BruggemanCoefficient, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}((primary_variables = (Phi = Phi(), C = C()), secondary_variables = (Conductivity = BattMo.Conductivity(), Diffusivity = BattMo.Diffusivity(), DmuDc = DmuDc(), ChemCoef = ChemCoef(), Charge = Charge(), Mass = Mass()), parameters = (ECTransmissibilities = BattMo.ECTransmissibilities(), Volume = BattMo.Volume(), Temperature = Temperature(), BruggemanCoefficient = BattMo.BruggemanCoefficient(), VolumeFraction = BattMo.VolumeFraction()), extra_variable_fields = Symbol[])), equations = (charge_conservation = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(-1.8533669780741622e-10,0.3778420954375214,-1.4379191316143452e-5) Dual{Cells()}(-1.8533669780741622e-10,-0.3777536809644669,1.4375826611785938e-5) Dual{Cells()}(-1.8533669780741622e-10,-8.820918329383262e-5,3.3569966651478807e-9) Dual{Cells()}(-1.8533669780741622e-10,-2.0528976069238136e-7,7.812782781251265e-12) Dual{Cells()}(-1.8855930385505868e-10,-0.3777536809644669,1.4375826612444713e-5) Dual{Cells()}(-1.8855930385505868e-10,0.7602422883663945,-2.893184598704474e-5) Dual{Cells()}(-1.8855930385505868e-10,-0.38240125486645304,1.455269508452655e-5) Dual{Cells()}(-1.8855930385505868e-10,-8.714470473699506e-5,3.316485569622054e-9) Dual{Cells()}(-1.8855930385505868e-10,-2.0783073761661302e-7,7.909485610711049e-12) Dual{Cells()}(-1.9274571804358748e-10,-0.38240125486645304,1.455269508468859e-5) Dual{Cells()}(-1.9274571804358748e-10,0.38248757082744306,-1.4555979927186879e-5) Dual{Cells()}(-1.9274571804358748e-10,-8.610558927544511e-5,3.276939723571756e-9) Dual{Cells()}(-1.9274571804358748e-10,-2.1037171454120892e-7,8.006188440463813e-12) Dual{Cells()}(-0.0005136810336098266,0.37164706087596683,-2.1802257160808987e-5) Dual{Cells()}(-0.0005136810336098266,-0.3715680335768736,2.039770809328599e-5) Dual{Cells()}(-0.0005136810336098266,-7.882703119475065e-5,4.6038448369886975e-9) Dual{Cells()}(-0.0005136810336098266,-2.0026789844210406e-7,1.166677269110402e-11) Dual{Cells()}(-0.0005212293199068846,-0.3715680335768736,2.1797664221667768e-5) Dual{Cells()}(-0.0005212293199068846,0.7560721122875124,-4.184651573424502e-5) Dual{Cells()}(-0.0005212293199068846,-0.38442459866764334,1.891125878095146e-5) Dual{Cells()}(-0.0005212293199068846,-7.927386630755886e-5,4.381947989995112e-9) Dual{Cells()}(-0.0005212293199068846,-2.0617668781403544e-7,1.1369592861803369e-11) Dual{Cells()}(-0.0005263740356242759,-0.38442459866764334,2.1444433962841394e-5) Dual{Cells()}(-0.0005263740356242759,0.981877165239055,-5.044533858551716e-5) Dual{Cells()}(-0.0005263740356242759,-0.5973717988901208,2.811034002777379e-5) Dual{Cells()}(-0.0005263740356242759,-8.055326804639225e-5,3.9978668828813874e-9) Dual{Cells()}(-0.0005263740356242759,-2.1441324449875935e-7,1.0620730425569668e-11) Dual{Cells()}(-2.5236734399510713e-15,-0.5973717988901208,3.15300852408316e-5) Dual{Cells()}(-2.5236734399510713e-15,1.846565938312248,-8.41506345229421e-5) Dual{Cells()}(-2.5236734399510713e-15,-1.2491725975379293,5.309399321476197e-5) Dual{Cells()}(-2.5236734399510713e-15,-2.148393361086084e-5,9.623101561346837e-10) Dual{Cells()}(-2.5236734399510713e-15,-5.795058709979033e-8,2.592122697871213e-12) Dual{Cells()}(-4.5982008723620936e-15,-1.2491725975379293,5.6039331799986585e-5) Dual{Cells()}(-4.5982008723620936e-15,2.505383024210413,-0.0001066138092817642) Dual{Cells()}(-4.5982008723620936e-15,-1.2561888141555375,5.078787166086371e-5) Dual{Cells()}(-4.5982008723620936e-15,-2.1554166119852758e-5,9.174905389532378e-10) Dual{Cells()}(-4.5982008723620936e-15,-5.83508261552472e-8,2.481157924132497e-12) Dual{Cells()}(1.9291426316848136e-16,-1.2561888141555375,5.351889756995945e-5) Dual{Cells()}(1.9291426316848136e-16,1.6496499597595702,-6.481320273990043e-5) Dual{Cells()}(1.9291426316848136e-16,-0.39343951897740964,1.1949790020965205e-5) Dual{Cells()}(1.9291426316848136e-16,-2.1568027331520176e-5,8.723506485185871e-10) Dual{Cells()}(1.9291426316848136e-16,-5.85992915618787e-8,2.3684660142847076e-12) Dual{Cells()}(0.0005023241443798721,-0.39343951897740964,1.4024457100411546e-5) Dual{Cells()}(0.0005023241443798721,0.6189744128135339,-1.9321483255555412e-5) Dual{Cells()}(0.0005023241443798721,-0.22547668011693486,6.240145996899188e-6) Dual{Cells()}(0.0005023241443798721,-5.8053692715550084e-5,1.9599555532856567e-9) Dual{Cells()}(0.0005023241443798721,-1.6002647386053389e-7,5.407314011678611e-12) Dual{Cells()}(0.0005221477354011071,-0.22547668011693486,7.369723110156338e-6) Dual{Cells()}(0.0005221477354011071,0.43518744759112343,-1.1802936208686194e-5) Dual{Cells()}(0.0005221477354011071,-0.20965775963269592,5.155291854338717e-6) Dual{Cells()}(0.0005221477354011071,-5.285845778794488e-5,1.439887190911323e-9) Dual{Cells()}(0.0005221477354011071,-1.4938370470431334e-7,4.083674075806937e-12) Dual{Cells()}(0.0005370953624674581,-0.20965775963269592,5.561334729563262e-6) Dual{Cells()}(0.0005370953624674581,0.20970568269052917,-5.1564571434250045e-6) Dual{Cells()}(0.0005370953624674581,-4.778466066750097e-5,1.147810580293717e-9) Dual{Cells()}(0.0005370953624674581,-1.383971657515476e-7,3.342971066752519e-12) Dual{Cells()}(0.00045510971205941554,0.11662215437659694,-1.7474102454824744e-6) Dual{Cells()}(0.00045510971205941554,-0.11659023034180002,1.755302174393402e-6) Dual{Cells()}(0.00045510971205941554,-3.185031556732424e-5,7.151722702588765e-10) Dual{Cells()}(0.00045510971205941554,-7.371922959524122e-8,1.0807602205920485e-12) Dual{Cells()}(0.00045362386095555777,-0.11659023034180002,1.74714871060588e-6) Dual{Cells()}(0.00045362386095555777,0.2691782329372801,-4.4171412936328795e-6) Dual{Cells()}(0.00045362386095555777,-0.15255200151571968,2.7993648850653522e-6) Dual{Cells()}(0.00045362386095555777,-3.59138072210442e-5,8.988858230726969e-10) Dual{Cells()}(0.00045362386095555777,-8.72725393433505e-8,1.4510399426927553e-12) Dual{Cells()}(0.0004480757226531812,-0.15255200151571968,2.6617029366877043e-6) Dual{Cells()}(0.0004480757226531812,0.4828571608664265,-9.610837058870859e-6) Dual{Cells()}(0.0004480757226531812,-0.33025847885036974,7.496209863112763e-6) Dual{Cells()}(0.0004480757226531812,-4.6549964552383864e-5,1.4644789326928545e-9) Dual{Cells()}(0.0004480757226531812,-1.305357846630355e-7,2.8506032719763817e-12) Dual{Cells()}(9.285350547701401e-17,-0.33025847885036974,6.810967316195925e-6) Dual{Cells()}(9.285350547701401e-17,1.5830753213493756,-4.181689281197783e-5) Dual{Cells()}(9.285350547701401e-17,-1.2527979137070315,3.545941511613472e-5) Dual{Cells()}(9.285350547701401e-17,-1.88712601406674e-5,6.829410534992293e-10) Dual{Cells()}(9.285350547701401e-17,-5.753183346631477e-8,1.5671147243298767e-12) Dual{Cells()}(-1.582024416914042e-16,-1.2527979137070315,3.432029431003592e-5) Dual{Cells()}(-1.582024416914042e-16,2.537405648668257,-7.233696513262901e-5) Dual{Cells()}(-1.582024416914042e-16,-1.2845885468936313,3.813190388334652e-5) Dual{Cells()}(-1.582024416914042e-16,-1.912892401595009e-5,7.141751633719638e-10) Dual{Cells()}(-1.582024416914042e-16,-5.9143578472451666e-8,1.6902544943763663e-12) Dual{Cells()}(-1.8921330261861112e-16,-1.2845885468936313,3.6877114513825525e-5) Dual{Cells()}(-1.8921330261861112e-16,1.9342438432931337,-5.8474389152564444e-5) Dual{Cells()}(-1.8921330261861112e-16,-0.6496359217548849,2.183045659321933e-5) Dual{Cells()}(-1.8921330261861112e-16,-1.931416667866526e-5,7.433125030573129e-10) Dual{Cells()}(-1.8921330261861112e-16,-6.047793890965737e-8,1.8095985274478795e-12) Dual{Cells()}(-0.00044215884053942653,-0.6496359217548849,2.0342004566083578e-5) Dual{Cells()}(-0.00044215884053942653,1.0897233219031863,-3.622998681296746e-5) Dual{Cells()}(-0.00044215884053942653,-0.4399923054420045,1.5513435012531716e-5) Dual{Cells()}(-0.00044215884053942653,-7.372442071509625e-5,3.0115147444496544e-9) Dual{Cells()}(-0.00044215884053942653,-2.113294623502539e-5,1.8755440979527943e-7) Dual{Cells()}(-0.00044215884053942653,-2.3733934658016793e-7,7.740631191008147e-12) Dual{Cells()}(-0.00044574945147791354,-0.4399923054420045,1.4396701089486222e-5) Dual{Cells()}(-0.00044574945147791354,0.8895181647321291,-3.149413136195947e-5) Dual{Cells()}(-0.00044574945147791354,-0.44943143832355376,1.6601600727873508e-5) Dual{Cells()}(-0.00044574945147791354,-7.321484881150224e-5,3.181755265974338e-9) Dual{Cells()}(-0.00044574945147791354,-2.0962186355464697e-5,1.8537503357096187e-7) Dual{Cells()}(-0.00044574945147791354,-2.439314038439939e-7,8.664643351736405e-12) Dual{Cells()}(-0.00045103342333469194,-0.44943143832355376,1.5977274238816683e-5) Dual{Cells()}(-0.00045103342333469194,0.44952480482946267,-1.6605283318223978e-5) Dual{Cells()}(-0.00045103342333469194,-7.236026910263187e-5,3.2447393530473982e-9) Dual{Cells()}(-0.00045103342333469194,-2.0758651451845993e-5,1.8314880055209855e-7) Dual{Cells()}(-0.00045103342333469194,-2.4758535446055425e-7,9.164821180884043e-12) Dual{Cells()}(-0.0005932365195810071,0.43765216999998874,-2.5450773420920507e-5) Dual{Cells()}(-0.0005932365195810071,-0.4375159430391511,2.3844880108216348e-5) Dual{Cells()}(-0.0005932365195810071,-6.737281216552744e-5,3.897318692864607e-9) Dual{Cells()}(-0.0005932365195810071,-6.861806127778305e-5,3.960269916665304e-9) Dual{Cells()}(-0.0005932365195810071,-2.3608739437767827e-7,1.363812509422098e-11) Dual{Cells()}(-0.0006007325557516075,-0.4375159430391511,2.544290140533583e-5) Dual{Cells()}(-0.0006007325557516075,0.8891583244003743,-4.884040797811379e-5) Dual{Cells()}(-0.0006007325557516075,-0.4515052395928454,2.2094516871060677e-5) Dual{Cells()}(-0.0006007325557516075,-6.782674537118495e-5,3.7176269922133576e-9) Dual{Cells()}(-0.0006007325557516075,-6.907254929087952e-5,3.778102080644627e-9) Dual{Cells()}(-0.0006007325557516075,-2.424737158944369e-7,1.3273676258671611e-11) Dual{Cells()}(-0.0006057976347162032,-0.4515052395928454,2.498801819374335e-5) Dual{Cells()}(-0.0006057976347162032,1.1518515370816635,-5.880905102305447e-5) Dual{Cells()}(-0.0006057976347162032,-0.7002068535760881,3.279765376249064e-5) Dual{Cells()}(-0.0006057976347162032,-6.896513653358286e-5,3.4008909953059946e-9) Dual{Cells()}(-0.0006057976347162032,-7.022730267243246e-5,3.4581154963728567e-9) Dual{Cells()}(-0.0006057976347162032,-2.5147352399461355e-7,1.2390101990975457e-11) Dual{Cells()}(2.1145383343009818e-16,-0.7002068535760881,3.670766230909266e-5) Dual{Cells()}(2.1145383343009818e-16,2.162720835670853,-9.81520133068728e-5) Dual{Cells()}(2.1145383343009818e-16,-1.4624767825468146,6.197793018436048e-5) Dual{Cells()}(2.1145383343009818e-16,-1.8397691501427896e-5,8.202788756098451e-10) Dual{Cells()}(2.1145383343009818e-16,-1.873400239012259e-5,8.347386260049166e-10) Dual{Cells()}(2.1145383343009818e-16,-6.785405901870723e-8,3.0240831111193002e-12) Dual{Cells()}(-1.0406249541255254e-15,-1.4624767825468146,6.535270144374874e-5) Dual{Cells()}(-1.0406249541255254e-15,2.932508212216678,-0.00012441592262295398) Dual{Cells()}(-1.0406249541255254e-15,-1.4699941082285075,5.930402789043774e-5) Dual{Cells()}(-1.0406249541255254e-15,-1.84578467602659e-5,7.827486096187331e-10) Dual{Cells()}(-1.0406249541255254e-15,-1.8795306427950677e-5,7.96939335894436e-10) Dual{Cells()}(-1.0406249541255254e-15,-6.828816746123745e-8,2.8955147495446237e-12) Dual{Cells()}(-3.75915439516874e-16,-1.4699941082285075,6.243640982565723e-5) Dual{Cells()}(-3.75915439516874e-16,1.930012639649252,-7.569926137137838e-5) Dual{Cells()}(-3.75915439516874e-16,-0.4599811832416521,1.4004769220614495e-5) Dual{Cells()}(-3.75915439516874e-16,-1.8471008281482647e-5,7.449213610811231e-10) Dual{Cells()}(-3.75915439516874e-16,-1.8808621447915162e-5,7.588434503843161e-10) Dual{Cells()}(-3.75915439516874e-16,-6.85493630308488e-8,2.765007406918689e-12) Dual{Cells()}(0.0005804280485972687,-0.4599811832416521,1.6393726951369734e-5) Dual{Cells()}(0.0005804280485972687,0.723707910656341,-2.2640678105174944e-5) Dual{Cells()}(0.0005804280485972687,-0.26362609412022797,7.329247572212125e-6) Dual{Cells()}(0.0005804280485972687,-4.97708651793248e-5,1.6806751191959432e-9) Dual{Cells()}(0.0005804280485972687,-5.067540107121235e-5,1.716178670936631e-9) Dual{Cells()}(0.0005804280485972687,-1.8702821036840366e-7,6.32535580774352e-12) Dual{Cells()}(0.0006017628293672987,-0.26362609412022797,8.632505984855346e-6) Dual{Cells()}(0.0006017628293672987,0.5092039364235293,-1.3882994172449082e-5) Dual{Cells()}(0.0006017628293672987,-0.24548585103116707,6.079714958859549e-6) Dual{Cells()}(0.0006017628293672987,-4.5504393027153245e-5,1.2451336615167273e-9) Dual{Cells()}(0.0006017628293672987,-4.6312149881460656e-5,1.2763914278083727e-9) Dual{Cells()}(0.0006017628293672987,-1.7472922561991144e-7,4.7997397488052965e-12) Dual{Cells()}(0.0006175640994862013,-0.24548585103116707,6.551220828182956e-6) Dual{Cells()}(0.0006175640994862013,0.24556943305378215,-6.08174816167958e-6) Dual{Cells()}(0.0006175640994862013,-4.135411440615974e-5,1.000958377283055e-9) Dual{Cells()}(0.0006175640994862013,-4.206569492796489e-5,1.0289495238140206e-9) Dual{Cells()}(0.0006175640994862013,-1.6221328094423764e-7,3.9487328080686875e-12) Dual{Cells()}(0.0005532659338838937,0.26016664330021533,-6.799019724604233e-6) Dual{Cells()}(0.0005532659338838937,-0.26008047281858004,7.2447308180946475e-6) Dual{Cells()}(0.0005532659338838937,-4.2619951032772173e-5,1.1029655096443717e-9) Dual{Cells()}(0.0005532659338838937,-4.337820585600399e-5,1.1157484304924273e-9) Dual{Cells()}(0.0005532659338838937,-1.7232474653235974e-7,4.4484879409722326e-12) Dual{Cells()}(0.00055330672479289,-0.26008047281858004,6.796796209769171e-6) Dual{Cells()}(0.00055330672479289,0.5390436931286056,-1.5254178794365899e-5) Dual{Cells()}(0.00055330672479289,-0.2788728094785337,9.189689577384377e-6) Dual{Cells()}(0.00055330672479289,-4.472289543804874e-5,1.274704810182452e-9) Dual{Cells()}(0.00055330672479289,-4.5503300688825314e-5,1.291284584315377e-9) Dual{Cells()}(0.00055330672479289,-1.8463536494870936e-7,5.253106039360369e-12) Dual{Cells()}(0.000549176196016305,-0.2788728094785337,8.00687644530817e-6) Dual{Cells()}(0.000549176196016305,0.7681585531257336,-2.4315554729217643e-5) Dual{Cells()}(0.000549176196016305,-0.48919071432354067,1.726422023449821e-5) Dual{Cells()}(0.000549176196016305,-4.701251103371346e-5,1.5917486729442072e-9) Dual{Cells()}(0.000549176196016305,-4.781867683931018e-5,1.6158729395370822e-9) Dual{Cells()}(0.000549176196016305,-1.981357862431861e-7,6.7029782642291395e-12) Dual{Cells()}(-3.280657226835011e-16,-0.48919071432354067,1.5122650672143215e-5) Dual{Cells()}(-3.280657226835011e-16,2.0694853327364076,-7.925972372075781e-5) Dual{Cells()}(-3.280657226835011e-16,-1.5802597732017096,6.47037531016347e-5) Dual{Cells()}(-3.280657226835011e-16,-1.723896129301338e-5,6.771551685898146e-10) Dual{Cells()}(-3.280657226835011e-16,-1.7532739051572345e-5,6.883810073753947e-10) Dual{Cells()}(-3.280657226835011e-16,-7.351081259845827e-8,2.886889544022389e-12) Dual{Cells()}(1.493904821309095e-16,-1.5802597732017096,6.199413505239131e-5) Dual{Cells()}(1.493904821309095e-16,3.1605428838321448,-0.00012934871853158687) Dual{Cells()}(1.493904821309095e-16,-1.580248333174294,6.75354308420112e-5) Dual{Cells()}(1.493904821309095e-16,-1.7205461419388845e-5,7.05024347501195e-10) Dual{Cells()}(1.493904821309095e-16,-1.749841460386399e-5,7.169522692419039e-10) Dual{Cells()}(1.493904821309095e-16,-7.358011803552056e-8,3.0148043727612294e-12) Dual{Cells()}(-9.698349233401184e-18,-1.580248333174294,6.46435404408829e-5) Dual{Cells()}(-9.698349233401184e-18,2.3469248166955716,-0.00010165028155452511) Dual{Cells()}(-9.698349233401184e-18,-0.7666418406120923,3.739756674666704e-5) Dual{Cells()}(-9.698349233401184e-18,-1.713888175171887e-5,7.324312459600472e-10) Dual{Cells()}(-9.698349233401184e-18,-1.7430520247451995e-5,7.450486163518804e-10) Dual{Cells()}(-9.698349233401184e-18,-7.350718619720269e-8,3.141429545816936e-12) Dual{Cells()}(-0.0005473010190606588,-0.7666418406120923,3.411337010653687e-5) Dual{Cells()}(-0.0005473010190606588,1.2717673916093535,-6.073752933532428e-5) Dual{Cells()}(-0.0005473010190606588,-0.504996253174656,2.5745026824622332e-5) Dual{Cells()}(-0.0005473010190606588,-6.396762437842999e-5,2.973004449467527e-9) Dual{Cells()}(-0.0005473010190606588,-6.5052955018053e-5,3.025674512033593e-9) Dual{Cells()}(-0.0005473010190606588,-2.7724320889190124e-7,1.2888293523618686e-11) Dual{Cells()}(-0.0005517509695055958,-0.504996253174656,2.3333951174469234e-5) Dual{Cells()}(-0.0005517509695055958,1.007568099065623,-5.1131918850818365e-5) Dual{Cells()}(-0.0005517509695055958,-0.5024458819413041,2.6705093299192183e-5) Dual{Cells()}(-0.0005517509695055958,-6.231875162568923e-5,3.158473298554987e-9) Dual{Cells()}(-0.0005517509695055958,-6.33702025608331e-5,3.2154810472688598e-9) Dual{Cells()}(-0.0005517509695055958,-2.749954763522376e-7,1.3942720126198121e-11) Dual{Cells()}(-0.0005566902064359971,-0.5024458819413041,2.5380504373049098e-5) Dual{Cells()}(-0.0005566902064359971,0.5025693770043304,-2.6711634637285976e-5) Dual{Cells()}(-0.0005566902064359971,-6.109836806191029e-5,3.234270065837886e-9) Dual{Cells()}(-0.0005566902064359971,-6.212224182076046e-5,3.2928179317259056e-9) Dual{Cells()}(-0.0005566902064359971,-2.7445314355402915e-7,1.4534551436555615e-11) Dual{Cells()}(-0.0006727676639731089,0.5036853451564329,-2.9079401330782623e-5) Dual{Cells()}(-0.0006727676639731089,-0.503566468642602,2.7277735493075413e-5) Dual{Cells()}(-0.0006727676639731089,-5.88283134072836e-5,3.378370745016202e-9) Dual{Cells()}(-0.0006727676639731089,-5.9776227930805935e-5,3.4270227698085674e-9) Dual{Cells()}(-0.0006727676639731089,-2.7197249288301073e-7,1.560071897291287e-11) Dual{Cells()}(-0.0006802466454325012,-0.503566468642602,2.9072579898841917e-5) Dual{Cells()}(-0.0006802466454325012,1.0223550173580802,-5.57997767608933e-5) Dual{Cells()}(-0.0006802466454325012,-0.5186687777104189,2.5264052815618172e-5) Dual{Cells()}(-0.0006802466454325012,-5.927120427254028e-5,3.2278737488451945e-9) Dual{Cells()}(-0.0006802466454325012,-6.022097261355961e-5,3.27462567900601e-9) Dual{Cells()}(-0.0006802466454325012,-2.7882817320525033e-7,1.5169153908126998e-11) Dual{Cells()}(-0.0006852354784460677,-0.5186687777104189,2.8515523225428693e-5) Dual{Cells()}(-0.0006852354784460677,1.3219254486743452,-6.712984544605484e-5) Dual{Cells()}(-0.0006852354784460677,-0.8031348321061014,3.746300123996295e-5) Dual{Cells()}(-0.0006852354784460677,-6.029366263318219e-5,2.9587927435151016e-9) Dual{Cells()}(-0.0006852354784460677,-6.125662009260397e-5,3.0028676305526e-9) Dual{Cells()}(-0.0006852354784460677,-2.8857509907044245e-7,1.4150912950730878e-11) Dual{Cells()}(1.2993238612174807e-16,-0.8031348321061014,4.1859816572042026e-5) Dual{Cells()}(1.2993238612174807e-16,2.479028484450401,-0.00011208056684483099) Dual{Cells()}(1.2993238612174807e-16,-1.6758611440914386,7.081531598945637e-5) Dual{Cells()}(1.2993238612174807e-16,-1.6086930946388844e-5,7.147357792303365e-10) Dual{Cells()}(1.2993238612174807e-16,-1.6343558157827936e-5,7.258062857872515e-10) Dual{Cells()}(1.2993238612174807e-16,-7.776375704783932e-8,3.4537555957844096e-12) Dual{Cells()}(-1.1530269663641995e-15,-1.6758611440914386,7.461612157670666e-5) Dual{Cells()}(-1.1530269663641995e-15,3.3597168947334377,-0.0001421199082767761) Dual{Cells()}(-1.1530269663641995e-15,-1.6838231362932299,6.77728374433651e-5) Dual{Cells()}(-1.1530269663641995e-15,-1.6139319855446836e-5,6.824769255482662e-10) Dual{Cells()}(-1.1530269663641995e-15,-1.6396799795398882e-5,6.933010194485567e-10) Dual{Cells()}(-1.1530269663641995e-15,-7.822911810585951e-8,3.3075502278723985e-12) Dual{Cells()}(8.948393962961808e-17,-1.6838231362932299,7.130321318605154e-5) Dual{Cells()}(8.948393962961808e-17,2.2103032704615346,-8.651930151012376e-5) Dual{Cells()}(8.948393962961808e-17,-0.5264474952448797,1.604532690436214e-5) Dual{Cells()}(8.948393962961808e-17,-1.6151411049056797e-5,6.499442904658681e-10) Dual{Cells()}(8.948393962961808e-17,-1.640901223072646e-5,6.605215180847409e-10) Dual{Cells()}(8.948393962961808e-17,-7.850014515466804e-8,3.1591846613339647e-12) Dual{Cells()}(0.0006585913467322922,-0.5264474952448797,1.8745150442648662e-5) Dual{Cells()}(0.0006585913467322922,0.8281924273830656,-2.5930004890586993e-5) Dual{Cells()}(0.0006585913467322922,-0.30165692390092624,8.40714152494103e-6) Dual{Cells()}(0.0006585913467322922,-4.355158065992736e-5,1.4709851650257458e-9) Dual{Cells()}(0.0006585913467322922,-4.4242662576849215e-5,1.4975639361440456e-9) Dual{Cells()}(0.0006585913467322922,-2.139940229345253e-7,7.236025532549819e-12) Dual{Cells()}(0.0006814776020050049,-0.30165692390092624,9.881702359790256e-6) Dual{Cells()}(0.0006814776020050049,0.582807056077091,-1.5935351516832758e-5) Dual{Cells()}(0.0006814776020050049,-0.281069448390787,6.990371994701396e-6) Dual{Cells()}(0.0006814776020050049,-3.993146315843154e-5,1.0965149602879262e-9) Dual{Cells()}(0.0006814776020050049,-4.055236438604695e-5,1.1195223032186832e-9) Dual{Cells()}(0.0006814776020050049,-1.9995783329124405e-7,5.50674980576643e-12) Dual{Cells()}(0.0006981741592677649,-0.281069448390787,7.525988760495895e-6) Dual{Cells()}(0.0006981741592677649,0.28114302872193525,-6.9921702551524735e-6) Dual{Cells()}(0.0006981741592677649,-3.642147369043387e-5,8.86818242072016e-10) Dual{Cells()}(0.0006981741592677649,-3.697302682951986e-5,9.072690003573788e-10) Dual{Cells()}(0.0006981741592677649,-1.8583062828041073e-7,4.543939695845789e-12) Dual{Cells()}(0.00063414522000712,0.2957053320837534,-7.7081804698036e-6) Dual{Cells()}(0.00063414522000712,-0.29562977429945564,8.218295794368711e-6) Dual{Cells()}(0.00063414522000712,-3.738962661555638e-5,9.643238726818956e-10) Dual{Cells()}(0.00063414522000712,-3.797225609793922e-5,9.746369441865096e-10) Dual{Cells()}(0.00063414522000712,-1.9590158420727339e-7,5.042873992416956e-12) Dual{Cells()}(0.0006332451027899552,-0.29562977429945564,7.706236253010406e-6) Dual{Cells()}(0.0006332451027899552,0.612609341686483,-1.7305087945997518e-5) Dual{Cells()}(0.0006332451027899552,-0.3169001025389938,1.0439247436796617e-5) Dual{Cells()}(0.0006332451027899552,-3.932633635315379e-5,1.1184540054608063e-9) Dual{Cells()}(0.0006332451027899552,-3.9928656607805285e-5,1.1316764318437475e-9) Dual{Cells()}(0.0006332451027899552,-2.0985507253059403e-7,5.96014615194636e-12) Dual{Cells()}(0.0006275148208652819,-0.3169001025389938,9.084535886366916e-6) Dual{Cells()}(0.0006275148208652819,0.8726458471338386,-2.760595253815773e-5) Dual{Cells()}(0.0006275148208652819,-0.5556620445153889,1.9617758763792443e-5) Dual{Cells()}(0.0006275148208652819,-4.142512486885864e-5,1.4021557099454888e-9) Dual{Cells()}(0.0006275148208652819,-4.204984956813569e-5,1.4211181878369276e-9) Dual{Cells()}(0.0006275148208652819,-2.2510501891004708e-7,7.614473941179963e-12) Dual{Cells()}(-2.804899386354315e-16,-0.5556620445153889,1.7163874119292853e-5) Dual{Cells()}(-2.804899386354315e-16,2.3497406284832065,-9.00895772713411e-5) Dual{Cells()}(-2.804899386354315e-16,-1.7940478702451743,7.358081699067328e-5) Dual{Cells()}(-2.804899386354315e-16,-1.5201132181433519e-5,5.977988194616994e-10) Dual{Cells()}(-2.804899386354315e-16,-1.5429129897310994e-5,6.065538789976666e-10) Dual{Cells()}(-2.804899386354315e-16,-8.346056477456722e-8,3.2814997153993843e-12) Dual{Cells()}(-1.779756668603957e-17,-1.7940478702451743,7.047061086704248e-5) Dual{Cells()}(-1.779756668603957e-17,3.5876478049346905,-0.000147071280641086) Dual{Cells()}(-1.779756668603957e-17,-1.7935692775583232,7.681015914270455e-5) Dual{Cells()}(-1.779756668603957e-17,-1.5173102463395812e-5,6.227117042557542e-10) Dual{Cells()}(-1.779756668603957e-17,-1.5400509729140795e-5,6.319985273870837e-10) Dual{Cells()}(-1.779756668603957e-17,-8.351900030529162e-8,3.427302391434858e-12) Dual{Cells()}(-4.908060413497407e-17,-1.7935692775583232,7.34892055145815e-5) Dual{Cells()}(-4.908060413497407e-17,2.6631167220341436,-0.0001155950426079853) Dual{Cells()}(-4.908060413497407e-17,-0.8695169037237896,4.255871343962719e-5) Dual{Cells()}(-4.908060413497407e-17,-1.5115457399305204e-5,6.472240953983932e-10) Dual{Cells()}(-4.908060413497407e-17,-1.5341880959519432e-5,6.570334500628283e-10) Dual{Cells()}(-4.908060413497407e-17,-8.341367199952549e-8,3.571594700190548e-12) Dual{Cells()}(-0.0006269823763167183,-0.8695169037237896,3.87835756457364e-5) Dual{Cells()}(-0.0006269823763167183,1.4417438663458833,-6.907012376384484e-5) Dual{Cells()}(-0.0006269823763167183,-0.572112936256987,2.927852311374969e-5) Dual{Cells()}(-0.0006269823763167183,-5.643439996236921e-5,2.630199399039913e-9) Dual{Cells()}(-0.0006269823763167183,-5.7277641742515296e-5,2.671076282012308e-9) Dual{Cells()}(-0.0006269823763167183,-3.1432340166757957e-7,1.4651156485238983e-11) Dual{Cells()}(-0.0006315050033471568,-0.572112936256987,2.6506094491614206e-5) Dual{Cells()}(-0.0006315050033471568,1.1406640184166121,-5.810065927524125e-5) Dual{Cells()}(-0.0006315050033471568,-0.5684399226312017,3.0339884044350825e-5) Dual{Cells()}(-0.0006315050033471568,-5.501508929308573e-5,2.7986628525593092e-9) Dual{Cells()}(-0.0006315050033471568,-5.5833119913391864e-5,2.8428932574761557e-9) Dual{Cells()}(-0.0006315050033471568,-3.113192167632303e-7,1.584036684033521e-11) Dual{Cells()}(-0.0006364137394793042,-0.5684399226312017,2.8816478914622972e-5) Dual{Cells()}(-0.0006364137394793042,0.5685489904536797,-3.0345684815128404e-5) Dual{Cells()}(-0.0006364137394793042,-5.397983130365522e-5,2.869486922207111e-9) Dual{Cells()}(-0.0006364137394793042,-5.477768678198054e-5,2.9149590245321315e-9) Dual{Cells()}(-0.0006364137394793042,-3.103043923761249e-7,1.6499233506445028e-11) Dual{Cells()}(-0.0007524147070196243,0.5696928829480149,-3.2711036992151576e-5) Dual{Cells()}(-0.0007524147070196243,-0.5695874229129957,3.071232610337697e-5) Dual{Cells()}(-0.0007524147070196243,-5.220330307175444e-5,2.981595328475536e-9) Dual{Cells()}(-0.0007524147070196243,-5.294888925525713e-5,3.020249015817861e-9) Dual{Cells()}(-0.0007524147070196243,-3.0784269223593643e-7,1.7564259852686622e-11) Dual{Cells()}(-0.0007599032406341746,-0.5695874229129957,3.270501731934464e-5) Dual{Cells()}(-0.0007599032406341746,1.155501963494624,-6.276431659413582e-5) Dual{Cells()}(-0.0007599032406341746,-0.5858082197441551,2.8435036136110744e-5) Dual{Cells()}(-0.0007599032406341746,-5.262887865993848e-5,2.8523543483353976e-9) Dual{Cells()}(-0.0007599032406341746,-5.3376789715125594e-5,2.8895121890900313e-9) Dual{Cells()}(-0.0007599032406341746,-3.151690982125401e-7,1.706564670322328e-11) Dual{Cells()}(-0.0007648262701847626,-0.5858082197441551,3.204623133289514e-5) Dual{Cells()}(-0.0007648262701847626,1.4919515195787392,-7.545706481329929e-5) Dual{Cells()}(-0.0007648262701847626,-0.9060351016624102,4.213093330022998e-5) Dual{Cells()}(-0.0007648262701847626,-5.355688638086583e-5,2.618601922120709e-9) Dual{Cells()}(-0.0007648262701847626,-5.4315618434901004e-5,2.653545422188787e-9) Dual{Cells()}(-0.0007648262701847626,-3.256673583007589e-7,1.5912681704019384e-11) Dual{Cells()}(4.3278895981567857e-16,-0.9060351016624102,4.701674046829524e-5) Dual{Cells()}(4.3278895981567857e-16,2.7952697316556656,-0.00012601735937424642) Dual{Cells()}(4.3278895981567857e-16,-1.889205757197074,7.965667822616267e-5) Dual{Cells()}(4.3278895981567857e-16,-1.4291448133740275e-5,6.332948855873834e-10) Dual{Cells()}(4.3278895981567857e-16,-1.449367595741468e-5,6.420346407542848e-10) Dual{Cells()}(4.3278895981567857e-16,-8.76720905560523e-8,3.883644614205424e-12) Dual{Cells()}(2.008221671573338e-16,-1.889205757197074,8.388514684151906e-5) Dual{Cells()}(2.008221671573338e-16,3.7868582876345087,-0.00015983285086674967) Dual{Cells()}(2.008221671573338e-16,-1.8976235635073737,7.624517494393697e-5) Dual{Cells()}(2.008221671573338e-16,-1.433793736670929e-5,6.050094939404124e-10) Dual{Cells()}(2.008221671573338e-16,-1.4540823485786893e-5,6.135316451121919e-10) Dual{Cells()}(2.008221671573338e-16,-8.816920875984541e-8,3.7197779513280374e-12) Dual{Cells()}(7.401860487207656e-17,-1.8976235635073737,8.01749503704058e-5) Dual{Cells()}(7.401860487207656e-17,2.490567505933015,-9.734380573150645e-5) Dual{Cells()}(7.401860487207656e-17,-0.5929149526689944,1.808597465115147e-5) Dual{Cells()}(7.401860487207656e-17,-1.43491603457973e-5,5.764714747205116e-10) Dual{Cells()}(7.401860487207656e-17,-1.4552145784956778e-5,5.847751523782339e-10) Dual{Cells()}(7.401860487207656e-17,-8.84505163354741e-8,3.553528594817285e-12) Dual{Cells()}(0.0007368630248329265,-0.5929149526689944,2.1097465988263867e-5) Dual{Cells()}(0.0007368630248329265,0.9326771903365305,-2.9219524543836236e-5) Dual{Cells()}(0.0007368630248329265,-0.33968402422160077,9.484698246452073e-6) Dual{Cells()}(0.0007368630248329265,-3.871366932884927e-5,1.3077905802108134e-9) Dual{Cells()}(0.0007368630248329265,-3.92588154652456e-5,1.3284285234433256e-9) Dual{Cells()}(0.0007368630248329265,-2.4096114122205405e-7,8.146857672224935e-12) Dual{Cells()}(0.000761329455470636,-0.33968402422160077,1.1130905623935078e-5) Dual{Cells()}(0.000761329455470636,0.656388290331258,-1.798653477099339e-5) Dual{Cells()}(0.000761329455470636,-0.31663240251405933,7.900100030773546e-6) Dual{Cells()}(0.000761329455470636,-3.557313139598381e-5,9.793959320804347e-10) Dual{Cells()}(0.000761329455470636,-3.6065282568949204e-5,9.970297011962094e-10) Dual{Cells()}(0.000761329455470636,-2.2518163302406926e-7,6.213392359236804e-12) Dual{Cells()}(0.0007789476382379435,-0.31663240251405933,8.499854076440599e-6) Dual{Cells()}(0.0007789476382379435,0.31669812354515886,-7.90171189381257e-6) Dual{Cells()}(0.0007789476382379435,-3.2535781560771e-5,7.956845714820421e-10) Dual{Cells()}(0.0007789476382379435,-3.297582036295971e-5,8.112670143626192e-10) Dual{Cells()}(0.0007789476382379435,-2.0942917580367173e-7,5.138304322842981e-12) Dual{Cells()}(0.0007151055185815825,0.33123524765493007,-8.61678565444445e-6) Dual{Cells()}(0.0007151055185815825,-0.33116796540188725,9.191260500303319e-6) Dual{Cells()}(0.0007151055185815825,-3.33005367556252e-5,8.565702214447242e-10) Dual{Cells()}(0.0007151055185815825,-3.3762246144422335e-5,8.650553271375201e-10) Dual{Cells()}(0.0007151055185815825,-2.194701427606927e-7,5.636688273523455e-12) Dual{Cells()}(0.00071325208491873,-0.33116796540188725,8.615058256897315e-6) Dual{Cells()}(0.00071325208491873,0.6861630721524674,-1.9355148158791578e-5) Dual{Cells()}(0.00071325208491873,-0.35492421096947396,1.1688638422543835e-5) Dual{Cells()}(0.00071325208491873,-3.509088704737605e-5,9.96301607325695e-10) Dual{Cells()}(0.00071325208491873,-3.55698222637816e-5,1.0070850816199436e-9) Dual{Cells()}(0.00071325208491873,-2.3507179503766231e-7,6.6668356872979755e-12) Dual{Cells()}(0.0007059080615634567,-0.35492421096947396,1.0161877493921622e-5) Dual{Cells()}(0.0007059080615634567,0.9771316613695116,-3.0896083653000634e-5) Dual{Cells()}(0.0007059080615634567,-0.62213265122345,2.1971454976479882e-5) Dual{Cells()}(0.0007059080615634567,-3.702440738836655e-5,1.2529326286135546e-9) Dual{Cells()}(0.0007059080615634567,-3.7522694816074404e-5,1.2682238515411063e-9) Dual{Cells()}(0.0007059080615634567,-2.5207438316155213e-7,8.525895141434014e-12) Dual{Cells()}(-1.5412702616609946e-16,-0.62213265122345,1.9204915488563018e-5) Dual{Cells()}(-1.5412702616609946e-16,2.629980487139077,-0.00010092058667574687) Dual{Cells()}(-1.5412702616609946e-16,-2.0078203724231436,8.245943366807554e-5) Dual{Cells()}(-1.5412702616609946e-16,-1.359400910739824e-5,5.350972467121669e-10) Dual{Cells()}(-1.5412702616609946e-16,-1.3776073154995065e-5,5.421132774098154e-10) Dual{Cells()}(-1.5412702616609946e-16,-9.341022107992475e-8,3.676143884884506e-12) Dual{Cells()}(-7.682021120012989e-17,-2.0078203724231436,7.894805080863538e-5) Dual{Cells()}(-7.682021120012989e-17,4.014718467657787,-0.00016479666093027263) Dual{Cells()}(-7.682021120012989e-17,-2.0068706801827,8.60867934549331e-5) Dual{Cells()}(-7.682021120012989e-17,-1.3569985005381572e-5,5.57615655210993e-10) Dual{Cells()}(-7.682021120012989e-17,-1.375160928697181e-5,5.650476459186968e-10) Dual{Cells()}(-7.682021120012989e-17,-9.345765136049371e-8,3.839848985982868e-12) Dual{Cells()}(-1.2734248796573496e-17,-2.0068706801827,8.233610076018154e-5) Dual{Cells()}(-1.2734248796573496e-17,2.9792790967087637,-0.00012954274174731379) Dual{Cells()}(-1.2734248796573496e-17,-0.9723811040309399,4.77217424322005e-5) Dual{Cells()}(-1.2734248796573496e-17,-1.3519156254902894e-5,5.797811261345926e-10) Dual{Cells()}(-1.2734248796573496e-17,-1.3700019105341e-5,5.876220337939048e-10) Dual{Cells()}(-1.2734248796573496e-17,-9.33197633719079e-8,4.0018218398654016e-12) Dual{Cells()}(-0.0007067424516664733,-0.9723811040309399,4.3454776893553315e-5) Dual{Cells()}(-0.0007067424516664733,1.6117035091980625,-7.740533534146813e-5) Dual{Cells()}(-0.0007067424516664733,-0.6392204047139565,3.281330011631904e-5) Dual{Cells()}(-0.0007067424516664733,-5.048754550807567e-5,2.358286268762306e-9) Dual{Cells()}(-0.0007067424516664733,-5.116150699284738e-5,2.3909129421142425e-9) Dual{Cells()}(-0.0007067424516664733,-3.5140066526618536e-7,1.641432606754983e-11) Dual{Cells()}(-0.000711326953063033,-0.6392204047139565,2.9678827355821382e-5) Dual{Cells()}(-0.000711326953063033,1.2737421909045836,-6.507154895643878e-5) Dual{Cells()}(-0.000711326953063033,-0.6344222990495674,3.397578971331762e-5) Dual{Cells()}(-0.000711326953063033,-4.9242484874768734e-5,2.5124403129620817e-9) Dual{Cells()}(-0.000711326953063033,-4.989701766869454e-5,2.5477323474886104e-9) Dual{Cells()}(-0.000711326953063033,-3.4763851621518573e-7,1.7738338405570837e-11) Dual{Cells()}(-0.0007161937035337212,-0.6344222990495674,3.225317102434136e-5) Dual{Cells()}(-0.0007161937035337212,0.6345199754754525,-3.3981001631207016e-5) Dual{Cells()}(-0.0007161937035337212,-4.834553078706008e-5,2.578626898658774e-9) Dual{Cells()}(-0.0007161937035337212,-4.898474439072382e-5,2.6149377419833044e-9) Dual{Cells()}(-0.0007161937035337212,-3.461507073035354e-7,1.846419763865251e-11) Dual{Cells()}(-0.0008322008440045841,0.6356761400575095,-3.6345782678182334e-5) Dual{Cells()}(-0.0008322008440045841,-0.6355813611754553,3.41488858751719e-5) Dual{Cells()}(-0.0008322008440045841,-4.691681073436771e-5,2.66840134357614e-9) Dual{Cells()}(-0.0008322008440045841,-4.751839547239124e-5,2.6998313190856257e-9) Dual{Cells()}(-0.0008322008440045841,-3.4367584747985035e-7,1.9531277052653736e-11) Dual{Cells()}(-0.0008397178524323873,-0.6355813611754553,3.634039474361906e-5) Dual{Cells()}(-0.0008397178524323873,1.288603520743803,-6.973418741403776e-5) Dual{Cells()}(-0.0008397178524323873,-0.6529265579458877,3.1607556696888793e-5) Dual{Cells()}(-0.0008397178524323873,-4.732304916707801e-5,2.555276080571497e-9) Dual{Cells()}(-0.0008397178524323873,-4.79270940095208e-5,2.5854999927290706e-9) Dual{Cells()}(-0.0008397178524323873,-3.5147928349880914e-7,1.896534029717016e-11) Dual{Cells()}(-0.0008445824145467105,-0.6529265579458877,3.558014165178477e-5) Dual{Cells()}(-0.0008445824145467105,1.661936153616031,-8.379061618303733e-5) Dual{Cells()}(-0.0008445824145467105,-1.0089122743663181,4.680143298131614e-5) Dual{Cells()}(-0.0008445824145467105,-4.8172724004263055e-5,2.348716887309306e-9) Dual{Cells()}(-0.0008445824145467105,-4.878583854437514e-5,2.377088719797002e-9) Dual{Cells()}(-0.0008445824145467105,-3.627412765964709e-7,1.7677160967310746e-11) Dual{Cells()}(9.68349093692778e-16,-1.0089122743663181,5.217831590783704e-5) Dual{Cells()}(9.68349093692778e-16,3.111458665555078,-0.00013996213409172642) Dual{Cells()}(9.68349093692778e-16,-2.1025204176376957,8.850183553530373e-5) Dual{Cells()}(9.68349093692778e-16,-1.2856264911421992e-5,5.685435412224103e-10) Dual{Cells()}(9.68349093692778e-16,-1.3019707947315769e-5,5.75617278969887e-10) Dual{Cells()}(9.68349093692778e-16,-9.75782055488586e-8,4.314173924229134e-12) Dual{Cells()}(2.502778941315716e-15,-2.1025204176376957,9.315955262327718e-5) Dual{Cells()}(2.502778941315716e-15,4.213950030365213,-0.00017755420104188931) Dual{Cells()}(2.502778941315716e-15,-2.11140355442746,8.472071109595957e-5) Dual{Cells()}(2.502778941315716e-15,-1.2898110776218669e-5,5.433584878441304e-10) Dual{Cells()}(2.502778941315716e-15,-1.3062081153991182e-5,5.502420733595896e-10) Dual{Cells()}(2.502778941315716e-15,-9.810812671412894e-8,4.132619366041613e-12) Dual{Cells()}(-7.332751822964002e-16,-2.11140355442746,8.905126776786838e-5) Dual{Cells()}(-7.332751822964002e-16,2.7708122161612763,-0.00010817210378421547) Dual{Cells()}(-7.332751822964002e-16,-0.6593825820681866,2.0126379832045367e-5) Dual{Cells()}(-7.332751822964002e-16,-1.2908604309519759e-5,5.179395229387922e-10) Dual{Cells()}(-7.332751822964002e-16,-1.3072660786132625e-5,5.24631945655633e-10) Dual{Cells()}(-7.332751822964002e-16,-9.840053373373928e-8,3.948467256388834e-12) Dual{Cells()}(0.0008152642746714775,-0.6593825820681866,2.3450346169423934e-5) Dual{Cells()}(0.0008152642746714775,1.037158481640119,-3.250863213073591e-5) Dual{Cells()}(0.0008152642746714775,-0.37770550478487547,1.0561664073478142e-5) Dual{Cells()}(0.0008152642746714775,-3.484293601906101e-5,1.177164811228713e-9) Dual{Cells()}(0.0008152642746714775,-3.528392295674915e-5,1.1936588826397041e-9) Dual{Cells()}(0.0008152642746714775,-2.67928081111924e-7,9.059069287403451e-12) Dual{Cells()}(0.0008413361519509922,-0.37770550478487547,1.2379872481333436e-5) Dual{Cells()}(0.0008413361519509922,0.7299428997916688,-2.0036009165743318e-5) Dual{Cells()}(0.0008413361519509922,-0.35217260240947457,8.808623676793753e-6) Dual{Cells()}(0.0008413361519509922,-3.207131099202211e-5,8.847345637379638e-10) Dual{Cells()}(0.0008413361519509922,-3.247090446323292e-5,8.986843097436563e-10) Dual{Cells()}(0.0008413361519509922,-2.503818634963827e-7,6.9208730236604516e-12) Dual{Cells()}(0.0008598979552218149,-0.35217260240947457,9.472554879798595e-6) Dual{Cells()}(0.0008598979552218149,0.35223198638656544,-8.810084090975184e-6) Dual{Cells()}(0.0008598979552218149,-2.9395987608968753e-5,7.212823407493995e-10) Dual{Cells()}(0.0008598979552218149,-2.975501999096065e-5,7.335503642841922e-10) Dual{Cells()}(0.0008598979552218149,-2.329694909058349e-7,5.732833302046073e-12) Dual{Cells()}(4.997896876275572e-5,0.363311645541828,-9.598719496942135e-6) Dual{Cells()}(4.997896876275572e-5,-0.3632464320483606,9.593505102777058e-6) Dual{Cells()}(4.997896876275572e-5,-3.2415863350682605e-5,1.1672887443121746e-9) Dual{Cells()}(4.997896876275572e-5,-3.254968460089906e-5,-2.690992102650778e-9) Dual{Cells()}(4.997896876275572e-5,-2.479455157847575e-7,6.547867450396428e-12) Dual{Cells()}(5.1095331526386026e-5,-0.3632464320483606,9.588077262710317e-6) Dual{Cells()}(5.1095331526386026e-5,0.7296797753686369,-1.9288570484195767e-5) Dual{Cells()}(5.1095331526386026e-5,-0.366368352571659,9.696332186631963e-6) Dual{Cells()}(5.1095331526386026e-5,-3.2190264919227724e-5,1.159684014216775e-9) Dual{Cells()}(5.1095331526386026e-5,-3.255050272811003e-5,-7.979227649850184e-10) Dual{Cells()}(5.1095331526386026e-5,-2.499809700735273e-7,6.609133464303784e-12) Dual{Cells()}(5.304402388101575e-5,-0.366368352571659,9.684391469581033e-6) Dual{Cells()}(5.304402388101575e-5,0.9874968438782106,-2.6142427663312876e-5) Dual{Cells()}(5.304402388101575e-5,-0.621063894333571,1.645626516816815e-5) Dual{Cells()}(5.304402388101575e-5,-3.1981920690337315e-5,1.1532534722355818e-9) Dual{Cells()}(5.304402388101575e-5,-3.2362825359139886e-5,2.966876678557037e-9) Dual{Cells()}(5.304402388101575e-5,-2.5222693112588086e-7,6.684582584662293e-12) Dual{Cells()}(2.80861454077137e-16,-0.621063894333571,1.64355448196467e-5) Dual{Cells()}(2.80861454077137e-16,2.60160896165412,-6.903839982025396e-5) Dual{Cells()}(2.80861454077137e-16,-1.980521823387412,5.259232852826984e-5) Dual{Cells()}(2.80861454077137e-16,-1.1572538956104975e-5,4.176771518811459e-10) Dual{Cells()}(2.80861454077137e-16,-1.1579296101655651e-5,2.434956148193053e-9) Dual{Cells()}(2.80861454077137e-16,-9.209807954835548e-8,2.4465842843723646e-12) Dual{Cells()}(2.378556573256782e-16,-1.980521823387412,5.257842010776761e-5) Dual{Cells()}(2.378556573256782e-16,3.963580699623417,-0.00010526426451901428) Dual{Cells()}(2.378556573256782e-16,-1.983035713150804,5.267524143633597e-5) Dual{Cells()}(2.378556573256782e-16,-1.1562646280245852e-5,4.1739820890667394e-10) Dual{Cells()}(2.378556573256782e-16,-1.1508216678609138e-5,2.8733228016250855e-9) Dual{Cells()}(2.378556573256782e-16,-9.222224187517059e-8,2.4510900226721553e-12) Dual{Cells()}(-2.237065693099846e-18,-1.983035713150804,5.266826594524265e-5) Dual{Cells()}(-2.237065693099846e-18,1.9830587838866538,-5.267886324470625e-5) Dual{Cells()}(-2.237065693099846e-18,-1.1551800455699114e-5,4.17045722676404e-10) Dual{Cells()}(-2.237065693099846e-18,-1.1426603610401581e-5,3.3312901811701383e-9) Dual{Cells()}(-2.237065693099846e-18,-9.233178360344733e-8,2.4546049590673573e-12) Dual{Cells()}(-1.1491589791946073e-9,-8.820918329383262e-5,3.3568914519355013e-9) Dual{Cells()}(-1.1491589791946073e-9,0.3865416646428081,-1.47106849999844e-5) Dual{Cells()}(-1.1491589791946073e-9,-0.38636698831187044,1.4704037338648995e-5) Dual{Cells()}(-1.1491589791946073e-9,-8.625714871146664e-5,3.2834832010923186e-9) Dual{Cells()}(-1.1491589791946073e-9,-2.099989323729416e-7,7.992230548006952e-12) Dual{Cells()}(-1.1685285422383811e-9,-8.714470473699506e-5,3.316381627210408e-9) Dual{Cells()}(-1.1685285422383811e-9,-0.38636698831187044,1.470403734430255e-5) Dual{Cells()}(-1.1685285422383811e-9,0.7775541384919183,-2.959151640621903e-5) Dual{Cells()}(-1.1685285422383811e-9,-0.391014553978617,1.4880910572611515e-5) Dual{Cells()}(-1.1685285422383811e-9,-8.523895678102408e-5,3.2447245128262714e-9) Dual{Cells()}(-1.1685285422383811e-9,-2.1253991289773123e-7,8.088936285931043e-12) Dual{Cells()}(-1.19357444809258e-9,-8.610558927544511e-5,3.276837021134757e-9) Dual{Cells()}(-1.19357444809258e-9,-0.391014553978617,1.488091057533286e-5) Dual{Cells()}(-1.19357444809258e-9,0.391185119151185,-1.4887401770026689e-5) Dual{Cells()}(-1.19357444809258e-9,-8.424450239907647e-5,3.2068694256991582e-9) Dual{Cells()}(-1.19357444809258e-9,-2.1508089342464287e-7,8.185642025570598e-12) Dual{Cells()}(-0.0005237436259121865,-7.882703119475065e-5,4.58126680712496e-9) Dual{Cells()}(-0.0005237436259121865,0.3798617733199234,-2.2276627903003353e-5) Dual{Cells()}(-0.0005237436259121865,-0.3797055674022271,2.0840891920430433e-5) Dual{Cells()}(-0.0005237436259121865,-7.71742025822321e-5,4.502856323959395e-9) Dual{Cells()}(-0.0005237436259121865,-2.0468391929623808e-7,1.19204118206409e-11) Dual{Cells()}(-0.000531287368884578,-7.927386630755886e-5,4.362303718441136e-9) Dual{Cells()}(-0.000531287368884578,-0.3797055674022271,2.2267529264954707e-5) Dual{Cells()}(-0.000531287368884578,0.772586140839198,-4.2752032402536085e-5) Dual{Cells()}(-0.000531287368884578,-0.3927234637302042,1.9320792782238418e-5) Dual{Cells()}(-0.000531287368884578,-7.762518123425322e-5,4.287137519583283e-9) Dual{Cells()}(-0.000531287368884578,-2.1065922483843583e-7,1.161482260324472e-11) Dual{Cells()}(-0.0005364281944008441,-8.055326804639225e-5,3.983939748322693e-9) Dual{Cells()}(-0.0005364281944008441,-0.3927234637302042,2.190247689236769e-5) Dual{Cells()}(-0.0005364281944008441,1.003011485558713,-5.1529618661417554e-5) Dual{Cells()}(-0.0005364281944008441,-0.6101283610253725,2.8715190157145796e-5) Dual{Cells()}(-0.0005364281944008441,-7.888852864322664e-5,3.912769432548539e-9) Dual{Cells()}(-0.0005364281944008441,-2.1900644657025048e-7,1.0849092446195547e-11) Dual{Cells()}(-7.7190843074243e-16,-2.148393361086084e-5,9.60102591273415e-10) Dual{Cells()}(-7.7190843074243e-16,-0.6101283610253725,3.220091581482971e-5) Dual{Cells()}(-7.7190843074243e-16,1.8859051418481794,-8.596350348321174e-5) Dual{Cells()}(-7.7190843074243e-16,-1.2757341961447752,5.424328654380256e-5) Dual{Cells()}(-7.7190843074243e-16,-2.104156186873775e-5,9.420678430902447e-10) Dual{Cells()}(-7.7190843074243e-16,-5.918255195242827e-8,2.648009594693335e-12) Dual{Cells()}(-3.923595018844272e-15,-2.1554166119852758e-5,9.160156089823727e-10) Dual{Cells()}(-3.923595018844272e-15,-1.2757341961447752,5.724640783728246e-5) Dual{Cells()}(-3.923595018844272e-15,2.5586435560072016,-0.00010892159451751508) Dual{Cells()}(-3.923595018844272e-15,-1.2828666352780986,5.189143688690865e-5) Dual{Cells()}(-3.923595018844272e-15,-2.1110828776531232e-5,8.982829859083277e-10) Dual{Cells()}(-3.923595018844272e-15,-5.95894316933058e-8,2.534847975679116e-12) Dual{Cells()}(-1.2395010485611015e-17,-2.1568027331520176e-5,8.716100722755837e-10) Dual{Cells()}(-1.2395010485611015e-17,-1.2828666352780986,5.4676490458296693e-5) Dual{Cells()}(-1.2395010485611015e-17,1.6847248155254715,-6.62281794430613e-5) Dual{Cells()}(-1.2395010485611015e-17,-0.40181542725225805,1.2217734648285492e-5) Dual{Cells()}(-1.2395010485611015e-17,-2.1125125706595752e-5,8.541804921839267e-10) Dual{Cells()}(-1.2395010485611015e-17,-5.984207669562136e-8,2.4199377566511285e-12) Dual{Cells()}(0.0005121357180379075,-5.8053692715550084e-5,1.9647186163031605e-9) Dual{Cells()}(0.0005121357180379075,-0.40181542725225805,1.4335013649578506e-5) Dual{Cells()}(0.0005121357180379075,0.6322625474156623,-1.9759533540126015e-5) Dual{Cells()}(0.0005121357180379075,-0.2303320266819933,6.3845131995803715e-6) Dual{Cells()}(0.0005121357180379075,-5.687635838247121e-5,1.920112265017395e-9) Dual{Cells()}(0.0005121357180379075,-1.6343031294948777e-7,5.527692959489431e-12) Dual{Cells()}(0.0005321459140007508,-5.285845778794488e-5,1.4514017341191283e-9) Dual{Cells()}(0.0005321459140007508,-0.2303320266819933,7.53790640244566e-6) Dual{Cells()}(0.0005321459140007508,0.44473900655609894,-1.2083106136760458e-5) Dual{Cells()}(0.0005321459140007508,-0.21430214024254807,5.280462561486092e-6) Dual{Cells()}(0.0005321459140007508,-5.182853573975317e-5,1.4121953448320875e-9) Dual{Cells()}(0.0005321459140007508,-1.5263802990783312e-7,4.179592727597432e-12) Dual{Cells()}(0.0005471951052450424,-4.778466066750097e-5,1.161949983896352e-9) Dual{Cells()}(0.0005471951052450424,-0.21430214024254807,5.69572285210405e-6) Dual{Cells()}(0.0005471951052450424,0.21439696622814217,-5.282757368448512e-6) Dual{Cells()}(0.0005471951052450424,-4.6899813954525775e-5,1.1271177746297555e-9) Dual{Cells()}(0.0005471951052450424,-1.4151097209248682e-7,3.425809821285175e-12) Dual{Cells()}(0.00047934058563613114,-3.185031556732424e-5,2.6045519956697655e-10) Dual{Cells()}(0.00047934058563613114,0.21314579733344852,-5.056057782066669e-6) Dual{Cells()}(0.00047934058563613114,-0.21306756136888547,5.3609071595286816e-6) Dual{Cells()}(0.00047934058563613114,-4.624655492561133e-5,1.2236349747595528e-9) Dual{Cells()}(0.00047934058563613114,-1.3909407013015689e-7,3.2420813278053938e-12) Dual{Cells()}(0.00047988510832616004,-3.59138072210442e-5,1.3473464437967495e-10) Dual{Cells()}(0.00047988510832616004,-0.21306756136888547,5.054337374146815e-6) Dual{Cells()}(0.00047988510832616004,0.4491569192310172,-1.1576502298707618e-5) Dual{Cells()}(0.00047988510832616004,-0.2360040327980148,7.072948696125273e-6) Dual{Cells()}(0.00047988510832616004,-4.9257519018011376e-5,1.4249924480678066e-9) Dual{Cells()}(0.00047988510832616004,-1.5373787785602643e-7,3.989188032104583e-12) Dual{Cells()}(0.0004769467437703411,-4.6549964552383864e-5,5.020114574886585e-10) Dual{Cells()}(0.0004769467437703411,-0.2360040327980148,6.213479602362788e-6) Dual{Cells()}(0.0004769467437703411,0.6587519878823545,-1.919289645983663e-5) Dual{Cells()}(0.0004769467437703411,-0.422648586576551,1.3715513263014198e-5) Dual{Cells()}(0.0004769467437703411,-5.264785131830425e-5,1.7830700107334041e-9) Dual{Cells()}(0.0004769467437703411,-1.7069191790593207e-7,5.318425310786721e-12) Dual{Cells()}(-1.2245944865230463e-16,-1.88712601406674e-5,3.8707298170085465e-10) Dual{Cells()}(-1.2245944865230463e-16,-0.422648586576551,1.2116878788010333e-5) Dual{Cells()}(-1.2245944865230463e-16,1.812015977889575,-6.415327644534888e-5) Dual{Cells()}(-1.2245944865230463e-16,-1.3893289737312633,5.2497354178149905e-5) Dual{Cells()}(-1.2245944865230463e-16,-1.9481818969365968e-5,7.566443721741545e-10) Dual{Cells()}(-1.2245944865230463e-16,-6.450265051251608e-8,2.3416306526020876e-12) Dual{Cells()}(3.1308965572172627e-16,-1.912892401595009e-5,4.338135525482072e-10) Dual{Cells()}(3.1308965572172627e-16,-1.3893289737312633,5.0436376923680794e-5) Dual{Cells()}(3.1308965572172627e-16,2.784313267023633,-0.00010529138545794473) Dual{Cells()}(3.1308965572172627e-16,-1.3949456150761521,5.499801674125756e-5) Dual{Cells()}(3.1308965572172627e-16,-1.948445925061841e-5,7.869665015674318e-10) Dual{Cells()}(3.1308965572172627e-16,-6.483295082928994e-8,2.455161277768391e-12) Dual{Cells()}(-5.577148310414566e-16,-1.931416667866526e-5,4.788945369675393e-10) Dual{Cells()}(-5.577148310414566e-16,-1.3949456150761521,5.279258056203957e-5) Dual{Cells()}(-5.577148310414566e-16,2.076889164469963,-8.302751139579521e-5) Dual{Cells()}(-5.577148310414566e-16,-0.6819047233189193,3.054053696859824e-5) Dual{Cells()}(-5.577148310414566e-16,-1.944688625921079e-5,8.167118135826386e-10) Dual{Cells()}(-5.577148310414566e-16,-6.502195372615216e-8,2.5672029103755533e-12) Dual{Cells()}(-0.0004716226963714187,-7.372442071509625e-5,2.1305692122414643e-9) Dual{Cells()}(-0.0004716226963714187,-0.6819047233189193,2.8027982248777308e-5) Dual{Cells()}(-0.0004716226963714187,1.1339426251131175,-4.98394264118442e-5) Dual{Cells()}(-0.0004716226963714187,-0.4518911054658094,2.114029355167845e-5) Dual{Cells()}(-0.0004716226963714187,-7.282479332855832e-5,3.3075141780170453e-9) Dual{Cells()}(-0.0004716226963714187,-2.471143452436205e-7,1.0595107916420573e-11) Dual{Cells()}(-0.00047609088666735047,-7.321484881150224e-5,2.4291200986218344e-9) Dual{Cells()}(-0.00047609088666735047,-0.4518911054658094,1.9292731103414273e-5) Dual{Cells()}(-0.00047609088666735047,0.9044211341498195,-4.219210521836619e-5) Dual{Cells()}(-0.00047609088666735047,-0.4523854210952938,2.2061492354587067e-5) Dual{Cells()}(-0.00047609088666735047,-7.114569025668194e-5,3.5048210074304222e-9) Dual{Cells()}(-0.00047609088666735047,-2.4704964820901806e-7,1.1524875185771777e-11) Dual{Cells()}(-0.0004811375701703196,-7.236026910263187e-5,2.556579930892957e-9) Dual{Cells()}(-0.0004811375701703196,-0.4523854210952938,2.1045266862999546e-5) Dual{Cells()}(-0.0004811375701703196,0.4525278379871464,-2.2068186963632414e-5) Dual{Cells()}(-0.0004811375701703196,-6.980896386243365e-5,3.5827126242945485e-9) Dual{Cells()}(-0.0004811375701703196,-2.476588875622585e-7,1.2049195030836937e-11) Dual{Cells()}(-0.0006031720455453864,-6.737281216552744e-5,3.884727454857483e-9) Dual{Cells()}(-0.0006031720455453864,0.44590786303562735,-2.5904180482407314e-5) Dual{Cells()}(-0.0006031720455453864,-0.4457740778308933,2.427389477621243e-5) Dual{Cells()}(-0.0006031720455453864,-6.617181892635255e-5,3.823877293579233e-9) Dual{Cells()}(-0.0006031720455453864,-2.4057364217272613e-7,1.388342709723345e-11) Dual{Cells()}(-0.0006106640978895855,-6.782674537118495e-5,3.706870502968041e-9) Dual{Cells()}(-0.0006106640978895855,-0.4457740778308933,2.589645726532207e-5) Dual{Cells()}(-0.0006106640978895855,0.9058109765723661,-4.9710033737109945e-5) Dual{Cells()}(-0.0006106640978895855,-0.4599022000119766,2.249062792088997e-5) Dual{Cells()}(-0.0006106640978895855,-6.662496549963158e-5,3.648412109008616e-9) Dual{Cells()}(-0.0006106640978895855,-2.4701862533341915e-7,1.351057891547077e-11) Dual{Cells()}(-0.0006157189715487299,-6.896513653358286e-5,3.3938038557538613e-9) Dual{Cells()}(-0.0006157189715487299,-0.4599022000119766,2.542876954540222e-5) Dual{Cells()}(-0.0006157189715487299,1.1731138107910473,-5.984877235822516e-5) Dual{Cells()}(-0.0006157189715487299,-0.7130746420781665,3.3380670845416756e-5) Dual{Cells()}(-0.0006157189715487299,-6.774745268830817e-5,3.33851852773597e-9) Dual{Cells()}(-0.0006157189715487299,-2.561116823519481e-7,1.2610167593449016e-11) Dual{Cells()}(-1.170025801917372e-15,-1.8397691501427896e-5,8.193660837400041e-10) Dual{Cells()}(-1.170025801917372e-15,-0.7130746420781665,3.7351399092418965e-5) Dual{Cells()}(-1.170025801917372e-15,2.202263698275639,-9.989259200050504e-5) Dual{Cells()}(-1.170025801917372e-15,-1.48915251618589,6.308236421396695e-5) Dual{Cells()}(-1.170025801917372e-15,-1.807322723465763e-5,8.054086431732694e-10) Dual{Cells()}(-1.170025801917372e-15,-6.909284670846873e-8,3.077784096364889e-12) Dual{Cells()}(-2.1374294669222826e-15,-1.84578467602659e-5,7.823197569636462e-10) Dual{Cells()}(-2.1374294669222826e-15,-1.48915251618589,6.651029324807349e-5) Dual{Cells()}(-2.1374294669222826e-15,2.98591388922576,-0.00012662837671075728) Dual{Cells()}(-2.1374294669222826e-15,-1.4967247133831683,6.0362410226525976e-5) Dual{Cells()}(-2.1374294669222826e-15,-1.8132279104352723e-5,7.686294395481296e-10) Dual{Cells()}(-2.1374294669222826e-15,-6.953083759665416e-8,2.9470124006113714e-12) Dual{Cells()}(-2.4676376669288624e-16,-1.8471008281482647e-5,7.449796641368969e-10) Dual{Cells()}(-2.4676376669288624e-16,-1.4967247133831683,6.354445857343256e-5) Dual{Cells()}(-2.4676376669288624e-16,1.965050765833388,-7.70514795021561e-5) Dual{Cells()}(-2.4676376669288624e-16,-0.46828936635628743,1.4259820545312683e-5) Dual{Cells()}(-2.4676376669288624e-16,-1.814529241199872e-5,7.315562291407071e-10) Dual{Cells()}(-2.4676376669288624e-16,-6.979323870804124e-8,2.814274258115073e-12) Dual{Cells()}(0.0005901929654875974,-4.97708651793248e-5,1.6854136891806734e-9) Dual{Cells()}(0.0005901929654875974,-0.46828936635628743,1.668758992580961e-5) Dual{Cells()}(0.0005901929654875974,0.7367683113533627,-2.3051808632952475e-5) Dual{Cells()}(0.0005901929654875974,-0.2683800856868239,7.463993719284398e-6) Dual{Cells()}(0.0005901929654875974,-4.889804624893551e-5,1.651254424410915e-9) Dual{Cells()}(0.0005901929654875974,-1.9039882316301642e-7,6.439191518246268e-12) Dual{Cells()}(0.0006117198900326784,-4.5504393027153245e-5,1.2544115197069086e-9) Dual{Cells()}(0.0006117198900326784,-0.2683800856868239,8.78864523916412e-6) Dual{Cells()}(0.0006117198900326784,0.5184053964574624,-1.4139585399835979e-5) Dual{Cells()}(0.0006117198900326784,-0.24993490420397083,6.19358981037895e-6) Dual{Cells()}(0.0006117198900326784,-4.472429085779947e-5,1.2244094586621501e-9) Dual{Cells()}(0.0006117198900326784,-1.7788278271776723e-7,4.8881476392697684e-12) Dual{Cells()}(0.0006276313819813669,-4.135411440615974e-5,1.0119844638365851e-9) Dual{Cells()}(0.0006276313819813669,-0.24993490420397083,6.6731084832874195e-6) Dual{Cells()}(0.0006276313819813669,0.2500170895615226,-6.195590357891557e-6) Dual{Cells()}(0.0006276313819813669,-4.066607716844019e-5,9.85145546289206e-10) Dual{Cells()}(0.0006276313819813669,-1.6516597718803799e-7,4.02319026888294e-12) Dual{Cells()}(0.0005633723414603831,-4.2619951032772173e-5,1.0959284215418524e-9) Dual{Cells()}(0.0005633723414603831,0.26460935689592796,-6.912686976524108e-6) Dual{Cells()}(0.0005633723414603831,-0.26452467398368673,7.366452639845278e-6) Dual{Cells()}(0.0005633723414603831,-4.1887689293074855e-5,1.0834990349362525e-9) Dual{Cells()}(0.0005633723414603831,-1.7527191538312636e-7,4.522815114255107e-12) Dual{Cells()}(0.0005632962814813849,-4.472289543804874e-5,1.2689227338254545e-9) Dual{Cells()}(0.0005632962814813849,-0.26452467398368673,6.910502696412088e-6) Dual{Cells()}(0.0005632962814813849,0.5482399148302316,-1.551057566237407e-5) Dual{Cells()}(0.0005632962814813849,-0.28362636138456204,9.34588987144479e-6) Dual{Cells()}(0.0005632962814813849,-4.3968778756916466e-5,1.252828000018942e-9) Dual{Cells()}(0.0005632962814813849,-1.8778778791018278e-7,5.3415065604703164e-12) Dual{Cells()}(0.0005589666032824606,-4.701251103371346e-5,1.5886619535244344e-9) Dual{Cells()}(0.0005589666032824606,-0.28362636138456204,8.141595660249351e-6) Dual{Cells()}(0.0005589666032824606,0.7812194765436348,-2.4726858529961485e-5) Dual{Cells()}(0.0005589666032824606,-0.4974996680770863,1.7558402058756168e-5) Dual{Cells()}(0.0005589666032824606,-4.623306404332668e-5,1.5652909111347353e-9) Dual{Cells()}(0.0005589666032824606,-2.0150690938929327e-7,6.816926234033279e-12) Dual{Cells()}(3.072625395649824e-18,-1.723896129301338e-5,6.769655374287979e-10) Dual{Cells()}(3.072625395649824e-18,-0.4974996680770863,1.5377807743594662e-5) Dual{Cells()}(3.072625395649824e-18,2.104518266383782,-8.061340588059759e-5) Dual{Cells()}(3.072625395649824e-18,-1.6069843297297322,6.581332251611583e-5) Dual{Cells()}(3.072625395649824e-18,-1.695486113114391e-5,6.661019805835055e-10) Dual{Cells()}(3.072625395649824e-18,-7.475453887764802e-8,2.936218375135319e-12) Dual{Cells()}(-3.2481614689199327e-16,-1.7205461419388845e-5,7.051047369131842e-10) Dual{Cells()}(-3.2481614689199327e-16,-1.6069843297297322,6.305365780805494e-5) Dual{Cells()}(-3.2481614689199327e-16,3.2139332379278263,-0.00013156392716346188) Dual{Cells()}(-3.2481614689199327e-16,-1.6069147057641897,6.869469495665363e-5) Dual{Cells()}(-3.2481614689199327e-16,-1.6922149994778735e-5,6.935644566628762e-10) Dual{Cells()}(-3.2481614689199327e-16,-7.48224900793354e-8,3.0663688879663745e-12) Dual{Cells()}(1.0702576278046772e-16,-1.713888175171887e-5,7.327782465585446e-10) Dual{Cells()}(1.0702576278046772e-16,-1.6069147057641897,6.574920291406025e-5) Dual{Cells()}(1.0702576278046772e-16,2.38645061500619,-0.00010339325682237167) Dual{Cells()}(1.0702576278046772e-16,-0.779501838779483,3.804262747276194e-5) Dual{Cells()}(1.0702576278046772e-16,-1.6856835252914243e-5,7.205733612192018e-10) Dual{Cells()}(1.0702576278046772e-16,-7.474551272679832e-8,3.195202290926946e-12) Dual{Cells()}(-0.0005572577101295547,-6.396762437842999e-5,2.976283384905112e-9) Dual{Cells()}(-0.0005572577101295547,-0.779501838779483,3.469710533333192e-5) Dual{Cells()}(-0.0005572577101295547,1.2930153322246052,-6.177898993597475e-5) Dual{Cells()}(-0.0005572577101295547,-0.5133863260585884,2.6186659925495868e-5) Dual{Cells()}(-0.0005572577101295547,-6.291788384154316e-5,2.9253473210050853e-9) Dual{Cells()}(-0.0005572577101295547,-2.8187831404144983e-7,1.3108660943005687e-11) Dual{Cells()}(-0.0005617175505544733,-6.231875162568923e-5,3.1636509048437035e-9) Dual{Cells()}(-0.0005617175505544733,-0.5133863260585884,2.373044786756394e-5) Dual{Cells()}(-0.0005617175505544733,1.0242059510879138,-5.2002925059243956e-5) Dual{Cells()}(-0.0005617175505544733,-0.5106957251556788,2.715940120335045e-5) Dual{Cells()}(-0.0005617175505544733,-6.1301586001291e-5,3.108521966039075e-9) Dual{Cells()}(-0.0005617175505544733,-2.7953601941048893e-7,1.4179943165046125e-11) Dual{Cells()}(-0.0005666537329584872,-6.109836806191029e-5,3.2403124725988964e-9) Dual{Cells()}(-0.0005666537329584872,-0.5106957251556788,2.5809979009813657e-5) Dual{Cells()}(-0.0005666537329584872,0.5108172101167522,-2.7165839715078553e-5) Dual{Cells()}(-0.0005666537329584872,-6.010765841739313e-5,3.183685994604014e-9) Dual{Cells()}(-0.0005666537329584872,-2.789345940440575e-7,1.478016218143019e-11) Dual{Cells()}(-0.0006827159293975682,-5.88283134072836e-5,3.370284179276196e-9) Dual{Cells()}(-0.0006827159293975682,0.5119377462310992,-2.9533175451006825e-5) Dual{Cells()}(-0.0006827159293975682,-0.511820731536226,2.770694867230303e-5) Dual{Cells()}(-0.0006827159293975682,-5.7909923764049166e-5,3.323076494555025e-9) Dual{Cells()}(-0.0006827159293975682,-2.7645770190512527e-7,1.584604335254786e-11) Dual{Cells()}(-0.0006901948319513855,-5.927120427254028e-5,3.220963554176341e-9) Dual{Cells()}(-0.0006901948319513855,-0.511820731536226,2.9526465835049932e-5) Dual{Cells()}(-0.0006901948319513855,1.0390011510909405,-5.667003457466812e-5) Dual{Cells()}(-0.0006901948319513855,-0.5270625141101339,2.566033719242899e-5) Dual{Cells()}(-0.0006901948319513855,-5.83508682953197e-5,3.17559762684098e-9) Dual{Cells()}(-0.0006901948319513855,-2.833720127746078e-7,1.540610257608879e-11) Dual{Cells()}(-0.000695174944940105,-6.029366263318219e-5,2.954250948921476e-9) Dual{Cells()}(-0.000695174944940105,-0.5270625141101339,2.8956673585572124e-5) Dual{Cells()}(-0.000695174944940105,1.3431812859812708,-6.817037358964081e-5) Dual{Cells()}(-0.000695174944940105,-0.8159988245273516,3.804634112599554e-5) Dual{Cells()}(-0.000695174944940105,-5.9360468754223264e-5,2.911498320763221e-9) Dual{Cells()}(-0.000695174944940105,-2.93212397859825e-7,1.4371035842376547e-11) Dual{Cells()}(-2.8937630298882975e-16,-1.6086930946388844e-5,7.141573379955139e-10) Dual{Cells()}(-2.8937630298882975e-16,-0.8159988245273516,4.2504156045927534e-5) Dual{Cells()}(-2.8937630298882975e-16,2.5185620193859064,-0.00011382218960922967) Dual{Cells()}(-2.8937630298882975e-16,-1.7025311906945857,7.192025779892174e-5) Dual{Cells()}(-2.8937630298882975e-16,-1.5838230624135416e-5,7.034254774642488e-10) Dual{Cells()}(-2.8937630298882975e-16,-7.900239839564555e-8,3.507468908027714e-12) Dual{Cells()}(-5.891295668189257e-16,-1.6139319855446836e-5,6.822123425785881e-10) Dual{Cells()}(-5.891295668189257e-16,-1.7025311906945857,7.577442736275485e-5) Dual{Cells()}(-5.891295668189257e-16,3.4131128625969813,-0.00014433351695515996) Dual{Cells()}(-5.891295668189257e-16,-1.7105495633155479,6.883168268285542e-5) Dual{Cells()}(-5.891295668189257e-16,-1.5889795306058636e-5,6.717233795504759e-10) Dual{Cells()}(-5.891295668189257e-16,-7.947168621091522e-8,3.3590573310523235e-12) Dual{Cells()}(-3.094376305243994e-16,-1.6151411049056797e-5,6.499958168033866e-10) Dual{Cells()}(-3.094376305243994e-16,-1.7105495633155479,7.241190184676903e-5) Dual{Cells()}(-3.094376305243994e-16,2.24533758782254,-8.787212432023885e-5) Dual{Cells()}(-3.094376305243994e-16,-0.5347558915837097,1.6300413917306995e-5) Dual{Cells()}(-3.094376305243994e-16,-1.5901768270438247e-5,6.397502713390403e-10) Dual{Cells()}(-3.094376305243994e-16,-7.97439631986723e-8,3.2084575870557124e-12) Dual{Cells()}(0.0006683682075972695,-4.355158065992736e-5,1.4740998597877793e-9) Dual{Cells()}(0.0006683682075972695,-0.5347558915837097,1.9039148683735878e-5) Dual{Cells()}(0.0006683682075972695,0.8412531356160206,-2.634120419566485e-5) Dual{Cells()}(0.0006683682075972695,-0.30641059333553783,8.54186452445547e-6) Dual{Cells()}(0.0006683682075972695,-4.288175123162151e-5,1.4483941786654644e-9) Dual{Cells()}(0.0006683682075972695,-2.173648815693043e-7,7.349840466336351e-12) Dual{Cells()}(0.0006914504300970293,-3.993146315843154e-5,1.1025898838605862e-9) Dual{Cells()}(0.0006914504300970293,-0.30641059333553783,1.0037860583191259e-5) Dual{Cells()}(0.0006914504300970293,0.5920061516026796,-1.6191836398361403e-5) Dual{Cells()}(0.0006914504300970293,-0.28551609442956993,7.104151747095778e-6) Dual{Cells()}(0.0006914504300970293,-3.932926281679143e-5,1.0803784312933153e-9) Dual{Cells()}(0.0006914504300970293,-2.031115965401492e-7,5.595072128631152e-12) Dual{Cells()}(0.0007082608071883777,-3.642147369043387e-5,8.940510401458541e-10) Dual{Cells()}(0.0007082608071883777,-0.28551609442956993,7.647783603347201e-6) Dual{Cells()}(0.0007082608071883777,0.28558859074437654,-7.105924392710535e-6) Dual{Cells()}(0.0007082608071883777,-3.588605852207668e-5,8.743236696950839e-10) Dual{Cells()}(0.0007082608071883777,-1.8878259409981528e-7,4.618260047241714e-12) Dual{Cells()}(0.0006442594585482899,-3.738962661555638e-5,9.594561912245674e-10) Dual{Cells()}(0.0006442594585482899,0.30014720830238295,-7.821798289816295e-6) Dual{Cells()}(0.0006442594585482899,-0.30007279525745434,8.339959788644302e-6) Dual{Cells()}(0.0006442594585482899,-3.682456940066676e-5,9.494015371287877e-10) Dual{Cells()}(0.0006442594585482899,-1.9884891241241257e-7,5.117132352388648e-12) Dual{Cells()}(0.0006432408460691119,-3.932633635315379e-5,1.11444968118352e-9) Dual{Cells()}(0.0006432408460691119,-0.30007279525745434,7.819884114087795e-6) Dual{Cells()}(0.0006432408460691119,0.621804423314121,-1.7561410836676175e-5) Dual{Cells()}(0.0006432408460691119,-0.32165334681187263,1.059543553249741e-5) Dual{Cells()}(0.0006432408460691119,-3.874190071216743e-5,1.1015743895624205e-9) Dual{Cells()}(0.0006432408460691119,-2.1300772867918653e-7,6.048494245180836e-12) Dual{Cells()}(0.0006373096403960768,-4.142512486885864e-5,1.4000227346649695e-9) Dual{Cells()}(0.0006373096403960768,-0.32165334681187263,9.219228810790005e-6) Dual{Cells()}(0.0006373096403960768,0.8857067394993088,-2.8017246726845663e-5) Dual{Cells()}(0.0006373096403960768,-0.5639709204017406,1.991196406817656e-5) Dual{Cells()}(0.0006373096403960768,-4.0818684603308973e-5,1.3815869485601704e-9) Dual{Cells()}(0.0006373096403960768,-2.2847622334265874e-7,7.728389033983325e-12) Dual{Cells()}(-2.9219530440085655e-16,-1.5201132181433519e-5,5.976730857272766e-10) Dual{Cells()}(-2.9219530440085655e-16,-0.5639709204017406,1.741902176796012e-5) Dual{Cells()}(-2.9219530440085655e-16,2.384771376256418,-9.14433739929826e-5) Dual{Cells()}(-2.9219530440085655e-16,-1.8207701902463758,7.46905324026562e-5) Dual{Cells()}(-2.9219530440085655e-16,-1.4979771845056295e-5,5.891685055314992e-10) Dual{Cells()}(-2.9219530440085655e-16,-8.470427514103034e-8,3.3308194416491216e-12) Dual{Cells()}(-2.121450349805335e-16,-1.5173102463395812e-5,6.227742512225594e-10) Dual{Cells()}(-2.121450349805335e-16,-1.8207701902463758,7.153021974646556e-5) Dual{Cells()}(-2.121450349805335e-16,3.6410333510432684,-0.0001492867471260046) Dual{Cells()}(-2.121450349805335e-16,-1.820232950622893,7.796959957401782e-5) Dual{Cells()}(-2.121450349805335e-16,-1.4952310186732845e-5,6.137548108816973e-10) Dual{Cells()}(-2.121450349805335e-16,-8.476134929062495e-8,3.4788583825213435e-12) Dual{Cells()}(3.0096507777596044e-16,-1.5115457399305204e-5,6.474726332284124e-10) Dual{Cells()}(3.0096507777596044e-16,-1.820232950622893,7.459497471705334e-5) Dual{Cells()}(3.0096507777596044e-16,2.702638605757577,-0.00011733829187583223) Dual{Cells()}(3.0096507777596044e-16,-0.8823755594089752,4.320396006425787e-5) Dual{Cells()}(3.0096507777596044e-16,-1.4895616338621035e-5,6.379472368773314e-10) Dual{Cells()}(3.0096507777596044e-16,-8.465197066239612e-8,3.6253591414056287e-12) Dual{Cells()}(-0.0006369468290080306,-5.643439996236921e-5,2.63251298100241e-9) Dual{Cells()}(-0.0006369468290080306,-0.8823755594089752,3.936740326565417e-5) Dual{Cells()}(-0.0006369468290080306,1.4629898661204872,-7.011184069807879e-5) Dual{Cells()}(-0.0006369468290080306,-0.5805019377447629,2.9720278151452497e-5) Dual{Cells()}(-0.0006369468290080306,-5.561560838844932e-5,2.5928271481933668e-9) Dual{Cells()}(-0.0006369468290080306,-3.1895839830726676e-7,1.487148711952866e-11) Dual{Cells()}(-0.0006414776341235417,-5.501508929308573e-5,2.8023063911167805e-9) Dual{Cells()}(-0.0006414776341235417,-0.5805019377447629,2.690264051114437e-5) Dual{Cells()}(-0.0006414776341235417,1.1572999565043727,-5.897186201548766e-5) Dual{Cells()}(-0.0006414776341235417,-0.5766884671503023,3.079428629644282e-5) Dual{Cells()}(-0.0006414776341235417,-5.422066029043822e-5,2.7593663583674777e-9) Dual{Cells()}(-0.0006414776341235417,-3.1585972397404884e-7,1.6077532525053325e-11) Dual{Cells()}(-0.0006463816883288001,-5.397983130365522e-5,2.8737395344054037e-9) Dual{Cells()}(-0.0006463816883288001,-0.5766884671503023,2.924600625490827e-5) Dual{Cells()}(-0.0006463816883288001,0.5767959666272824,-3.080000620538223e-5) Dual{Cells()}(-0.0006463816883288001,-5.3204859766341984e-5,2.829589178111291e-9) Dual{Cells()}(-0.0006463816883288001,-3.147859100819358e-7,1.6744766168377616e-11) Dual{Cells()}(-0.0007623828274226017,-5.220330307175444e-5,2.9760978844578064e-9) Dual{Cells()}(-0.0007623828274226017,0.5779417328958394,-3.316526236546748e-5) Dual{Cells()}(-0.0007623828274226017,-0.5778377389010769,3.114182466930618e-5) Dual{Cells()}(-0.0007623828274226017,-5.147836993680446e-5,2.9384761467406544e-9) Dual{Cells()}(-0.0007623828274226017,-3.123217538619263e-7,1.7810155379504242e-11) Dual{Cells()}(-0.0007698740641990553,-5.262887865993848e-5,2.847656089045197e-9) Dual{Cells()}(-0.0007698740641990553,-0.5778377389010769,3.315932973199484e-5) Dual{Cells()}(-0.0007698740641990553,1.1721414525379037,-6.363534897725743e-5) Dual{Cells()}(-0.0007698740641990553,-0.5941988634580935,2.8831544538170122e-5) Dual{Cells()}(-0.0007698740641990553,-5.19015922289319e-5,2.811488576218905e-9) Dual{Cells()}(-0.0007698740641990553,-3.197078443278495e-7,1.7303120216438818e-11) Dual{Cells()}(-0.0007747894010691491,-5.355688638086583e-5,2.615519717629956e-9) Dual{Cells()}(-0.0007747894010691491,-0.5941988634580935,3.248784764722678e-5) Dual{Cells()}(-0.0007747894010691491,1.5132012691910224,-7.649851601328321e-5) Dual{Cells()}(-0.0007747894010691491,-0.9188956995153866,4.271464883045873e-5) Dual{Cells()}(-0.0007747894010691491,-5.281902953962993e-5,2.5815161171505324e-9) Dual{Cells()}(-0.0007747894010691491,-3.3030162186558243e-7,1.613325172106052e-11) Dual{Cells()}(1.670560864003006e-16,-1.4291448133740275e-5,6.329053905911471e-10) Dual{Cells()}(1.670560864003006e-16,-0.9188956995153866,4.7661758165600095e-5) Dual{Cells()}(1.670560864003006e-16,2.8347955727992695,-0.00012776015352384163) Dual{Cells()}(1.670560864003006e-16,-1.9158713981442894,8.076218083815223e-5) Dual{Cells()}(1.670560864003006e-16,-1.4094781094390743e-5,6.244044978056724e-10) Dual{Cells()}(1.670560864003006e-16,-8.89103653367006e-8,3.937465425774128e-12) Dual{Cells()}(5.855849008328954e-16,-1.433793736670929e-5,6.048346637993136e-10) Dual{Cells()}(5.855849008328954e-16,-1.9158713981442894,8.504424342781414e-5) Dual{Cells()}(5.855849008328954e-16,3.8402469528940353,-0.00016204770179871678) Dual{Cells()}(5.855849008328954e-16,-1.9243469867693699,7.730449658430824e-5) Dual{Cells()}(5.855849008328954e-16,-1.4140631425347318e-5,5.965478008544331e-10) Dual{Cells()}(5.855849008328954e-16,-8.941158371329866e-8,3.7713894115886705e-12) Dual{Cells()}(-3.762989153851996e-16,-1.43491603457973e-5,5.765128792169244e-10) Dual{Cells()}(-3.762989153851996e-16,-1.9243469867693699,8.128431579799485e-5) Dual{Cells()}(-3.762989153851996e-16,2.52559897967601,-9.869719807855579e-5) Dual{Cells()}(-3.762989153851996e-16,-0.6012234022947567,1.8341033213179354e-5) Dual{Cells()}(-3.762989153851996e-16,-1.4151757260505448e-5,5.684409476613099e-10) Dual{Cells()}(-3.762989153851996e-16,-8.96942773413206e-8,3.6029041409844005e-12) Dual{Cells()}(0.0007466583641466309,-3.871366932884927e-5,1.3099387168486716e-9) Dual{Cells()}(0.0007466583641466309,-0.6012234022947567,2.139155293834877e-5) Dual{Cells()}(0.0007466583641466309,0.9457374709101711,-2.963067629655919e-5) Dual{Cells()}(0.0007466583641466309,-0.3444369271622935,9.619340943852685e-6) Dual{Cells()}(0.0007466583641466309,-3.818345180343569e-5,1.2899003515653179e-9) Dual{Cells()}(0.0007466583641466309,-2.4433198863909496e-7,8.260927535016292e-12) Dual{Cells()}(0.0007713244264640783,-3.557313139598381e-5,9.835749850591148e-10) Dual{Cells()}(0.0007713244264640783,-0.3444369271622935,1.128703507523101e-5) Dual{Cells()}(0.0007713244264640783,0.6655836575044558,-1.8242783857781342e-5) Dual{Cells()}(0.0007713244264640783,-0.32107583467400347,8.01371173890063e-6) Dual{Cells()}(0.0007713244264640783,-3.509420519358292e-5,9.664777791800508e-10) Dual{Cells()}(0.0007713244264640783,-2.2833156918767858e-7,6.301899177388437e-12) Dual{Cells()}(0.0007890596291422191,-3.2535781560771e-5,8.006669196663703e-10) Dual{Cells()}(0.0007890596291422191,-0.32107583467400347,8.621486739603625e-6) Dual{Cells()}(0.0007890596291422191,0.32114069009242063,-8.015302972676277e-6) Dual{Cells()}(0.0007890596291422191,-3.210726520121332e-5,7.855684761668474e-10) Dual{Cells()}(0.0007890596291422191,-2.1237165519298172e-7,5.212707787403589e-12) Dual{Cells()}(0.0007252354281456963,-3.33005367556252e-5,8.530526342666625e-10) Dual{Cells()}(0.0007252354281456963,0.3356753846332308,-8.730286342171405e-6) Dual{Cells()}(0.0007252354281456963,-0.33560901043972446,9.312806092211369e-6) Dual{Cells()}(0.0007252354281456963,-3.28512455091084e-5,8.447619147403031e-10) Dual{Cells()}(0.0007252354281456963,-2.2241124165269057e-7,5.7109208566936285e-12) Dual{Cells()}(0.0007232619245062809,-3.509088704737605e-5,9.93405233749684e-10) Dual{Cells()}(0.0007232619245062809,-0.33560901043972446,8.728582688596477e-6) Dual{Cells()}(0.0007232619245062809,0.6953557880732801,-1.9611288327676258e-5) Dual{Cells()}(0.0007232619245062809,-0.3596768238655661,1.1844785037306337e-5) Dual{Cells()}(0.0007232619245062809,-3.4624659403868726e-5,9.828787741505435e-10) Dual{Cells()}(0.0007232619245062809,-2.38221538282022e-7,6.755230789701962e-12) Dual{Cells()}(0.0007157150527954394,-3.702440738836655e-5,1.2513920197599595e-9) Dual{Cells()}(0.0007157150527954394,-0.3596768238655661,1.0296499091102426e-5) Dual{Cells()}(0.0007157150527954394,0.9901920333989406,-3.130729206086231e-5) Dual{Cells()}(0.0007157150527954394,-0.6304413905043234,2.2265672712287867e-5) Dual{Cells()}(0.0007157150527954394,-3.6539176280528874e-5,1.2364836288388226e-9) Dual{Cells()}(0.0007157150527954394,-2.5544538226974225e-7,8.639940564280412e-12) Dual{Cells()}(-2.4161579819783793e-16,-1.359400910739824e-5,5.350088291146295e-10) Dual{Cells()}(-2.4161579819783793e-16,-0.6304413905043234,1.9460010451651965e-5) Dual{Cells()}(-2.4161579819783793e-16,2.665009532797814,-0.00010227459170824527) Dual{Cells()}(-2.4161579819783793e-16,-2.034541036937442,8.356944922597207e-5) Dual{Cells()}(-2.4161579819783793e-16,-1.3416693011506388e-5,5.281731795805216e-10) Dual{Cells()}(-2.4161579819783793e-16,-9.465392958471367e-8,3.7255334056760024e-12) Dual{Cells()}(1.3952419226718504e-16,-1.3569985005381572e-5,5.576639701729824e-10) Dual{Cells()}(1.3952419226718504e-16,-2.034541036937442,8.000785208468274e-5) Dual{Cells()}(1.3952419226718504e-16,4.068100190469517,-0.00016701268469520867) Dual{Cells()}(1.3952419226718504e-16,-2.0335320957533427,8.724660957889563e-5) Dual{Cells()}(1.3952419226718504e-16,-1.3393093795277824e-5,5.504241565674757e-10) Dual{Cells()}(1.3952419226718504e-16,-9.469993169680047e-8,3.891480373572835e-12) Dual{Cells()}(-2.8224831707818435e-16,-1.3519156254902894e-5,5.799645241162836e-10) Dual{Cells()}(-2.8224831707818435e-16,-2.0335320957533427,8.344212349072523e-5) Dual{Cells()}(-2.8224831707818435e-16,3.0187972707477315,-0.00013128656681964484) Dual{Cells()}(-2.8224831707818435e-16,-0.9852382182762143,4.8367341632960114e-5) Dual{Cells()}(-2.8224831707818435e-16,-1.3343004021273302e-5,5.723273716722314e-10) Dual{Cells()}(-2.8224831707818435e-16,-9.455789832711258e-8,4.055668168853479e-12) Dual{Cells()}(-0.000716721831635451,-5.048754550807567e-5,2.359978040168493e-9) Dual{Cells()}(-0.000716721831635451,-0.9852382182762143,4.403880089903459e-5) Dual{Cells()}(-0.000716721831635451,1.6329468667466778,-7.844754599257987e-5) Dual{Cells()}(-0.000716721831635451,-0.647607973796087,3.325530369572337e-5) Dual{Cells()}(-0.000716721831635451,-4.983109481516706e-5,2.3282044051330234e-9) Dual{Cells()}(-0.000716721831635451,-3.5603405301829997e-7,1.6635026886357354e-11) Dual{Cells()}(-0.0007213136675598746,-4.9242484874768734e-5,2.5150998611235457e-9) Dual{Cells()}(-0.0007213136675598746,-0.647607973796087,3.0075499599126e-5) Dual{Cells()}(-0.0007213136675598746,1.2903750952296944,-6.594318347811186e-5) Dual{Cells()}(-0.0007213136675598746,-0.6426689218924263,3.443043018779203e-5) Dual{Cells()}(-0.0007213136675598746,-4.860488023453721e-5,2.480731889040152e-9) Dual{Cells()}(-0.0007213136675598746,-3.5217607179857113e-7,1.7975963897133165e-11) Dual{Cells()}(-0.0007261744850814103,-4.834553078706008e-5,2.5817312295137037e-9) Dual{Cells()}(-0.0007261744850814103,-0.6426689218924263,3.268286606490367e-5) Dual{Cells()}(-0.0007261744850814103,0.6427653408119741,-3.4435576892307164e-5) Dual{Cells()}(-0.0007261744850814103,-4.772276024503925e-5,2.5463681559879807e-9) Dual{Cells()}(-0.0007261744850814103,-3.506285156696639e-7,1.8710243426162447e-11) Dual{Cells()}(-0.000842178008186925,-4.691681073436771e-5,2.664493031098459e-9) Dual{Cells()}(-0.000842178008186925,0.6439231967845194,-3.680022681499117e-5) Dual{Cells()}(-0.000842178008186925,-0.643829601582081,3.457851295600371e-5) Dual{Cells()}(-0.000842178008186925,-4.6330236542621616e-5,2.633823923807454e-9) Dual{Cells()}(-0.000842178008186925,-3.48155161337028e-7,1.9777126486734967e-11) Dual{Cells()}(-0.0008496995125623614,-4.732304916707801e-5,2.5519354920146515e-9) Dual{Cells()}(-0.0008496995125623614,-0.643829601582081,3.6794908558099964e-5) Dual{Cells()}(-0.0008496995125623614,1.3052395472117109,-7.060559442433407e-5) Dual{Cells()}(-0.0008496995125623614,-0.6613155325484572,3.2004169765141995e-5) Dual{Cells()}(-0.0008496995125623614,-4.673401386395044e-5,2.522442102055225e-9) Dual{Cells()}(-0.0008496995125623614,-3.5601814164898993e-7,1.9202783681912475e-11) Dual{Cells()}(-0.0008545572394727075,-4.8172724004263055e-5,2.3465287377213692e-9) Dual{Cells()}(-0.0008545572394727075,-0.6613155325484572,3.602198774882914e-5) Dual{Cells()}(-0.0008545572394727075,1.683182621819635,-8.483252613266637e-5) Dual{Cells()}(-0.0008545572394727075,-1.0217709743615435,4.7385331487112595e-5) Dual{Cells()}(-0.0008545572394727075,-4.757481011974376e-5,2.318848019687601e-9) Dual{Cells()}(-0.0008545572394727075,-3.6737551021120053e-7,1.7897708618203356e-11) Dual{Cells()}(5.950620681315414e-19,-1.2856264911421992e-5,5.682689302017728e-10) Dual{Cells()}(5.950620681315414e-19,-1.0217709743615435,5.2823673001512055e-5) Dual{Cells()}(5.950620681315414e-19,3.1509799725144076,-0.00014170550387120897) Dual{Cells()}(5.950620681315414e-19,-2.129183346200005,8.960761000401488e-5) Dual{Cells()}(5.950620681315414e-19,-1.269687148917627e-5,5.613698858814422e-10) Dual{Cells()}(5.950620681315414e-19,-9.881645859861851e-8,4.367985699441965e-12) Dual{Cells()}(1.0799219259526766e-15,-1.2898110776218669e-5,5.432373437619483e-10) Dual{Cells()}(1.0799219259526766e-15,-2.129183346200005,9.431903836554367e-5) Dual{Cells()}(1.0799219259526766e-15,4.2673341078677725,-0.00017976966347971936) Dual{Cells()}(1.0799219259526766e-15,-2.138125026002719,8.578026756407506e-5) Dual{Cells()}(1.0799219259526766e-15,-1.2738203793673864e-5,5.365252602911651e-10) Dual{Cells()}(1.0799219259526766e-15,-9.935047931011381e-8,4.184218885978926e-12) Dual{Cells()}(-2.198627145326992e-16,-1.2908604309519759e-5,5.179730042651739e-10) Dual{Cells()}(-2.198627145326992e-16,-2.138125026002719,9.016096952339458e-5) Dual{Cells()}(-2.198627145326992e-16,2.8058418474954148,-0.00010952578594628828) Dual{Cells()}(-2.198627145326992e-16,-0.6676910646311593,2.0381432224216972e-5) Dual{Cells()}(-2.198627145326992e-16,-1.2748612951554914e-5,5.11448902382506e-10) Dual{Cells()}(-2.198627145326992e-16,-9.96442754497829e-8,3.997827353939686e-12) Dual{Cells()}(0.0008250681175998086,-3.484293601906101e-5,1.1787121222139294e-9) Dual{Cells()}(0.0008250681175998086,-0.6676910646311593,2.3744484963291637e-5) Dual{Cells()}(0.0008250681175998086,1.0502186402326625,-3.2919774935571456e-5) Dual{Cells()}(0.0008250681175998086,-0.3824580485299285,1.069627215588122e-5) Dual{Cells()}(0.0008250681175998086,-3.4412836547919e-5,1.1626479738620802e-9) Dual{Cells()}(0.0008250681175998086,-2.712990076475487e-7,9.173059299382746e-12) Dual{Cells()}(0.0008513416854862237,-3.207131099202211e-5,8.877381748842828e-10) Dual{Cells()}(0.0008513416854862237,-0.3824580485299285,1.2535992239572632e-5) Dual{Cells()}(0.0008513416854862237,0.7391364496387727,-2.029215090431016e-5) Dual{Cells()}(0.0008513416854862237,-0.3566143948375988,8.922155789672389e-6) Dual{Cells()}(0.0008513416854862237,-3.168142806505509e-5,8.741678063854818e-10) Dual{Cells()}(0.0008513416854862237,-2.535321883996308e-7,7.0092488889377e-12) Dual{Cells()}(0.0008700223699598053,-2.9395987608968753e-5,7.248670881208884e-10) Dual{Cells()}(0.0008700223699598053,-0.3566143948375988,9.594109953272924e-6) Dual{Cells()}(0.0008700223699598053,0.35667307223335576,-8.92359926025778e-6) Dual{Cells()}(0.0008700223699598053,-2.9045495685886848e-5,7.129393911366388e-10) Dual{Cells()}(0.0008700223699598053,-2.3591246205238593e-7,5.8070784153555844e-12) Dual{Cells()}(7.383897361248493e-7,-3.2415863350682605e-5,6.566540341598911e-10) Dual{Cells()}(7.383897361248493e-7,0.41323309195540137,-1.542029309145383e-5) Dual{Cells()}(7.383897361248493e-7,-0.4131663571076524,1.5418038158270408e-5) Dual{Cells()}(7.383897361248493e-7,-3.4036844304942276e-5,1.2944940557308746e-9) Dual{Cells()}(7.383897361248493e-7,-2.821400932721097e-7,1.0529285044910139e-11) Dual{Cells()}(7.514330229745721e-7,-3.2190264919227724e-5,6.536044150748145e-10) Dual{Cells()}(7.514330229745721e-7,-0.4131663571076524,1.5417846306619295e-5) Dual{Cells()}(7.514330229745721e-7,0.8294323097457017,-3.0951719869076345e-5) Dual{Cells()}(7.514330229745721e-7,-0.4161996885943143,1.55316439117488e-5) Dual{Cells()}(7.514330229745721e-7,-3.3789559929219294e-5,1.2850909799973596e-9) Dual{Cells()}(7.514330229745721e-7,-2.842188865475023e-7,1.0607005126067488e-11) Dual{Cells()}(7.726716992459667e-7,-3.1981920690337315e-5,6.525803883807505e-10) Dual{Cells()}(7.726716992459667e-7,-0.4161996885943143,1.553125165527068e-5) Dual{Cells()}(7.726716992459667e-7,1.1210379458110726,-4.183420316046918e-5) Dual{Cells()}(7.726716992459667e-7,-0.704772443138461,2.630075982339456e-5) Dual{Cells()}(7.726716992459667e-7,-3.3545859633920984e-5,1.2758255381162092e-9) Dual{Cells()}(7.726716992459667e-7,-2.8629797321713967e-7,1.0684884697970345e-11) Dual{Cells()}(-1.1519496653676425e-17,-1.1572538956104975e-5,2.3728174221971423e-10) Dual{Cells()}(-1.1519496653676425e-17,-0.704772443138461,2.630014459769854e-5) Dual{Cells()}(-1.1519496653676425e-17,2.948925176377189,-0.00011004971060214032) Dual{Cells()}(-1.1519496653676425e-17,-2.2441289271127,8.374848750559581e-5) Dual{Cells()}(-1.1519496653676425e-17,-1.2129213075337964e-5,4.61302589693859e-10) Dual{Cells()}(-1.1519496653676425e-17,-1.0437399653565865e-7,3.8954240490010945e-12) Dual{Cells()}(2.7688003509270444e-17,-1.1562646280245852e-5,2.373181342541563e-10) Dual{Cells()}(2.7688003509270444e-17,-2.2441289271127,8.374807697330201e-5) Dual{Cells()}(2.7688003509270444e-17,4.490567017914261,-0.0001675831604698333) Dual{Cells()}(2.7688003509270444e-17,-2.2464143067193074,8.383400536349979e-5) Dual{Cells()}(2.7688003509270444e-17,-1.2116955649996587e-5,4.608366145470375e-10) Dual{Cells()}(2.7688003509270444e-17,-1.044803226937593e-7,3.899412765694684e-12) Dual{Cells()}(-1.1323081599405814e-17,-1.1551800455699114e-5,2.3721502563615943e-10) Dual{Cells()}(-1.1323081599405814e-17,-2.2464143067193074,8.383379988838752e-5) Dual{Cells()}(-1.1323081599405814e-17,2.2464380678281577,-8.3834877635897e-5) Dual{Cells()}(-1.1323081599405814e-17,-1.2104721765764077e-5,4.603714413035868e-10) Dual{Cells()}(-1.1323081599405814e-17,-1.0458662873743802e-7,3.903390544719782e-12) Dual{Cells()}(-7.910086669305479e-9,-8.625714871146664e-5,3.282667334154195e-9) Dual{Cells()}(-7.910086669305479e-9,0.3951550376591912,-1.5041917927853433e-5) Dual{Cells()}(-7.910086669305479e-9,-0.3949841728689588,1.5035413988548172e-5) Dual{Cells()}(-7.910086669305479e-9,-8.439293129434981e-5,3.2180908631097765e-9) Dual{Cells()}(-7.910086669305479e-9,-2.1471022655453473e-7,8.173398652689973e-12) Dual{Cells()}(-8.036688025160714e-9,-8.523895678102408e-5,3.2439182859021135e-9) Dual{Cells()}(-8.036688025160714e-9,-0.3949841728689588,1.5035414037868578e-5) Dual{Cells()}(-8.036688025160714e-9,0.794784823986348,-3.0254171173640673e-5) Dual{Cells()}(-8.036688025160714e-9,-0.39963177687444984,1.5212329032552251e-5) Dual{Cells()}(-8.036688025160714e-9,-8.341803492270139e-5,3.1809160511710113e-9) Dual{Cells()}(-8.036688025160714e-9,-2.172512356191718e-7,8.270127513339068e-12) Dual{Cells()}(-8.197465224174444e-9,-8.424450239907647e-5,3.2060726108376963e-9) Dual{Cells()}(-8.197465224174444e-9,-0.39963177687444984,1.521232906415632e-5) Dual{Cells()}(-8.197465224174444e-9,0.39979870655642863,-1.5218683134885822e-5) Dual{Cells()}(-8.197465224174444e-9,-8.246538733503066e-5,3.14458964554696e-9) Dual{Cells()}(-8.197465224174444e-9,-2.1979224469644012e-7,8.366856384250837e-12) Dual{Cells()}(-0.0005336756360523942,-7.71742025822321e-5,4.482867121130416e-9) Dual{Cells()}(-0.0005336756360523942,0.38810634327864685,-2.273161051266834e-5) Dual{Cells()}(-0.0005336756360523942,-0.3879533577795536,2.1271434095044622e-5) Dual{Cells()}(-0.0005336756360523942,-7.560213283974712e-5,4.405141895783498e-9) Dual{Cells()}(-0.0005336756360523942,-2.0916367127999948e-7,1.2166622491925296e-11) Dual{Cells()}(-0.0005412105485964908,-7.762518123425322e-5,4.270022017848579e-9) Dual{Cells()}(-0.0005412105485964908,-0.3879533577795536,2.2722708822626466e-5) Dual{Cells()}(-0.0005412105485964908,0.7892193039989209,-4.3624809978897526e-5) Dual{Cells()}(-0.0005412105485964908,-0.40111205097461633,1.9718382310647692e-5) Dual{Cells()}(-0.0005412105485964908,-7.60548650817836e-5,4.195376301590027e-9) Dual{Cells()}(-0.0005412105485964908,-2.151984350158075e-7,1.1852619849428e-11) Dual{Cells()}(-0.0005463409385419659,-7.888852864322664e-5,3.901345048394157e-9) Dual{Cells()}(-0.0005463409385419659,-0.40111205097461633,2.2344897299943683e-5) Dual{Cells()}(-0.0005463409385419659,1.0242552080856242,-5.257343460757211e-5) Dual{Cells()}(-0.0005463409385419659,-0.6229867458652328,2.9300566289829415e-5) Dual{Cells()}(-0.0005463409385419659,-7.729907668716071e-5,3.830446930256877e-9) Dual{Cells()}(-0.0005463409385419659,-2.2364044461721007e-7,1.1070057456216572e-11) Dual{Cells()}(3.230740107056195e-17,-2.104156186873775e-5,9.405301389112602e-10) Dual{Cells()}(3.230740107056195e-17,-0.6229867458652328,3.284730844441039e-5) Dual{Cells()}(3.230740107056195e-17,1.9254306793327396,-8.77118077938946e-5) Dual{Cells()}(3.230740107056195e-17,-1.3024022132705964,5.535278345715485e-5) Dual{Cells()}(3.230740107056195e-17,-2.0618214337347965e-5,9.225084945684072e-10) Dual{Cells()}(3.230740107056195e-17,-6.04207041842825e-8,2.701953550785226e-12) Dual{Cells()}(-2.249736523990456e-15,-2.1110828776531232e-5,8.974897455112378e-10) Dual{Cells()}(-2.249736523990456e-15,-1.3024022132705964,5.8409375588290106e-5) Dual{Cells()}(-2.249736523990456e-15,2.612039501262545,-0.00011114459540645799) Dual{Cells()}(-2.249736523990456e-15,-1.3095954302762112,5.295499369741468e-5) Dual{Cells()}(-2.249736523990456e-15,-2.0686055227372197e-5,8.79739040457341e-10) Dual{Cells()}(-2.249736523990456e-15,-6.083173366637199e-8,2.5865935533203674e-12) Dual{Cells()}(-2.7027240665116704e-16,-2.1125125706595752e-5,8.541358969715799e-10) Dual{Cells()}(-2.7027240665116704e-16,-1.3095954302762112,5.5790032001173114e-5) Dual{Cells()}(-2.7027240665116704e-16,1.719769324560686,-6.758753721698276e-5) Dual{Cells()}(-2.7027240665116704e-16,-0.4101320078430703,1.2474409159858561e-5) Dual{Cells()}(-2.7027240665116704e-16,-2.0700229810391862e-5,8.366547969781964e-10) Dual{Cells()}(-2.7027240665116704e-16,-6.108588742844727e-8,2.469458476549797e-12) Dual{Cells()}(0.0005218882518870377,-5.687635838247121e-5,1.927007665417097e-9) Dual{Cells()}(0.0005218882518870377,-0.4101320078430703,1.4630850168993618e-5) Dual{Cells()}(0.0005218882518870377,0.6453442403344086,-2.017379699713305e-5) Dual{Cells()}(0.0005218882518870377,-0.23509944906250868,6.520534346353638e-6) Dual{Cells()}(0.0005218882518870377,-5.574026553005634e-5,1.8818210895232298e-9) Dual{Cells()}(0.0005218882518870377,-1.6680491710940876e-7,5.642337447678923e-12) Dual{Cells()}(0.0005420850528793274,-5.182853573975317e-5,1.42602152769846e-9) Dual{Cells()}(0.0005420850528793274,-0.23509944906250868,7.695573503455395e-6) Dual{Cells()}(0.0005420850528793274,0.4539815902641267,-1.2342694722573455e-5) Dual{Cells()}(0.0005420850528793274,-0.2187793351249578,5.3959211104010676e-6) Dual{Cells()}(0.0005420850528793274,-5.08217358579543e-5,1.3856628704304368e-9) Dual{Cells()}(0.0005420850528793274,-1.5580506254214227e-7,4.269019420496908e-12) Dual{Cells()}(0.0005572389252667966,-4.6899813954525775e-5,1.143574505869591e-9) Dual{Cells()}(0.0005572389252667966,-0.2187793351249578,5.819344941165283e-6) Dual{Cells()}(0.0005572389252667966,0.2188724013755931,-5.3981747662935685e-6) Dual{Cells()}(0.0005572389252667966,-4.602194964471734e-5,1.1072438648324475e-9) Dual{Cells()}(0.0005572389252667966,-1.4448703604877394e-7,3.5014736807572737e-12) Dual{Cells()}(0.0004922578249626847,-4.624655492561133e-5,1.001997876657658e-9) Dual{Cells()}(0.0004922578249626847,0.23172725168678918,-5.996453833080367e-6) Dual{Cells()}(0.0004922578249626847,-0.23163347873551288,6.382544544592589e-6) Dual{Cells()}(0.0004922578249626847,-4.737317204727703e-5,1.2350590668056434e-9) Dual{Cells()}(0.0004922578249626847,-1.532243034046913e-7,3.915070995598331e-12) Dual{Cells()}(0.000492966745176459,-4.9257519018011376e-5,1.2126656631560315e-9) Dual{Cells()}(0.000492966745176459,-0.23163347873551288,5.994028878966958e-6) Dual{Cells()}(0.000492966745176459,0.4810351687991673,-1.3474931603444144e-5) Dual{Cells()}(0.000492966745176459,-0.24930257845632595,8.120004609199446e-6) Dual{Cells()}(0.000492966745176459,-4.968935566457732e-5,1.42318787738482e-9) Dual{Cells()}(0.000492966745176459,-1.647326458339854e-7,4.639747043841105e-12) Dual{Cells()}(0.0004900097987361213,-5.264785131830425e-5,1.59918081810862e-9) Dual{Cells()}(0.0004900097987361213,-0.24930257845632595,7.0895687626552704e-6) Dual{Cells()}(0.0004900097987361213,0.6878868980871407,-2.1557208448531294e-5) Dual{Cells()}(0.0004900097987361213,-0.43847925627731066,1.53040506161741e-5) Dual{Cells()}(0.0004900097987361213,-5.223799603661435e-5,1.7703424279149608e-9) Dual{Cells()}(0.0004900097987361213,-1.775061491569559e-7,5.942576676149425e-12) Dual{Cells()}(1.825885560422469e-17,-1.9481818969365968e-5,7.009763066714745e-10) Dual{Cells()}(1.825885560422469e-17,-0.43847925627731066,1.343367184138208e-5) Dual{Cells()}(1.825885560422469e-17,1.8584803018158964,-7.039558241013532e-5) Dual{Cells()}(1.825885560422469e-17,-1.419962333980802,5.745788275307765e-5) Dual{Cells()}(1.825885560422469e-17,-1.9163703253031156e-5,7.512922857152347e-10) Dual{Cells()}(1.825885560422469e-17,-6.603556117519244e-8,2.5644729936109365e-12) Dual{Cells()}(-1.1539539703067026e-16,-1.948445925061841e-5,7.340875972013282e-10) Dual{Cells()}(-1.1539539703067026e-16,-1.419962333980802,5.50900286772753e-5) Dual{Cells()}(-1.1539539703067026e-16,2.840960153444244,-0.00011492501360747175) Dual{Cells()}(-1.1539539703067026e-16,-1.420959139193263,5.999241642826857e-5) Dual{Cells()}(-1.1539539703067026e-16,-1.912966626166638e-5,7.817483310332161e-10) Dual{Cells()}(-1.1539539703067026e-16,-6.614466650982867e-8,2.679089252919817e-12) Dual{Cells()}(-2.525031430778697e-16,-1.944688625921079e-5,7.665260475797691e-10) Dual{Cells()}(-2.525031430778697e-16,-1.420959139193263,5.746556616445835e-5) Dual{Cells()}(-2.525031430778697e-16,2.1114171696333304,-9.033966685604614e-5) Dual{Cells()}(-2.525031430778697e-16,-0.6904194584080068,3.321381730795083e-5) Dual{Cells()}(-2.525031430778697e-16,-1.905902017580838e-5,8.116818914949115e-10) Dual{Cells()}(-2.525031430778697e-16,-6.612562542720875e-8,2.7925309340977445e-12) Dual{Cells()}(-0.0004865969020832179,-7.282479332855832e-5,3.1362286028683844e-9) Dual{Cells()}(-0.0004865969020832179,-0.6904194584080068,3.03456252858821e-5) Dual{Cells()}(-0.0004865969020832179,1.1461153167815892,-5.400747806485944e-5) Dual{Cells()}(-0.0004865969020832179,-0.4555516396077239,2.28924856385895e-5) Dual{Cells()}(-0.0004865969020832179,-7.114414827375655e-5,3.290414832098576e-9) Dual{Cells()}(-0.0004865969020832179,-2.498242562718301e-7,1.1466092043590713e-11) Dual{Cells()}(-0.0004910231062881372,-7.114569025668194e-5,3.3515207139231304e-9) Dual{Cells()}(-0.0004910231062881372,-0.4555516396077239,2.0787069582971125e-5) Dual{Cells()}(-0.0004910231062881372,0.909802970210089,-4.5526000986414845e-5) Dual{Cells()}(-0.0004910231062881372,-0.45411063807032503,2.3783113701300493e-5) Dual{Cells()}(-0.0004910231062881372,-6.92985005702482e-5,3.4899875151078355e-9) Dual{Cells()}(-0.0004910231062881372,-2.483412132767581e-7,1.2418142481136451e-11) Dual{Cells()}(-0.0004959924354670239,-6.980896386243365e-5,3.4378168969930643e-9) Dual{Cells()}(-0.0004959924354670239,-0.45411063807032503,2.2626521924941315e-5) Dual{Cells()}(-0.0004959924354670239,0.45424860124968747,-2.379026682083728e-5) Dual{Cells()}(-0.0004959924354670239,-6.790596511232848e-5,3.5692508500212256e-9) Dual{Cells()}(-0.0004959924354670239,-2.4825038767782646e-7,1.2958291489871533e-11) Dual{Cells()}(-0.0006131094803145955,-6.617181892635255e-5,3.8120084993745645e-9) Dual{Cells()}(-0.0006131094803145955,0.45416305335489443,-2.6357643388448592e-5) Dual{Cells()}(-0.0006131094803145955,-0.4540316237025721,2.4702939769183965e-5) Dual{Cells()}(-0.0006131094803145955,-6.501277374480772e-5,3.753158345451872e-9) Dual{Cells()}(-0.0006131094803145955,-2.4505965119852473e-7,1.4128740666545135e-11) Dual{Cells()}(-0.0006205981428798559,-6.662496549963158e-5,3.6382723636999212e-9) Dual{Cells()}(-0.0006205981428798559,-0.4540316237025721,2.635006341823838e-5) Dual{Cells()}(-0.0006205981428798559,0.9224626344306092,-5.057975579705701e-5) Dual{Cells()}(-0.0006205981428798559,-0.46829866927372077,2.2886765518169204e-5) Dual{Cells()}(-0.0006205981428798559,-6.546492550965918e-5,3.581733539649035e-9) Dual{Cells()}(-0.0006205981428798559,-2.5156330699910303e-7,1.3747495775908461e-11) Dual{Cells()}(-0.0006256430116293659,-6.774745268830817e-5,3.3318399997625313e-9) Dual{Cells()}(-0.0006256430116293659,-0.46829866927372077,2.5869581698481402e-5) Dual{Cells()}(-0.0006256430116293659,1.1943751013599075,-6.088861673578507e-5) Dual{Cells()}(-0.0006256430116293659,-0.7259418519373074,3.3963737397692556e-5) Dual{Cells()}(-0.0006256430116293659,-6.657194651797859e-5,3.2783982084132346e-9) Dual{Cells()}(-0.0006256430116293659,-2.607496729910537e-7,1.283024793832067e-11) Dual{Cells()}(8.28274427444726e-17,-1.807322723465763e-5,8.045498081984821e-10) Dual{Cells()}(8.28274427444726e-17,-0.7259418519373074,3.79952277676174e-5) Dual{Cells()}(8.28274427444726e-17,2.2418051423652514,-0.00010163333106206835) Dual{Cells()}(8.28274427444726e-17,-1.5158273868735945,6.418687680492491e-5) Dual{Cells()}(8.28274427444726e-17,-1.7759995506701434e-5,7.910690852355817e-10) Dual{Cells()}(8.28274427444726e-17,-7.033160797365019e-8,3.1314884869488036e-12) Dual{Cells()}(-1.0709638625020416e-15,-1.8132279104352723e-5,7.682274028671452e-10) Dual{Cells()}(-1.0709638625020416e-15,-1.5158273868735945,6.766799486363973e-5) Dual{Cells()}(-1.0709638625020416e-15,3.0393180941335576,-0.00012884100918717056) Dual{Cells()}(-1.0709638625020416e-15,-1.5234546862208678,6.142086453185762e-5) Dual{Cells()}(-1.0709638625020416e-15,-1.781798650095585e-5,7.55011526998586e-10) Dual{Cells()}(-1.0709638625020416e-15,-7.077349019003733e-8,2.9985130472371187e-12) Dual{Cells()}(-2.982994097869802e-16,-1.814529241199872e-5,7.316140610546901e-10) Dual{Cells()}(-2.982994097869802e-16,-1.5234546862208678,6.465260611980088e-5) Dual{Cells()}(-2.982994097869802e-16,2.000088319057726,-7.840379194563891e-5) Dual{Cells()}(-2.982994097869802e-16,-0.47659758565097327,1.4514878098492668e-5) Dual{Cells()}(-2.982994097869802e-16,-1.7830856367802023e-5,7.186629231926133e-10) Dual{Cells()}(-2.982994097869802e-16,-7.103710521517231e-8,2.8635436510888066e-12) Dual{Cells()}(0.0005999596650588901,-4.889804624893551e-5,1.655735715705406e-9) Dual{Cells()}(0.0005999596650588901,-0.47659758565097327,1.6981474273735582e-5) Dual{Cells()}(0.0005999596650588901,0.7498287689163531,-2.346295114327603e-5) Dual{Cells()}(0.0005999596650588901,-0.2731340361451442,7.5987370920676035e-6) Dual{Cells()}(0.0005999596650588901,-4.8055304514694696e-5,1.622845216130584e-9) Dual{Cells()}(0.0005999596650588901,-1.937694719028961e-7,6.55302907572255e-12) Dual{Cells()}(0.0006216793060783228,-4.472429085779947e-5,1.2331787984753013e-9) Dual{Cells()}(0.0006216793060783228,-0.2731340361451442,8.944788151170658e-6) Dual{Cells()}(0.0006216793060783228,0.527606521028132,-1.4396162232000707e-5) Dual{Cells()}(0.0006216793060783228,-0.2543836091079699,6.307451241412228e-6) Dual{Cells()}(0.0006216793060783228,-4.3970447840694874e-5,1.2043577157592137e-9) Dual{Cells()}(0.0006216793060783228,-1.8103631935089084e-7,4.9765479573653546e-12) Dual{Cells()}(0.0006377015595487345,-4.066607716844019e-5,9.955700041108377e-10) Dual{Cells()}(0.0006377015595487345,-0.2543836091079699,6.7949831019056796e-6) Dual{Cells()}(0.0006377015595487345,0.2544644437432552,-6.309420160014142e-6) Dual{Cells()}(0.0006377015595487345,-4.000043967450986e-5,9.698132796302173e-10) Dual{Cells()}(0.0006377015595487345,-1.6811844231372275e-7,4.097631830259482e-12) Dual{Cells()}(0.0005734798670317623,-4.1887689293074855e-5,1.0767960610480582e-9) Dual{Cells()}(0.0005734798670317623,0.2690519479706476,-7.0263469447154735e-6) Dual{Cells()}(0.0005734798670317623,-0.2689687019517809,7.488165901594295e-6) Dual{Cells()}(0.0005734798670317623,-4.118011055884405e-5,1.0647060805196117e-9) Dual{Cells()}(0.0005734798670317623,-1.782190147623584e-7,4.5971337397229315e-12) Dual{Cells()}(0.0005732867167680377,-4.3968778756916466e-5,1.2473195481985442e-9) Dual{Cells()}(0.0005732867167680377,-0.2689687019517809,7.02420053638977e-6) Dual{Cells()}(0.0005732867167680377,0.5574359683065767,-1.57669614985369e-5) Dual{Cells()}(0.0005732867167680377,-0.2883798669894838,9.502088156656793e-6) Dual{Cells()}(0.0005732867167680377,-4.3239646356097175e-5,1.231689040214019e-9) Dual{Cells()}(0.0005732867167680377,-1.9094019893590435e-7,5.429901534960933e-12) Dual{Cells()}(0.0005687576311447059,-4.623306404332668e-5,1.5623511814103948e-9) Dual{Cells()}(0.0005687576311447059,-0.2883798669894838,8.276310905387466e-6) Dual{Cells()}(0.0005687576311447059,0.7942803926215826,-2.5138160447802958e-5) Dual{Cells()}(0.0005687576311447059,-0.5058086086600599,1.7852586858805266e-5) Dual{Cells()}(0.0005687576311447059,-4.547902995589305e-5,1.5396986777871763e-9) Dual{Cells()}(0.0005687576311447059,-2.04878039546894e-7,6.930871968162845e-12) Dual{Cells()}(-9.644914777449517e-17,-1.695486113114391e-5,6.659224063363005e-10) Dual{Cells()}(-9.644914777449517e-17,-0.5058086086600599,1.5632963174454482e-5) Dual{Cells()}(-9.644914777449517e-17,2.1395508789287385,-8.196710271003957e-5) Dual{Cells()}(-9.644914777449517e-17,-1.6337085594409235,6.692291137192669e-5) Dual{Cells()}(-9.644914777449517e-17,-1.6679968361305938e-5,6.554039073016293e-10) Dual{Cells()}(-9.644914777449517e-17,-7.599826295405289e-8,2.985546943495655e-12) Dual{Cells()}(-5.78704948636732e-17,-1.6922149994778735e-5,6.936423719567524e-10) Dual{Cells()}(-5.78704948636732e-17,-1.6337085594409235,6.411319153000579e-5) Dual{Cells()}(-5.78704948636732e-17,3.2673228919974706,-0.00013377916987145614) Dual{Cells()}(-5.78704948636732e-17,-1.633580686329389,6.985398281860974e-5) Dual{Cells()}(-5.78704948636732e-17,-1.664801230550771e-5,6.824711838733266e-10) Dual{Cells()}(-5.78704948636732e-17,-7.60648581160761e-8,3.1179332571098194e-12) Dual{Cells()}(-2.1332768954823383e-17,-1.6856835252914243e-5,7.209055317574986e-10) Dual{Cells()}(-2.1332768954823383e-17,-1.633580686329389,6.685487927023436e-5) Dual{Cells()}(-2.1332768954823383e-17,2.4259758479908036,-0.00010513626918734242) Dual{Cells()}(-2.1332768954823383e-17,-0.7923616449268411,3.868771406034926e-5) Dual{Cells()}(-2.1332768954823383e-17,-1.6583915487170607e-5,7.0909328667189e-10) Dual{Cells()}(-2.1332768954823383e-17,-7.598383336301849e-8,3.2489749742839904e-12) Dual{Cells()}(-0.0005672155084240582,-6.291788384154316e-5,2.92847935600211e-9) Dual{Cells()}(-0.0005672155084240582,-0.7923616449268411,3.528085313452692e-5) Dual{Cells()}(-0.0005672155084240582,1.314262997922266,-6.282048610384449e-5) Dual{Cells()}(-0.0005672155084240582,-0.5217762465856947,2.6628309959464694e-5) Dual{Cells()}(-0.0005672155084240582,-6.190201250535925e-5,2.8791933620936114e-9) Dual{Cells()}(-0.0005672155084240582,-2.8651338332674776e-7,1.3329028018157258e-11) Dual{Cells()}(-0.0005716849881733524,-6.1301586001291e-5,3.113465715267422e-9) Dual{Cells()}(-0.0005716849881733524,-0.5217762465856947,2.4126951176777145e-5) Dual{Cells()}(-0.0005716849881733524,1.0408435334195338,-5.287395839591858e-5) Dual{Cells()}(-0.0005716849881733524,-0.5189453841138146,2.761372202183087e-5) Dual{Cells()}(-0.0005716849881733524,-6.031705750494205e-5,3.060124612267685e-9) Dual{Cells()}(-0.0005716849881733524,-2.840765183563428e-7,1.4417164182545546e-11) Dual{Cells()}(-0.0005766178793664571,-6.010765841739313e-5,3.189455564428501e-9) Dual{Cells()}(-0.0005766178793664571,-0.5189453841138146,2.6239460643888594e-5) Dual{Cells()}(-0.0005766178793664571,0.5190649237174921,-2.7620060910382935e-5) Dual{Cells()}(-0.0005766178793664571,-5.914852925599726e-5,3.134657837933351e-9) Dual{Cells()}(-0.0005766178793664571,-2.8341600413893325e-7,1.5025768800061863e-11) Dual{Cells()}(-0.0006926658416160113,-5.7909923764049166e-5,3.31539210600761e-9) Dual{Cells()}(-0.0006926658416160113,0.5201897809089735,-2.998699241660626e-5) Dual{Cells()}(-0.0006926658416160113,-0.5200745703415949,2.8136186394374978e-5) Dual{Cells()}(-0.0006926658416160113,-5.70197007065598e-5,3.2695667622073227e-9) Dual{Cells()}(-0.0006926658416160113,-2.8094290805710494e-7,1.6091360567455454e-11) Dual{Cells()}(-0.0007001450507418342,-5.83508682953197e-5,3.1690309334609816e-9) Dual{Cells()}(-0.0007001450507418342,-0.5200745703415949,2.998039098329187e-5) Dual{Cells()}(-0.0007001450507418342,1.0556465722636876,-5.7540366014360735e-5) Dual{Cells()}(-0.0007001450507418342,-0.5354559045202604,2.6056642093824713e-5) Dual{Cells()}(-0.0007001450507418342,-5.745861770992058e-5,3.124991495249357e-9) Dual{Cells()}(-0.0007001450507418342,-2.879158272214471e-7,1.5643047549701136e-11) Dual{Cells()}(-0.0007051166037489707,-5.9360468754223264e-5,2.9071834462245075e-9) Dual{Cells()}(-0.0007051166037489707,-0.5354559045202604,2.939786962732857e-5) Dual{Cells()}(-0.0007051166037489707,1.3644364368452542,-6.921099339283394e-5) Dual{Cells()}(-0.0007051166037489707,-0.8288624183264349,3.862971778621091e-5) Dual{Cells()}(-0.0007051166037489707,-5.8455680147039135e-5,2.8656953189489582e-9) Dual{Cells()}(-0.0007051166037489707,-2.978496576454722e-7,1.4591157336904486e-11) Dual{Cells()}(-2.0081117577956653e-16,-1.5838230624135416e-5,7.02876594067988e-10) Dual{Cells()}(-2.0081117577956653e-16,-0.8288624183264349,4.3148563612932815e-5) Dual{Cells()}(-2.0081117577956653e-16,2.5580945957385794,-0.0001155639296307422) Dual{Cells()}(-2.0081117577956653e-16,-1.729200661844784,7.30252560493969e-5) Dual{Cells()}(-2.0081117577956653e-16,-1.5597095706415937e-5,6.924682232009806e-10) Dual{Cells()}(-2.0081117577956653e-16,-8.024103046373528e-8,3.561181517633253e-12) Dual{Cells()}(-3.0906678313867707e-16,-1.5889795306058636e-5,6.714730450010439e-10) Dual{Cells()}(-3.0906678313867707e-16,-1.729200661844784,7.693281291031034e-5) Dual{Cells()}(-3.0906678313867707e-16,3.466507855110925,-0.00014654725295097654) Dual{Cells()}(-3.0906678313867707e-16,-1.737275574893318,6.989057799676084e-5) Dual{Cells()}(-3.0906678313867707e-16,-1.5647863270139077e-5,6.613040010034444e-10) Dual{Cells()}(-3.0906678313867707e-16,-8.07142467566442e-8,3.4105633287778407e-12) Dual{Cells()}(-2.624335135300981e-16,-1.5901768270438247e-5,6.398006410375932e-10) Dual{Cells()}(-2.624335135300981e-16,-1.737275574893318,7.352066070027661e-5) Dual{Cells()}(-2.624335135300981e-16,2.2803715211068227,-8.922501055903783e-5) Dual{Cells()}(-2.624335135300981e-16,-0.5430643037365526,1.6555502195259265e-5) Dual{Cells()}(-2.624335135300981e-16,-1.5659720905560376e-5,6.29871505086661e-10) Dual{Cells()}(-2.624335135300981e-16,-8.098777606954587e-8,3.2577289033551034e-12) Dual{Cells()}(0.0006781466104560643,-4.288175123162151e-5,1.4513610105546182e-9) Dual{Cells()}(0.0006781466104560643,-0.5430643037365526,1.9333159633314223e-5) Dual{Cells()}(0.0006781466104560643,0.8543138467148457,-2.6752406192398036e-5) Dual{Cells()}(0.0006781466104560643,-0.311164208282442,8.676582648509646e-6) Dual{Cells()}(0.0006781466104560643,-4.2232208852613906e-5,1.4264861902925168e-9) Dual{Cells()}(0.0006781466104560643,-2.2073576673979947e-7,7.46364556478331e-12) Dual{Cells()}(0.0007014252154384275,-3.932926281679143e-5,1.0861626543386964e-9) Dual{Cells()}(0.0007014252154384275,-0.311164208282442,1.0194018825831838e-5) Dual{Cells()}(0.0007014252154384275,0.601204930053465,-1.6448304319514127e-5) Dual{Cells()}(0.0007014252154384275,-0.28996244131302595,7.217918092660269e-6) Dual{Cells()}(0.0007014252154384275,-3.8744929733260405e-5,1.0647066570537497e-9) Dual{Cells()}(0.0007014252154384275,-2.0626544694781695e-7,5.683376426536351e-12) Dual{Cells()}(0.0007183497941783111,-3.588605852207668e-5,8.812116832228358e-10) Dual{Cells()}(0.0007183497941783111,-0.28996244131302595,7.769565392947788e-6) Dual{Cells()}(0.0007183497941783111,0.29003388518773643,-7.219665841283157e-6) Dual{Cells()}(0.0007183497941783111,-3.5366081546306674e-5,8.621702290212433e-10) Dual{Cells()}(0.0007183497941783111,-1.9173464211713948e-7,4.692557320698816e-12) Dual{Cells()}(0.0006543748509592145,-3.682456940066676e-5,9.447383915051468e-10) Dual{Cells()}(0.0006543748509592145,0.3045889611362644,-7.93540835623373e-6) Dual{Cells()}(0.0006543748509592145,-0.3045156584712641,8.46161536335978e-6) Dual{Cells()}(0.0006543748509592145,-3.627629922416324e-5,9.349327617769245e-10) Dual{Cells()}(0.0006543748509592145,-2.017963754422715e-7,5.191379062018822e-12) Dual{Cells()}(0.000653237561967084,-3.874190071216743e-5,1.097737825104257e-9) Dual{Cells()}(0.000653237561967084,-0.3045156584712641,7.933523304228426e-6) Dual{Cells()}(0.000653237561967084,0.6309993378207321,-1.7817721951316338e-5) Dual{Cells()}(0.000653237561967084,-0.32640654672448655,1.0751621418398522e-5) Dual{Cells()}(0.000653237561967084,-3.817456380245966e-5,1.0851963194058338e-9) Dual{Cells()}(0.000653237561967084,-2.1616046681246404e-7,6.136832010220885e-12) Dual{Cells()}(0.000647105229151586,-4.0818684603308973e-5,1.3795437953095674e-9) Dual{Cells()}(0.000647105229151586,-0.32640654672448655,9.353917361619428e-6) Dual{Cells()}(0.000647105229151586,0.8987676136649901,-2.842853756078214e-5) Dual{Cells()}(0.000647105229151586,-0.5722797866706866,2.020617188846632e-5) Dual{Cells()}(0.000647105229151586,-4.022973777189463e-5,1.3616131703663323e-9) Dual{Cells()}(0.000647105229151586,-2.3184744178042485e-7,7.84229608861156e-12) Dual{Cells()}(-1.379843137452007e-16,-1.4979771845056295e-5,5.890485885423443e-10) Dual{Cells()}(-1.379843137452007e-16,-0.5722797866706866,1.7674167059814906e-5) Dual{Cells()}(-1.379843137452007e-16,2.4198018974246462,-9.279718788074552e-5) Dual{Cells()}(-1.379843137452007e-16,-1.847492280270801,7.580027041793494e-5) Dual{Cells()}(-1.379843137452007e-16,-1.4764763330048882e-5,5.807839467449105e-10) Dual{Cells()}(-1.379843137452007e-16,-8.594798373896788e-8,3.3801366065951036e-12) Dual{Cells()}(-3.6331955029472616e-17,-1.4952310186732845e-5,6.138154114308917e-10) Dual{Cells()}(-3.6331955029472616e-17,-1.847492280270801,7.258984277402684e-5) Dual{Cells()}(-3.6331955029472616e-17,3.6944183924033496,-0.00015150225460680547) Dual{Cells()}(-3.6331955029472616e-17,-1.8468963359701587,7.912906759236982e-5) Dual{Cells()}(-3.6331955029472616e-17,-1.4737848506823063e-5,6.050520338698489e-10) Dual{Cells()}(-3.6331955029472616e-17,-8.600369681384167e-8,3.5304118918216164e-12) Dual{Cells()}(-1.8572590898241194e-16,-1.4895616338621035e-5,6.381861670303982e-10) Dual{Cells()}(-1.8572590898241194e-16,-1.8468963359701587,7.570076179256299e-5) Dual{Cells()}(-1.8572590898241194e-16,2.7421600558113712,-0.00011908158363649889) Dual{Cells()}(-1.8572590898241194e-16,-0.8952340562596888,4.3849233820687875e-5) Dual{Cells()}(-1.8572590898241194e-16,-1.4682074916041436e-5,6.289326472813949e-10) Dual{Cells()}(-1.8572590898241194e-16,-8.589026895099683e-8,3.679121108401382e-12) Dual{Cells()}(-0.000646912405510578,-5.561560838844932e-5,2.5950479704490705e-9) Dual{Cells()}(-0.000646912405510578,-0.8952340562596888,3.9951245254767725e-5) Dual{Cells()}(-0.000646912405510578,1.4842356208368706,-7.115359536469742e-5) Dual{Cells()}(-0.000646912405510578,-0.588890805156672,3.0162051589295204e-5) Dual{Cells()}(-0.000646912405510578,-5.482021871081709e-5,2.556502231458004e-9) Dual{Cells()}(-0.000646912405510578,-3.2359341048385326e-7,1.5091807259244937e-11) Dual{Cells()}(-0.0006514512275899637,-5.422066029043822e-5,2.7628628652875374e-9) Dual{Cells()}(-0.0006514512275899637,-0.588890805156672,2.7299194985986986e-5) Dual{Cells()}(-0.0006514512275899637,1.1739356376850145,-5.984309557363056e-5) Dual{Cells()}(-0.0006514512275899637,-0.5849368426423834,3.124870445082944e-5) Dual{Cells()}(-0.0006514512275899637,-5.3448825389848544e-5,2.721157998511914e-9) Dual{Cells()}(-0.0006514512275899637,-3.2040027874344107e-7,1.6314683987777407e-11) Dual{Cells()}(-0.0006563504304039802,-5.3204859766341984e-5,2.833670236113773e-9) Dual{Cells()}(-0.0006563504304039802,-0.5849368426423834,2.9675543782039938e-5) Dual{Cells()}(-0.0006563504304039802,0.5850428185702523,-3.125434574134454e-5) Dual{Cells()}(-0.0006563504304039802,-5.245180060194145e-5,2.790785315872498e-9) Dual{Cells()}(-0.0006563504304039802,-3.1926750056130053e-7,1.6990281262665214e-11) Dual{Cells()}(-0.0007723531812210865,-5.147836993680446e-5,2.933220060763272e-9) Dual{Cells()}(-0.0007723531812210865,0.58619020397469,-3.3619536938937713e-5) Dual{Cells()}(-0.0007723531812210865,-0.5860876355548373,3.1571354797246595e-5) Dual{Cells()}(-0.0007723531812210865,-5.07732490838888e-5,2.8965895899491973e-9) Dual{Cells()}(-0.0007723531812210865,-3.168008319621576e-7,1.805604368419227e-11) Dual{Cells()}(-0.0007798474021111298,-5.19015922289319e-5,2.8069965398017006e-9) Dual{Cells()}(-0.0007798474021111298,-0.5860876355548373,3.3613688837782324e-5) Dual{Cells()}(-0.0007798474021111298,1.1887802371802305,-6.450646570086765e-5) Dual{Cells()}(-0.0007798474021111298,-0.6025891816930629,2.9228077408199054e-5) Dual{Cells()}(-0.0007798474021111298,-5.1194093506870966e-5,2.7717803849404518e-9) Dual{Cells()}(-0.0007798474021111298,-3.242465944100492e-7,1.7540587857288537e-11) Dual{Cells()}(-0.0007847551533886575,-5.281902953962993e-5,2.5785698015274767e-9) Dual{Cells()}(-0.0007847551533886575,-0.6025891816930629,3.2929514384977446e-5) Dual{Cells()}(-0.0007847551533886575,1.5344503808013734,-7.754006680671965e-5) Dual{Cells()}(-0.0007847551533886575,-0.9317559439420433,4.329840485298192e-5) Dual{Cells()}(-0.0007847551533886575,-5.2101200847236345e-5,2.545468710321931e-9) Dual{Cells()}(-0.0007847551533886575,-3.3493588036722265e-7,1.6353814859598808e-11) Dual{Cells()}(7.570864038261731e-16,-1.4094781094390743e-5,6.240324866998697e-10) Dual{Cells()}(7.570864038261731e-16,-0.9317559439420433,4.830684887358665e-5) Dual{Cells()}(7.570864038261731e-16,2.874320621241642,-0.00012950307312979792) Dual{Cells()}(7.570864038261731e-16,-1.9425365889209127,8.186774308929347e-5) Dual{Cells()}(7.570864038261731e-16,-1.3903448953647634e-5,6.157607730745738e-10) Dual{Cells()}(7.570864038261731e-16,-9.014863801964795e-8,3.9912833814781125e-12) Dual{Cells()}(3.6680430394764967e-16,-1.4140631425347318e-5,5.963811595245221e-10) Dual{Cells()}(3.6680430394764967e-16,-1.9425365889209127,8.620342447508571e-5) Dual{Cells()}(3.6680430394764967e-16,3.8936348750656706,-0.00016426268447476136) Dual{Cells()}(3.6680430394764967e-16,-1.9510701061805809,7.836386818874616e-5) Dual{Cells()}(3.6680430394764967e-16,-1.3948678795356527e-5,5.883199345105999e-10) Dual{Cells()}(3.6680430394764967e-16,-9.065395639189656e-8,3.822997272938025e-12) Dual{Cells()}(1.0258124459287752e-16,-1.4151757260505448e-5,5.68481179953482e-10) Dual{Cells()}(1.0258124459287752e-16,-1.9510701061805809,8.239375285316617e-5) Dual{Cells()}(1.0258124459287752e-16,2.560630161846192,-0.0001000506491832575) Dual{Cells()}(1.0258124459287752e-16,-0.6095318532608257,1.8596087399704542e-5) Dual{Cells()}(1.0258124459287752e-16,-1.3959709489528305e-5,5.606313721345711e-10) Dual{Cells()}(1.0258124459287752e-16,-9.093803585056305e-8,3.652275241561541e-12) Dual{Cells()}(0.0007564557838203199,-3.818345180343569e-5,1.2919572518787628e-9) Dual{Cells()}(0.0007564557838203199,-0.6095318532608257,2.168564823049575e-5) Dual{Cells()}(0.0007564557838203199,0.9587976911418424,-3.004182057798758e-5) Dual{Cells()}(0.0007564557838203199,-0.3491897391681613,9.753973942822995e-6) Dual{Cells()}(0.0007564557838203199,-3.766755822811816e-5,1.2724924721799485e-9) Dual{Cells()}(0.0007564557838203199,-2.477028237914964e-7,8.374975790468575e-12) Dual{Cells()}(0.0007813218664013367,-3.509420519358292e-5,9.70478262396996e-10) Dual{Cells()}(0.0007813218664013367,-0.3491897391681613,1.1443160440439436e-5) Dual{Cells()}(0.0007813218664013367,0.6747786009588315,-1.8499005266437413e-5) Dual{Cells()}(0.0007813218664013367,-0.32551890812254836,8.127304105819521e-6) Dual{Cells()}(0.0007813218664013367,-3.462798147527231e-5,9.538932906821457e-10) Dual{Cells()}(0.0007813218664013367,-2.3148145293011373e-7,6.3903718424544324e-12) Dual{Cells()}(0.0007991744241538151,-3.210726520121332e-5,7.903386229910128e-10) Dual{Cells()}(0.0007991744241538151,-0.32551890812254836,8.743100732186036e-6) Dual{Cells()}(0.0007991744241538151,0.32558292053462345,-8.128875230693514e-6) Dual{Cells()}(0.0007991744241538151,-3.1689832869279506e-5,7.757018632754564e-10) Dual{Cells()}(0.0007991744241538151,-2.15314004639717e-7,5.2870699755748675e-12) Dual{Cells()}(0.0007353671932142618,-3.28512455091084e-5,8.413759692529984e-10) Dual{Cells()}(0.0007353671932142618,0.3401153220056141,-8.843773583840911e-6) Dual{Cells()}(0.0007353671932142618,-0.3400498315139307,9.43433825538791e-6) Dual{Cells()}(0.0007353671932142618,-3.2413893904642943e-5,8.332745450675321e-10) Dual{Cells()}(0.0007353671932142618,-2.2535226969773523e-7,5.785129269721453e-12) Dual{Cells()}(0.0007332734441640947,-3.4624659403868726e-5,9.800904996960012e-10) Dual{Cells()}(0.0007332734441640947,-0.3400498315139307,8.842093028343824e-6) Dual{Cells()}(0.0007332734441640947,0.7045482348196139,-1.9867407736110667e-5) Dual{Cells()}(0.0007332734441640947,-0.3644293666250093,1.2000927247799392e-5) Dual{Cells()}(0.0007332734441640947,-3.417065002234573e-5,9.698133255065937e-10) Dual{Cells()}(0.0007332734441640947,-2.413712476411404e-7,6.843605174946113e-12) Dual{Cells()}(0.0007255235067056616,-3.6539176280528874e-5,1.2350007264626021e-9) Dual{Cells()}(0.0007255235067056616,-0.3644293666250093,1.0431112635130739e-5) Dual{Cells()}(0.0007255235067056616,1.0032523489596403,-3.171849123289208e-5) Dual{Cells()}(0.0007255235067056616,-0.6387501178437733,2.255989262854528e-5) Dual{Cells()}(0.0007255235067056616,-3.6066498207200724e-5,1.220462094019739e-9) Dual{Cells()}(0.0007255235067056616,-2.588163698997536e-7,8.75397102170812e-12) Dual{Cells()}(-2.5374565422112985e-16,-1.3416693011506388e-5,5.280883066510828e-10) Dual{Cells()}(-2.5374565422112985e-16,-0.6387501178437733,1.9715099716191837e-5) Dual{Cells()}(-2.5374565422112985e-16,2.7000384001754343,-0.00010362862489279974) Dual{Cells()}(-2.5374565422112985e-16,-2.061261525799385,8.467950328500592e-5) Dual{Cells()}(-2.5374565422112985e-16,-1.3243941628188727e-5,5.214265214905129e-10) Dual{Cells()}(-2.5374565422112985e-16,-9.589763644446994e-8,3.774918909340465e-12) Dual{Cells()}(1.2952979736608612e-17,-1.3393093795277824e-5,5.504709659046618e-10) Dual{Cells()}(1.2952979736608612e-17,-2.061261525799385,8.106767897135015e-5) Dual{Cells()}(1.2952979736608612e-17,4.121481498676835,-0.00016922878028625483) Dual{Cells()}(1.2952979736608612e-17,-2.0601932630885162,8.840647323410047e-5) Dual{Cells()}(1.2952979736608612e-17,-1.3220752927546887e-5,5.434163110694702e-10) Dual{Cells()}(1.2952979736608612e-17,-9.594221106919543e-8,3.9431080777431626e-12) Dual{Cells()}(-8.312746585723532e-17,-1.3343004021273302e-5,5.725042753125372e-10) Dual{Cells()}(-8.312746585723532e-17,-2.0601932630885162,8.454817917226251e-5) Dual{Cells()}(-8.312746585723532e-17,3.058315025887244,-0.00013303046438908314) Dual{Cells()}(-8.312746585723532e-17,-0.9980951526181907,4.9012983970584175e-5) Dual{Cells()}(-8.312746585723532e-17,-1.3171380482667789e-5,5.650633680711676e-10) Dual{Cells()}(-8.312746585723532e-17,-9.579603303184097e-8,4.1095110845011465e-12) Dual{Cells()}(-0.000726702980168238,-4.983109481516706e-5,2.329834797411608e-9) Dual{Cells()}(-0.000726702980168238,-0.9980951526181907,4.462284948371239e-5) Dual{Cells()}(-0.000726702980168238,1.6541899089224552,-7.94898172281103e-5) Dual{Cells()}(-0.000726702980168238,-0.6559953730626249,3.369733770657219e-5) Dual{Cells()}(-0.000726702980168238,-4.919147937797098e-5,2.2988823575458445e-9) Dual{Cells()}(-0.000726702980168238,-3.606674466067104e-7,1.6855715789947057e-11) Dual{Cells()}(-0.0007313020668900538,-4.860488023453721e-5,2.4832944872332793e-9) Dual{Cells()}(-0.0007313020668900538,-0.6559953730626249,3.0472187739808192e-5) Dual{Cells()}(-0.0007313020668900538,1.3070076335828895,-6.681487113379536e-5) Dual{Cells()}(-0.0007313020668900538,-0.6509153153733241,3.4885100128765504e-5) Dual{Cells()}(-0.0007313020668900538,-4.7983553061464394e-5,2.449815841955695e-9) Dual{Cells()}(-0.0007313020668900538,-3.5671364469630693e-7,1.821357654236476e-11) Dual{Cells()}(-0.0007361568176107371,-4.772276024503925e-5,2.549359349638016e-9) Dual{Cells()}(-0.0007361568176107371,-0.6509153153733241,3.311258218984817e-5) Dual{Cells()}(-0.0007361568176107371,0.6510105090437789,-3.489018325226191e-5) Dual{Cells()}(-0.0007361568176107371,-4.711580385762818e-5,2.5149084480369344e-9) Dual{Cells()}(-0.0007361568176107371,-3.551063520643478e-7,1.895627472977014e-11) Dual{Cells()}(-0.000852156362042224,-4.6330236542621616e-5,2.6300689062125456e-9) Dual{Cells()}(-0.000852156362042224,0.6521700200518153,-3.725470073103311e-5) Dual{Cells()}(-0.000852156362042224,-0.6520775790558098,3.500815901445048e-5) Dual{Cells()}(-0.000852156362042224,-4.5758124999141244e-5,2.600132591287874e-9) Dual{Cells()}(-0.000852156362042224,-3.5263446388464374e-7,2.002297587586122e-11) Dual{Cells()}(-0.0008596825519424535,-4.673401386395044e-5,2.519232480184041e-9) Dual{Cells()}(-0.0008596825519424535,-0.6520775790558098,3.7249450351468433e-5) Dual{Cells()}(-0.0008596825519424535,1.3218751321005933,-7.147705302430444e-5) Dual{Cells()}(-0.0008596825519424535,-0.6697042990324386,3.240079826450413e-5) Dual{Cells()}(-0.0008596825519424535,-4.615944150117292e-5,2.490442644654814e-9) Dual{Cells()}(-0.0008596825519424535,-3.6055697983048816e-7,1.9440228480045995e-11) Dual{Cells()}(-0.0008645335256762378,-4.757481011974376e-5,2.3167459571773947e-9) Dual{Cells()}(-0.0008645335256762378,-0.6697042990324386,3.646386476195159e-5) Dual{Cells()}(-0.0008645335256762378,1.7044286797927748,-8.587449853145997e-5) Dual{Cells()}(-0.0008645335256762378,-1.0346294423979463,4.7969256032384226e-5) Dual{Cells()}(-0.0008645335256762378,-4.6991542549621005e-5,2.2897305100034176e-9) Dual{Cells()}(-0.0008645335256762378,-3.720097205628276e-7,1.8118258117752107e-11) Dual{Cells()}(1.6575115519734627e-15,-1.269687148917627e-5,5.611062508529615e-10) Dual{Cells()}(1.6575115519734627e-15,-1.0346294423979463,5.346907558497962e-5) Dual{Cells()}(1.6575115519734627e-15,3.190500744315288,-0.00014344895530609352) Dual{Cells()}(1.6575115519734627e-15,-2.155845963611548,9.071342489906206e-5) Dual{Cells()}(1.6575115519734627e-15,-1.2541379597955487e-5,5.543752383349906e-10) Dual{Cells()}(1.6575115519734627e-15,-1.0005470675196354e-7,4.421797557604728e-12) Dual{Cells()}(1.9166288665884503e-15,-1.2738203793673864e-5,5.364091508089105e-10) Dual{Cells()}(1.9166288665884503e-15,-2.155845963611548,9.54785793592112e-5) Dual{Cells()}(1.9166288665884503e-15,4.320717668112886,-0.000181985215113641) Dual{Cells()}(1.9166288665884503e-15,-2.1648462834933615,8.683985951382296e-5) Dual{Cells()}(1.9166288665884503e-15,-1.2582211354136101e-5,5.298619512011568e-10) Dual{Cells()}(1.9166288665884503e-15,-1.0059282817492701e-7,4.2358181519972245e-12) Dual{Cells()}(1.1321423251719455e-16,-1.2748612951554914e-5,5.114814347829754e-10) Dual{Cells()}(1.1321423251719455e-16,-2.1648462834933615,9.127071970241104e-5) Dual{Cells()}(1.1321423251719455e-16,2.840871285643654,-0.00011087951204080709) Dual{Cells()}(1.1321423251719455e-16,-0.6759995601117521,2.063648504095404e-5) Dual{Cells()}(1.1321423251719455e-16,-1.2592537574103542e-5,5.051190760794307e-10) Dual{Cells()}(1.1321423251719455e-16,-1.0088801490029574e-7,4.047186800163069e-12) Dual{Cells()}(0.0008348730689788543,-3.4412836547919e-5,1.1641364069258449e-9) Dual{Cells()}(0.0008348730689788543,-0.6759995601117521,2.403863188003576e-5) Dual{Cells()}(0.0008348730689788543,1.0632788005608735,-3.333091899029713e-5) Dual{Cells()}(0.0008348730689788543,-0.38721055971839835,1.0830876858681252e-5) Dual{Cells()}(0.0008348730689788543,-3.39932242248354e-5,1.1484845630927371e-9) Dual{Cells()}(0.0008348730689788543,-2.746699502307582e-7,9.287043342860772e-12) Dual{Cells()}(0.0008613485655998269,-3.168142806505509e-5,8.770565801489795e-10) Dual{Cells()}(0.0008613485655998269,-0.38721055971839835,1.2692112099685547e-5) Dual{Cells()}(0.0008613485655998269,0.7483298128829357,-2.0548281641989374e-5) Dual{Cells()}(0.0008613485655998269,-0.3610560141526625,9.035679266137393e-6) Dual{Cells()}(0.0008613485655998269,-3.130090124704583e-5,8.638491573036601e-10) Dual{Cells()}(0.0008613485655998269,-2.566825627862566e-7,7.097613008136723e-12) Dual{Cells()}(0.0008801483411061903,-2.9045495685886848e-5,7.163875108913714e-10) Dual{Cells()}(0.0008801483411061903,-0.3610560141526625,9.715656894208593e-6) Dual{Cells()}(0.0008801483411061903,0.36111400174090125,-9.03710618385068e-6) Dual{Cells()}(0.0008801483411061903,-2.8703237066117628e-5,7.047849848924029e-10) Dual{Cells()}(0.0008801483411061903,-2.3885548679953716e-7,5.881308534698067e-12) Dual{Cells()}(3.4010952627529055e-8,-3.4036844304942276e-5,1.268968547647619e-9) Dual{Cells()}(3.4010952627529055e-8,0.4187047057884878,-1.5918036189254656e-5) Dual{Cells()}(3.4010952627529055e-8,-0.4186367306656501,1.5915460416799934e-5) Dual{Cells()}(3.4010952627529055e-8,-3.365239027380669e-5,1.2806469179652065e-9) Dual{Cells()}(3.4010952627529055e-8,-2.858882589499237e-7,1.0869282211140263e-11) Dual{Cells()}(3.459816689578436e-8,-3.3789559929219294e-5,1.259766270856927e-9) Dual{Cells()}(3.459816689578436e-8,-0.4186367306656501,1.591545149051586e-5) Dual{Cells()}(3.459816689578436e-8,0.8403771883779501,-3.194891738808019e-5) Dual{Cells()}(3.459816689578436e-8,-0.42167296941546084,1.6030908896215263e-5) Dual{Cells()}(3.459816689578436e-8,-3.341076772313178e-5,1.2714520068365783e-9) Dual{Cells()}(3.459816689578436e-8,-2.8796918673608695e-7,1.0948404129450392e-11) Dual{Cells()}(3.554841594624359e-8,-3.3545859633920984e-5,1.250714431944401e-9) Dual{Cells()}(3.554841594624359e-8,-0.42167296941546084,1.6030890781328458e-5) Dual{Cells()}(3.554841594624359e-8,1.1357378930947237,-4.317778111130788e-5) Dual{Cells()}(3.554841594624359e-8,-0.7139979151796911,2.714435241872136e-5) Dual{Cells()}(3.554841594624359e-8,-3.317258981431202e-5,1.2623882365743831e-9) Dual{Cells()}(3.554841594624359e-8,-2.900501234284684e-7,1.1027533061565971e-11) Dual{Cells()}(-2.1742842328242218e-17,-1.2129213075337964e-5,4.522335117653901e-10) Dual{Cells()}(-2.1742842328242218e-17,-0.7139979151796911,2.7144324264606844e-5) Dual{Cells()}(-2.1742842328242218e-17,2.987440818552521,-0.00011357483233291396) Dual{Cells()}(-2.1742842328242218e-17,-2.27341867360773,8.642957738679789e-5) Dual{Cells()}(-2.1742842328242218e-17,-1.1994815462729581e-5,4.564646702247735e-10) Dual{Cells()}(-2.1742842328242218e-17,-1.057365623922776e-7,4.020045541320362e-12) Dual{Cells()}(2.18653084891134e-17,-1.2116955649996587e-5,4.5177887282521516e-10) Dual{Cells()}(2.18653084891134e-17,-2.27341867360773,8.642955859318642e-5) Dual{Cells()}(2.18653084891134e-17,4.549148922855032,-0.0001729470359688349) Dual{Cells()}(2.18653084891134e-17,-2.2757060436158185,8.651654758777678e-5) Dual{Cells()}(2.18653084891134e-17,-1.1982832861361308e-5,4.5600867891943e-10) Dual{Cells()}(2.18653084891134e-17,-1.0584297188063337e-7,4.024092088372235e-12) Dual{Cells()}(-6.238298084661686e-18,-1.2104721765764077e-5,4.5132392917541103e-10) Dual{Cells()}(-6.238298084661686e-18,-2.2757060436158185,8.651653817839151e-5) Dual{Cells()}(-6.238298084661686e-18,2.2757302251611,-8.651746707571958e-5) Dual{Cells()}(-6.238298084661686e-18,-1.1970874134884623e-5,4.5555359232590104e-10) Dual{Cells()}(-6.238298084661686e-18,-1.0594938075905674e-7,4.028138155112687e-12) Dual{Cells()}(-4.99047393789235e-8,-8.439293129434981e-5,3.212233942554879e-9) Dual{Cells()}(-4.99047393789235e-8,0.40379683319205684,-1.539671354728692e-5) Dual{Cells()}(-4.99047393789235e-8,-0.403629594780083,1.5390337857972397e-5) Dual{Cells()}(-4.99047393789235e-8,-8.2626043792125e-5,3.1872689891409532e-9) Dual{Cells()}(-4.99047393789235e-8,-2.194368873685915e-7,8.36735972768548e-12) Dual{Cells()}(-5.065343771439097e-8,-8.341803492270139e-5,3.1751268598817686e-9) Dual{Cells()}(-5.065343771439097e-8,-0.403629594780083,1.5390338250312694e-5) Dual{Cells()}(-5.065343771439097e-8,0.8120724872729745,-3.0964204663683465e-5) Dual{Cells()}(-5.065343771439097e-8,-0.4082775609478327,1.5567563898815367e-5) Dual{Cells()}(-5.065343771439097e-8,-8.169153203462704e-5,3.151221527776671e-9) Dual{Cells()}(-5.065343771439097e-8,-2.2197810153106364e-7,8.46425872149625e-12) Dual{Cells()}(-5.157848773851536e-8,-8.246538733503066e-5,3.138866622124889e-9) Dual{Cells()}(-5.157848773851536e-8,-0.4082775609478327,1.556756419899967e-5) Dual{Cells()}(-5.157848773851536e-8,0.4084410287613106,-1.557379545960031e-5) Dual{Cells()}(-5.157848773851536e-8,-8.077790682711937e-5,3.1159797784362995e-9) Dual{Cells()}(-5.157848773851536e-8,-2.2451931575532602e-7,8.561157767665767e-12) Dual{Cells()}(-0.0005435961428289928,-7.560213283974712e-5,4.3866613133147725e-9) Dual{Cells()}(-0.0005435961428289928,0.39636452865110305,-2.318476868840037e-5) Dual{Cells()}(-0.0005435961428289928,-0.3962146186954613,2.1700374527700647e-5) Dual{Cells()}(-0.0005435961428289928,-7.409417154191189e-5,4.3114884802448225e-9) Dual{Cells()}(-0.0005435961428289928,-2.1365126010009656e-7,1.2411895013066971e-11) Dual{Cells()}(-0.000551122576067518,-7.60548650817836e-5,4.17958877490739e-9) Dual{Cells()}(-0.000551122576067518,-0.3962146186954613,2.317605690048418e-5) Dual{Cells()}(-0.000551122576067518,0.805877056038227,-4.4494051117579344e-5) Dual{Cells()}(-0.000551122576067518,-0.4095116147442156,2.0114447547634316e-5) Dual{Cells()}(-0.000551122576067518,-7.454798885449444e-5,4.107379996924858e-9) Dual{Cells()}(-0.000551122576067518,-2.1974461381373877e-7,1.2089479076971985e-11) Dual{Cells()}(-0.0005562416888366038,-7.729907668716071e-5,3.8200096408809635e-9) Dual{Cells()}(-0.0005562416888366038,-0.4095116147442156,2.278537648109171e-5) Dual{Cells()}(-0.0005562416888366038,1.045522518928247,-5.3612683349384044e-5) Dual{Cells()}(-0.0005562416888366038,-0.6358576035961399,2.9883464274559263e-5) Dual{Cells()}(-0.0005562416888366038,-7.577323171756793e-5,3.751452970251479e-9) Dual{Cells()}(-0.0005562416888366038,-2.2827948689564342e-7,1.1290084252731812e-11) Dual{Cells()}(-1.1961577711399479e-15,-2.0618214337347965e-5,9.211454914597752e-10) Dual{Cells()}(-1.1961577711399479e-15,-0.6358576035961399,3.349065234073625e-5) Dual{Cells()}(-1.1961577711399479e-15,1.964981495469545,-8.945201292010479e-5) Dual{Cells()}(-1.1961577711399479e-15,-1.3290830003138312,5.645716417318066e-5) Dual{Cells()}(-1.1961577711399479e-15,-2.0211685611321612e-5,9.037323140820699e-10) Dual{Cells()}(-1.1961577711399479e-15,-6.165962521922977e-8,2.755649258613155e-12) Dual{Cells()}(-3.5706668566695435e-15,-2.0686055227372197e-5,8.790782623685544e-10) Dual{Cells()}(-3.5706668566695435e-15,-1.3290830003138312,5.956672091320775e-5) Dual{Cells()}(-3.5706668566695435e-15,2.6654541016997215,-0.00011335683794594203) Dual{Cells()}(-3.5706668566695435e-15,-1.3363300751515963,5.401338663528522e-5) Dual{Cells()}(-3.5706668566695435e-15,-2.0278104572106255e-5,8.619349701934817e-10) Dual{Cells()}(-3.5706668566695435e-15,-6.20744943855509e-8,2.6380895667525023e-12) Dual{Cells()}(-3.1921076193085596e-17,-2.0700229810391862e-5,8.367005312824329e-10) Dual{Cells()}(-3.1921076193085596e-17,-1.3363300751515963,5.689793006674877e-5) Dual{Cells()}(-3.1921076193085596e-17,1.754811934421455,-6.893981421645015e-5) Dual{Cells()}(-3.1921076193085596e-17,-0.41844080461314204,1.2729590457818503e-5) Dual{Cells()}(-3.1921076193085596e-17,-2.0292097085565242e-5,8.198257554466984e-10) Dual{Cells()}(-3.1921076193085596e-17,-6.232982063440381e-8,2.5187276285416727e-12) Dual{Cells()}(0.0005316382110108733,-5.574026553005634e-5,1.8885807571851467e-9) Dual{Cells()}(0.0005316382110108733,-0.41844080461314204,1.4924768525832484e-5) Dual{Cells()}(0.0005316382110108733,0.6584065046018833,-2.0585177344219412e-5) Dual{Cells()}(0.0005316382110108733,-0.2398551415770592,6.655437092007875e-6) Dual{Cells()}(0.0005316382110108733,-5.464797044480062e-5,1.8450221882061463e-9) Dual{Cells()}(0.0005316382110108733,-1.70175707194886e-7,5.756228724039833e-12) Dual{Cells()}(0.0005520226215478658,-5.08217358579543e-5,1.3989739750954564e-9) Dual{Cells()}(0.0005520226215478658,-0.2398551415770592,7.851847913695616e-6) Dual{Cells()}(0.0005520226215478658,0.463189748939546,-1.25997087884405e-5) Dual{Cells()}(0.0005520226215478658,-0.22323377544737233,5.51006046125685e-6) Dual{Cells()}(0.0005520226215478658,-4.985121886100892e-5,1.3601061051964187e-9) Dual{Cells()}(0.0005520226215478658,-1.5896039552201525e-7,4.357573026324778e-12) Dual{Cells()}(0.0005672824539559517,-4.602194964471734e-5,1.1230406377649833e-9) Dual{Cells()}(0.0005672824539559517,-0.22323377544737233,5.941509050869558e-6) Dual{Cells()}(0.0005672824539559517,0.22332511782918793,-5.512274177880605e-6) Dual{Cells()}(0.0005672824539559517,-4.5172987899823124e-5,1.0880400249027774e-9) Dual{Cells()}(0.0005672824539559517,-1.4744427107640368e-7,3.5761579221340223e-12) Dual{Cells()}(0.0005027190634622762,-4.737317204727703e-5,1.1974080641692642e-9) Dual{Cells()}(0.0005027190634622762,0.23778453477017455,-6.219128356540008e-6) Dual{Cells()}(0.0005027190634622762,-0.2376903243849135,6.623451465544946e-6) Dual{Cells()}(0.0005027190634622762,-4.6679758366931933e-5,1.2117949056795118e-9) Dual{Cells()}(0.0005027190634622762,-1.5745484685474187e-7,4.06842868725424e-12) Dual{Cells()}(0.0005033378609725573,-4.968935566457732e-5,1.3886673851292639e-9) Dual{Cells()}(0.0005033378609725573,-0.2376903243849135,6.2166892145538335e-6) Dual{Cells()}(0.0005033378609725573,0.49279563623282774,-1.3949112584548604e-5) Dual{Cells()}(0.0005033378609725573,-0.2550065507988975,8.395997027046195e-6) Dual{Cells()}(0.0005033378609725573,-4.890291295912425e-5,1.3966646320367453e-9) Dual{Cells()}(0.0005033378609725573,-1.6878039298474997e-7,4.80313186793083e-12) Dual{Cells()}(0.000500197513716502,-5.223799603661435e-5,1.7429872001502804e-9) Dual{Cells()}(0.000500197513716502,-0.2550065507988975,7.322846472056147e-6) Dual{Cells()}(0.000500197513716502,0.7026768895178815,-2.223126326985662e-5) Dual{Cells()}(0.000500197513716502,-0.4475665851662793,1.577465823000868e-5) Dual{Cells()}(0.000500197513716502,-5.133431376357885e-5,1.7386662657266678e-9) Dual{Cells()}(0.000500197513716502,-1.812429045650879e-7,6.1258750849565236e-12) Dual{Cells()}(-1.4735416363041476e-16,-1.9163703253031156e-5,7.439079148994834e-10) Dual{Cells()}(-1.4735416363041476e-16,-0.4475665851662793,1.3831757295945195e-5) Dual{Cells()}(-1.4735416363041476e-16,1.8942491568210773,-7.242026426972659e-5) Dual{Cells()}(-1.4735416363041476e-16,-1.4466445255604017,5.909955460973931e-5) Dual{Cells()}(-1.4735416363041476e-16,-1.8815099877919393e-5,7.383713295097452e-10) Dual{Cells()}(-1.4735416363041476e-16,-6.72912654069274e-8,2.6377054310827153e-12) Dual{Cells()}(-1.867890647659988e-16,-1.912966626166638e-5,7.750442388056267e-10) Dual{Cells()}(-1.867890647659988e-16,-1.4466445255604017,5.6644114661919386e-5) Dual{Cells()}(-1.867890647659988e-16,2.8936687132166825,-0.0001181642066709768) Dual{Cells()}(-1.867890647659988e-16,-1.446986213095223,6.168285729595459e-5) Dual{Cells()}(-1.867890647659988e-16,-1.8777524453319125e-5,7.684518895002337e-10) Dual{Cells()}(-1.867890647659988e-16,-6.737034280109244e-8,2.7544522667632424e-12) Dual{Cells()}(1.0331121417708424e-16,-1.905902017580838e-5,8.056372616270513e-10) Dual{Cells()}(1.0331121417708424e-16,-1.446986213095223,5.906309965218645e-5) Dual{Cells()}(1.0331121417708424e-16,2.1494568501242446,-9.285377242089951e-5) Dual{Cells()}(1.0331121417708424e-16,-0.7024328064528826,3.414232652900498e-5) Dual{Cells()}(1.0331121417708424e-16,-1.8704235517234325e-5,7.980213952077806e-10) Dual{Cells()}(1.0331121417708424e-16,-6.732044607404477e-8,2.8700415023306866e-12) Dual{Cells()}(-0.0004974199518125691,-7.114414827375655e-5,3.2721911400881098e-9) Dual{Cells()}(-0.0004974199518125691,-0.7024328064528826,3.116930272549783e-5) Dual{Cells()}(-0.0004974199518125691,1.1657063141542159,-5.548424420192893e-5) Dual{Cells()}(-0.0004974199518125691,-0.46313231469323657,2.3517480870123155e-5) Dual{Cells()}(-0.0004974199518125691,-6.97947538056753e-5,3.23624667272804e-9) Dual{Cells()}(-0.0004974199518125691,-2.5410601738923297e-7,1.1776826978564719e-11) Dual{Cells()}(-0.0005018221485673739,-6.92985005702482e-5,3.476179663435549e-9) Dual{Cells()}(-0.0005018221485673739,-0.46313231469323657,2.1335377175250747e-5) Dual{Cells()}(-0.0005018221485673739,0.9245784017823465,-4.674053792774404e-5) Dual{Cells()}(-0.0005018221485673739,-0.46130857180514323,2.4414745444430237e-5) Dual{Cells()}(-0.0005018221485673739,-6.796443343268574e-5,3.4339142240865704e-9) Dual{Cells()}(-0.0005018221485673739,-2.523499636638739e-7,1.2746819455771713e-11) Dual{Cells()}(-0.000506774277274991,-6.790596511232848e-5,3.5574437322581645e-9) Dual{Cells()}(-0.000506774277274991,-0.46130857180514323,2.3216115738716546e-5) Dual{Cells()}(-0.000506774277274991,0.4614433245293893,-2.4421846682633606e-5) Dual{Cells()}(-0.000506774277274991,-6.659464663814081e-5,3.5128372141725586e-9) Dual{Cells()}(-0.000506774277274991,-2.521124955877186e-7,1.3296546992570557e-11) Dual{Cells()}(-0.0006230486680199455,-6.501277374480772e-5,3.741957619358139e-9) Dual{Cells()}(-0.0006230486680199455,0.46241777908905923,-2.681115771197808e-5) Dual{Cells()}(-0.0006230486680199455,-0.46228862324554615,2.5132012406619127e-5) Dual{Cells()}(-0.0006230486680199455,-6.389352431226494e-5,3.6850127416964466e-9) Dual{Cells()}(-0.0006230486680199455,-2.4954545601170164e-7,1.437406296926896e-11) Dual{Cells()}(-0.0006305344984591776,-6.546492550965918e-5,3.572164153544353e-9) Dual{Cells()}(-0.0006305344984591776,-0.46228862324554615,2.6803715742153202e-5) Dual{Cells()}(-0.0006305344984591776,0.9391133710509856,-5.1449566454426695e-5) Dual{Cells()}(-0.0006305344984591776,-0.476694682277465,2.328292739536829e-5) Dual{Cells()}(-0.0006305344984591776,-6.434449467389823e-5,3.517453894268291e-9) Dual{Cells()}(-0.0006305344984591776,-2.561077909292494e-7,1.3984424080324362e-11) Dual{Cells()}(-0.0006355695593700104,-6.657194651797859e-5,3.272097421006003e-9) Dual{Cells()}(-0.0006355695593700104,-0.476694682277465,2.631044991134228e-5) Dual{Cells()}(-0.0006355695593700104,1.2156354793136948,-6.192857456098342e-5) Dual{Cells()}(-0.0006355695593700104,-0.7388085232335703,3.454684939831261e-5) Dual{Cells()}(-0.0006355695593700104,-6.543646862593333e-5,3.2204097928151253e-9) Dual{Cells()}(-0.0006355695593700104,-2.653875154256663e-7,1.3050340548403831e-11) Dual{Cells()}(-8.035972418508787e-16,-1.7759995506701434e-5,7.902600478077968e-10) Dual{Cells()}(-8.035972418508787e-16,-0.7388085232335703,3.863914125446383e-5) Dual{Cells()}(-8.035972418508787e-16,2.281345261615415,-0.00010337421751603347) Dual{Cells()}(-8.035972418508787e-16,-1.5425014493922282,6.529146135068896e-5) Dual{Cells()}(-8.035972418508787e-16,-1.7457423764437124e-5,7.772322048196413e-10) Dual{Cells()}(-8.035972418508787e-16,-7.157034549491262e-8,3.185195690287546e-12) Dual{Cells()}(-1.919427168337378e-15,-1.781798650095585e-5,7.546341500940014e-10) Dual{Cells()}(-1.919427168337378e-15,-1.5425014493922282,6.882579739367559e-5) Dual{Cells()}(-1.919427168337378e-15,3.0927209187023403,-0.00013105380535086662) Dual{Cells()}(-1.919427168337378e-15,-1.5501840649136636,6.247938475003605e-5) Dual{Cells()}(-1.919427168337378e-15,-1.7514393820806646e-5,7.418685716708118e-10) Dual{Cells()}(-1.919427168337378e-15,-7.201612684106851e-8,3.050016126112495e-12) Dual{Cells()}(-2.892834712646726e-16,-1.7830856367802023e-5,7.187201396206347e-10) Dual{Cells()}(-2.892834712646726e-16,-1.5501840649136636,6.576084442437643e-5) Dual{Cells()}(-2.892834712646726e-16,2.035125332538168,-7.97561908742205e-5) Dual{Cells()}(-2.892834712646726e-16,-0.4849058373625472,1.476994132942862e-5) Dual{Cells()}(-2.892834712646726e-16,-1.7527124625956023e-5,7.062168353428171e-10) Dual{Cells()}(-2.892834712646726e-16,-7.228096322237686e-8,2.9128150481522292e-12) Dual{Cells()}(0.0006097280055307188,-4.8055304514694696e-5,1.6270876780038624e-9) Dual{Cells()}(0.0006097280055307188,-0.4849058373625472,1.7275378274987888e-5) Dual{Cells()}(0.0006097280055307188,0.7628892775867259,-2.387410455373958e-5) Dual{Cells()}(0.0006097280055307188,-0.2778879466677003,7.733477788400471e-6) Dual{Cells()}(0.0006097280055307188,-4.7241111809361015e-5,1.595396250049039e-9) Dual{Cells()}(0.0006097280055307188,-1.9714015430549136e-7,6.666867307285914e-12) Dual{Cells()}(0.0006316408995789059,-4.3970447840694874e-5,1.2126553125833794e-9) Dual{Cells()}(0.0006316408995789059,-0.2778879466677003,9.100934297044754e-6) Dual{Cells()}(0.0006316408995789059,0.5368073285508029,-1.4652725424688103e-5) Dual{Cells()}(0.0006316408995789059,-0.25883198568359134,6.421300044826277e-6) Dual{Cells()}(0.0006316408995789059,-4.3241561823017764e-5,1.1849466170839652e-9) Dual{Cells()}(0.0006316408995789059,-1.8418984757940191e-7,5.064940150472848e-12) Dual{Cells()}(0.0006477744210435951,-4.000043967450986e-5,9.796794189432174e-10) Dual{Cells()}(0.0006477744210435951,-0.25883198568359134,6.9168454109540155e-6) Dual{Cells()}(0.0006477744210435951,0.25891151332628737,-6.423238314201341e-6) Dual{Cells()}(0.0006477744210435951,-3.935613230516865e-5,9.54940738285912e-10) Dual{Cells()}(0.0006477744210435951,-1.7107071638556872e-7,4.172057626002118e-12) Dual{Cells()}(0.0005835884260872134,-4.118011055884405e-5,1.0583164349448581e-9) Dual{Cells()}(0.0005835884260872134,0.27349442700965393,-7.140000332744704e-6) Dual{Cells()}(0.0005835884260872134,-0.2734125697423403,7.609871364440153e-6) Dual{Cells()}(0.0005835884260872134,-4.049599068438498e-5,1.0465524297243747e-9) Dual{Cells()}(0.0005835884260872134,-1.811660704105214e-7,4.671444183498216e-12) Dual{Cells()}(0.0005832779585116516,-4.3239646356097175e-5,1.2264372425281037e-9) Dual{Cells()}(0.0005832779585116516,-0.2734125697423403,7.137890502586521e-6) Dual{Cells()}(0.0005832779585116516,0.5666318684233425,-1.6023337442413525e-5) Dual{Cells()}(0.0005832779585116516,-0.29313333066357206,9.658284748400265e-6) Dual{Cells()}(0.0005832779585116516,-4.253427846413009e-5,1.2112512907962384e-9) Dual{Cells()}(0.0005832779585116516,-1.9409260986241422e-7,5.5182909914484296e-12) Dual{Cells()}(0.000578549221624696,-4.547902995589305e-5,1.536896762343818e-9) Dual{Cells()}(0.000578549221624696,-0.29313333066357206,8.411022633763663e-6) Dual{Cells()}(0.000578549221624696,0.8073413048344722,-2.554946108199937e-5) Dual{Cells()}(0.000578549221624696,-0.5141175377052721,1.8146774686333266e-5) Dual{Cells()}(0.000578549221624696,-4.4749186494443005e-5,1.5149301929492406e-9) Dual{Cells()}(0.000578549221624696,-2.082491776686775e-7,7.0448151254116894e-12) Dual{Cells()}(-1.8095132342379958e-16,-1.6679968361305938e-5,6.552336997907121e-10) Dual{Cells()}(-1.8095132342379958e-16,-0.5141175377052721,1.588811733433396e-5) Dual{Cells()}(-1.8095132342379958e-16,2.1745831865051115,-8.332081377595234e-5) Dual{Cells()}(-1.8095132342379958e-16,-1.6604324777467545,6.803251865515374e-5) Dual{Cells()}(-1.8095132342379958e-16,-1.6413842738896395e-5,6.450441039308623e-10) Dual{Cells()}(-1.8095132342379958e-16,-7.724198489904549e-8,3.034875037733328e-12) Dual{Cells()}(1.5432434205681175e-16,-1.664801230550771e-5,6.825466973744799e-10) Dual{Cells()}(1.5432434205681175e-16,-1.6604324777467545,6.517273576819665e-5) Dual{Cells()}(1.5432434205681175e-16,3.3207118792071557,-0.00013599444486008365) Dual{Cells()}(1.5432434205681175e-16,-1.6602462935307527,7.101329303372969e-5) Dual{Cells()}(1.5432434205681175e-16,-1.638261012081971e-5,6.717272115139849e-10) Dual{Cells()}(1.5432434205681175e-16,-7.730722247329435e-8,3.169497248302671e-12) Dual{Cells()}(-3.210200299486292e-16,-1.6583915487170607e-5,7.094114504610867e-10) Dual{Cells()}(-3.210200299486292e-16,-1.6602462935307527,6.796056876363433e-5) Dual{Cells()}(-3.210200299486292e-16,2.4655005432121535,-0.00010687931643478642) Dual{Cells()}(-3.210200299486292e-16,-0.8052212688569798,3.933282487466958e-5) Dual{Cells()}(-3.210200299486292e-16,-1.631968678525508e-5,6.9797324795535e-10) Dual{Cells()}(-3.210200299486292e-16,-7.722214879582775e-8,3.3027473411983588e-12) Dual{Cells()}(-0.0005771743330669894,-6.190201250535925e-5,2.8821871121794576e-9) Dual{Cells()}(-0.0005771743330669894,-0.8052212688569798,3.586461272641763e-5) Dual{Cells()}(-0.0005771743330669894,1.335510403454871,-6.386201559045898e-5) Dual{Cells()}(-0.0005771743330669894,-0.5301660230384003,2.706997579347026e-5) Dual{Cells()}(-0.0005771743330669894,-6.0918398562438805e-5,2.8344725663117167e-9) Dual{Cells()}(-0.0005771743330669894,-2.9114842307529504e-7,1.3549393594321399e-11) Dual{Cells()}(-0.0005816532116701477,-6.031705750494205e-5,3.064848348715529e-9) Dual{Cells()}(-0.0005816532116701477,-0.5301660230384003,2.4523460633674933e-5) Dual{Cells()}(-0.0005816532116701477,1.057480861785395,-5.374501697053763e-5) Dual{Cells()}(-0.0005816532116701477,-0.5271948694507187,2.806805476327743e-5) Dual{Cells()}(-0.0005816532116701477,-5.9363621786692305e-5,3.0132098641283947e-9) Dual{Cells()}(-0.0005816532116701477,-2.88616984380461e-7,1.4654381772281176e-11) Dual{Cells()}(-0.0005865825859248224,-5.914852925599726e-5,3.1401707233400062e-9) Dual{Cells()}(-0.0005865825859248224,-0.5271948694507187,2.6668948666452847e-5) Dual{Cells()}(-0.0005865825859248224,0.5273125253733856,-2.8074297084809464e-5) Dual{Cells()}(-0.0005865825859248224,-5.8219496023258504e-5,3.087114951233017e-9) Dual{Cells()}(-0.0005865825859248224,-2.878973875657789e-7,1.5271369766464717e-11) Dual{Cells()}(-0.0007026175810694671,-5.70197007065598e-5,3.2622583539722286e-9) Dual{Cells()}(-0.0007026175810694671,0.528441434489714,-3.0440855027980675e-5) Dual{Cells()}(-0.0007026175810694671,-0.5283279729939749,2.856545109040152e-5) Dual{Cells()}(-0.0007026175810694671,-5.615636689266156e-5,3.2177568627424296e-9) Dual{Cells()}(-0.0007026175810694671,-2.8542813990215325e-7,1.6336668142375326e-11) Dual{Cells()}(-0.000710097468227737,-5.745861770992058e-5,3.118745951523144e-9) Dual{Cells()}(-0.000710097468227737,-0.5283279729939749,3.0434358317028243e-5) Dual{Cells()}(-0.000710097468227737,1.0722912602033918,-5.8410775882539035e-5) Dual{Cells()}(-0.000710097468227737,-0.5438489429464556,2.6452969122693265e-5) Dual{Cells()}(-0.000710097468227737,-5.6593185610521824e-5,3.0759768571749007e-9) Dual{Cells()}(-0.000710097468227737,-2.924596408020077e-7,1.5879986484117395e-11) Dual{Cells()}(-0.0007150606131625874,-5.8455680147039135e-5,2.8615925210033394e-9) Dual{Cells()}(-0.0007150606131625874,-0.5438489429464556,2.983911388266386e-5) Dual{Cells()}(-0.0007150606131625874,1.3856908908066712,-7.025170961011202e-5) Dual{Cells()}(-0.0007150606131625874,-0.8417256116737779,3.9213133311144694e-5) Dual{Cells()}(-0.0007150606131625874,-5.757801939714296e-5,2.8213144704223943e-9) Dual{Cells()}(-0.0007150606131625874,-3.0248689362713616e-7,1.4811275163098172e-11) Dual{Cells()}(1.3268643421974245e-16,-1.5597095706415937e-5,6.919469108803533e-10) Dual{Cells()}(1.3268643421974245e-16,-0.8417256116737779,4.379304256659714e-5) Dual{Cells()}(1.3268643421974245e-16,2.597626223372768,-0.00011730579278975573) Dual{Cells()}(1.3268643421974245e-16,-1.755869569937334,7.413031352445329e-5) Dual{Cells()}(1.3268643421974245e-16,-1.536318629454964e-5,6.8184777410874e-10) Dual{Cells()}(1.3268643421974245e-16,-8.147965522728852e-8,3.614892757946969e-12) Dual{Cells()}(-8.126050551521087e-16,-1.5647863270139077e-5,6.610668972966584e-10) Dual{Cells()}(-8.126050551521087e-16,-1.755869569937334,7.809128204261434e-5) Dual{Cells()}(-8.126050551521087e-16,3.519901898363202,-0.00014876112183013105) Dual{Cells()}(-8.126050551521087e-16,-1.764001185423224,7.094952524203929e-5) Dual{Cells()}(-8.126050551521087e-16,-1.541318257301776e-5,6.51203479759066e-10) Dual{Cells()}(-8.126050551521087e-16,-8.195680085161258e-8,3.4620674978929615e-12) Dual{Cells()}(1.718016916527297e-16,-1.5659720905560376e-5,6.29920673303693e-10) Dual{Cells()}(1.718016916527297e-16,-1.764001185423224,7.462949256044327e-5) Dual{Cells()}(1.718016916527297e-16,2.315405081888467,-9.057796157698245e-5) Dual{Cells()}(1.718016916527297e-16,-0.5513727295850595,1.6810590617648304e-5) Dual{Cells()}(1.718016916527297e-16,-1.5424927693580988e-5,6.202936127802911e-10) Dual{Cells()}(1.718016916527297e-16,-8.22315841448295e-8,3.3069978159367903e-12) Dual{Cells()}(0.0006879267211498484,-4.2232208852613906e-5,1.4293141420440722e-9) Dual{Cells()}(0.0006879267211498484,-0.5513727295850595,1.962718281457093e-5) Dual{Cells()}(0.0006879267211498484,0.8673745477162024,-2.7163608869865497e-5) Dual{Cells()}(0.0006879267211498484,-0.31591775976997133,8.811294749916356e-6) Dual{Cells()}(0.0006879267211498484,-4.1602045642368654e-5,1.4052306919758043e-9) Dual{Cells()}(0.0006879267211498484,-2.2410667667008625e-7,7.577437897091165e-12) Dual{Cells()}(0.0007114021294279241,-3.8744929733260405e-5,1.0702180407438951e-9) Dual{Cells()}(0.0007114021294279241,-0.31591775976997133,1.035017626099696e-5) Dual{Cells()}(0.0007114021294279241,0.6104033602556607,-1.6704752552734038e-5) Dual{Cells()}(0.0007114021294279241,-0.29440846845815233,7.331669402596669e-6) Dual{Cells()}(0.0007114021294279241,-3.817767840905791e-5,1.0494798159391681e-9) Dual{Cells()}(0.0007114021294279241,-2.0941939467813021e-7,5.771658988095188e-12) Dual{Cells()}(0.0007284412916434854,-3.5366081546306674e-5,8.687345558516397e-10) Dual{Cells()}(0.0007284412916434854,-0.29440846845815233,7.891332591125218e-6) Dual{Cells()}(0.0007284412916434854,0.2944788901077746,-7.333392942138989e-6) Dual{Cells()}(0.0007284412916434854,-3.4860881272472215e-5,8.503441360514616e-10) Dual{Cells()}(0.0007284412916434854,-1.9468680352739056e-7,4.7668277058730196e-12) Dual{Cells()}(0.0006644915750766685,-3.627629922416324e-5,9.304625325378858e-10) Dual{Cells()}(0.0006644915750766685,0.30903057022856595,-8.049009156993006e-6) Dual{Cells()}(0.0006644915750766685,-0.3089583451094931,8.583261137615625e-6) Dual{Cells()}(0.0006644915750766685,-3.574407585371942e-5,9.20896991813258e-10) Dual{Cells()}(0.0006644915750766685,-2.047439949584145e-7,5.265611724304956e-12) Dual{Cells()}(0.0006632354268237108,-3.817456380245966e-5,1.0815180121445878e-9) Dual{Cells()}(0.0006632354268237108,-0.3089583451094931,8.047152353005836e-6) Dual{Cells()}(0.0006632354268237108,0.6401940574409479,-1.8074018864953013e-5) Dual{Cells()}(0.0006632354268237108,-0.3311596948697663,1.0907804448309377e-5) Dual{Cells()}(0.0006632354268237108,-3.762358459002631e-5,1.0692976383113495e-9) Dual{Cells()}(0.0006632354268237108,-2.1931329593657125e-7,6.2251571047863046e-12) Dual{Cells()}(0.0006569017571257396,-4.022973777189463e-5,1.3596547131573884e-9) Dual{Cells()}(0.0006569017571257396,-0.3311596948697663,9.488600539854112e-6) Dual{Cells()}(0.0006569017571257396,0.9118284592186617,-2.883982340366271e-5) Dual{Cells()}(0.0006569017571257396,-0.5805886418541615,2.0500382015123897e-5) Dual{Cells()}(0.0006569017571257396,-3.9657538288194166e-5,1.342208902902557e-9) Dual{Cells()}(0.0006569017571257396,-2.3521867389355384e-7,7.956193159675711e-12) Dual{Cells()}(-3.0380459809798604e-16,-1.4764763330048882e-5,5.806694694226184e-10) Dual{Cells()}(-3.0380459809798604e-16,-0.5805886418541615,1.7929309056902995e-5) Dual{Cells()}(-3.0380459809798604e-16,2.454832197869488,-9.415102101389765e-5) Dual{Cells()}(-3.0380459809798604e-16,-1.8742141482230839,7.691003444856095e-5) Dual{Cells()}(-3.0380459809798604e-16,-1.4555837222072642e-5,5.726348187906843e-10) Dual{Cells()}(-3.0380459809798604e-16,-8.719169058402395e-8,3.4294506236646353e-12) Dual{Cells()}(4.535387450583695e-17,-1.4737848506823063e-5,6.051107389677475e-10) Dual{Cells()}(4.535387450583695e-17,-1.8742141482230839,7.364948225977679e-5) Dual{Cells()}(4.535387450583695e-17,3.747802940646156,-0.00015371780966951448) Dual{Cells()}(4.535387450583695e-17,-1.8735594378794334,8.028856761040163e-5) Dual{Cells()}(4.535387450583695e-17,-1.4529449088755088e-5,5.965927447556833e-10) Dual{Cells()}(4.535387450583695e-17,-8.724604326170009e-8,3.581962363498009e-12) Dual{Cells()}(-2.7002094637512677e-16,-1.4682074916041436e-5,6.29162441754267e-10) Dual{Cells()}(-2.7002094637512677e-16,-1.8735594378794334,7.680656993698259e-5) Dual{Cells()}(-2.7002094637512677e-16,2.7816810694759972,-0.00012082492459189764) Dual{Cells()}(-2.7002094637512677e-16,-0.9080923878268601,4.449453848921771e-5) Dual{Cells()}(-2.7002094637512677e-16,-1.4474566219856575e-5,6.201694034060101e-10) Dual{Cells()}(-2.7002094637512677e-16,-8.712856772940764e-8,3.73288006563295e-12) Dual{Cells()}(-0.0006568792692821363,-5.482021871081709e-5,2.558635159106206e-9) Dual{Cells()}(-0.0006568792692821363,-0.9080923878268601,4.053510392487889e-5) Dual{Cells()}(-0.0006568792692821363,1.5054811126730592,-7.219539313453181e-5) Dual{Cells()}(-0.0006568792692821363,-0.5972795291575914,3.0603846268549586e-5) Dual{Cells()}(-0.0006568792692821363,-5.404724145073069e-5,2.5211814681895414e-9) Dual{Cells()}(-0.0006568792692821363,-3.2822844608860827e-7,1.53121149005072e-11) Dual{Cells()}(-0.0006614259622754953,-5.3448825389848544e-5,2.7245152597072786e-9) Dual{Cells()}(-0.0006614259622754953,-0.5972795291575914,2.7695759595918034e-5) Dual{Cells()}(-0.0006614259622754953,1.1905710354737018,-6.071436517983377e-5) Dual{Cells()}(-0.0006614259622754953,-0.593185033916664,3.1703141661680634e-5) Dual{Cells()}(-0.0006614259622754953,-5.269863316177974e-5,2.6839935132339318e-9) Dual{Cells()}(-0.0006614259622754953,-3.2494089487891454e-7,1.6551818988231938e-11) Dual{Cells()}(-0.0006663201491710479,-5.245180060194145e-5,2.794703898466163e-9) Dual{Cells()}(-0.0006663201491710479,-0.593185033916664,3.0105093976547295e-5) Dual{Cells()}(-0.0006663201491710479,0.5932895292023531,-3.170870648599008e-5) Dual{Cells()}(-0.0006663201491710479,-5.1719735906362206e-5,2.7530313217531895e-9) Dual{Cells()}(-0.0006663201491710479,-3.237491808221012e-7,1.723577634152603e-11) Dual{Cells()}(-0.0007823253842170016,-5.07732490838888e-5,2.8915608029606777e-9) Dual{Cells()}(-0.0007823253842170016,0.5944383482434207,-3.4073853365902537e-5) Dual{Cells()}(-0.0007823253842170016,-0.5943371665697181,3.20009113138492e-5) Dual{Cells()}(-0.0007823253842170016,-5.0087144721449875e-5,2.8558829777970426e-9) Dual{Cells()}(-0.0007823253842170016,-3.21279897220338e-7,1.8301932096533552e-11) Dual{Cells()}(-0.0007898228510158038,-5.1194093506870966e-5,2.7674825481698915e-9) Dual{Cells()}(-0.0007898228510158038,-0.5943371665697181,3.406808739752861e-5) Dual{Cells()}(-0.0007898228510158038,1.2054184084998647,-6.537765421688717e-5) Dual{Cells()}(-0.0007898228510158038,-0.6109792134611055,2.9624631006378635e-5) Dual{Cells()}(-0.0007898228510158038,-5.050559021301757e-5,2.7331807536768084e-9) Dual{Cells()}(-0.0007898228510158038,-3.287853212149048e-7,1.7778057353664052e-11) Dual{Cells()}(-0.0007947231246600102,-5.2101200847236345e-5,2.542650326740723e-9) Dual{Cells()}(-0.0007947231246600102,-0.6109792134611055,3.337122427147658e-5) Dual{Cells()}(-0.0007947231246600102,1.5556989302156718,-7.85817031651204e-5) Dual{Cells()}(-0.0007947231246600102,-0.9446158733851772,4.388219560203037e-5) Dual{Cells()}(-0.0007947231246600102,-5.140259842954419e-5,2.510416274537018e-9) Dual{Cells()}(-0.0007947231246600102,-3.395701121558104e-7,1.657437993612512e-11) Dual{Cells()}(2.440954576547467e-16,-1.3903448953647634e-5,6.154052134157759e-10) Dual{Cells()}(2.440954576547467e-16,-0.9446158733851772,4.8952002392378404e-5) Dual{Cells()}(2.440954576547467e-16,2.913844951040055,-0.00013124610076737118) Dual{Cells()}(2.440954576547467e-16,-1.9692013655811278,8.297335680846158e-5) Dual{Cells()}(2.440954576547467e-16,-1.3717237891135726e-5,6.07353504348414e-10) Dual{Cells()}(2.440954576547467e-16,-9.138690508659727e-8,4.04510115401939e-12) Dual{Cells()}(5.347739396470769e-16,-1.3948678795356527e-5,5.881609912368995e-10) Dual{Cells()}(5.347739396470769e-16,-1.9692013655811278,8.736267834527922e-5) Dual{Cells()}(5.347739396470769e-16,3.9470221091081616,-0.00016647778124980907) Dual{Cells()}(5.347739396470769e-16,-1.9777929410871753,7.942328336188539e-5) Dual{Cells()}(5.347739396470769e-16,-1.3761864738456745e-5,5.803162674991688e-10) Dual{Cells()}(5.347739396470769e-16,-9.189632470673755e-8,3.874604412142038e-12) Dual{Cells()}(1.5844488062865132e-17,-1.3959709489528305e-5,5.606704882476047e-10) Dual{Cells()}(1.5844488062865132e-17,-1.9777929410871753,8.35032520817328e-5) Dual{Cells()}(1.5844488062865132e-17,2.5956610735305623,-0.00010140415228978283) Dual{Cells()}(1.5844488062865132e-17,-0.6178403077499712,1.8851138712456397e-5) Dual{Cells()}(1.5844488062865132e-17,-1.3772802134675611e-5,5.530337008992469e-10) Dual{Cells()}(1.5844488062865132e-17,-9.218179149407558e-8,3.7016449934336e-12) Dual{Cells()}(0.0007662549300911821,-3.766755822811816e-5,1.274463442857436e-9) Dual{Cells()}(0.0007662549300911821,-0.6178403077499712,2.1979751522845278e-5) Dual{Cells()}(0.0007662549300911821,0.9718578699432667,-3.0452960075247397e-5) Dual{Cells()}(0.0007662549300911821,-0.3539424781452722,9.888599300530183e-6) Dual{Cells()}(0.0007662549300911821,-3.7165416123503345e-5,1.255547721836856e-9) Dual{Cells()}(0.0007662549300911821,-2.510736716537164e-7,8.489013635211811e-12) Dual{Cells()}(0.0007913213757453456,-3.462798147527231e-5,9.577256255880206e-10) Dual{Cells()}(0.0007913213757453456,-0.3539424781452722,1.159928294479959e-5) Dual{Cells()}(0.0007913213757453456,0.6839731947129275,-1.8755204390528993e-5) Dual{Cells()}(0.0007913213757453456,-0.32996167999003684,8.24088062173502e-6) Dual{Cells()}(0.0007913213757453456,-3.417396477331779e-5,9.416299870950953e-10) Dual{Cells()}(0.0007913213757453456,-2.3463136990393804e-7,6.478824926246785e-12) Dual{Cells()}(0.0008092915879777536,-3.1689832869279506e-5,7.80272159773529e-10) Dual{Cells()}(0.0008092915879777536,-0.32996167999003684,8.864699416876143e-6) Dual{Cells()}(0.0008092915879777536,0.3300248711470634,-8.242432139576957e-6) Dual{Cells()}(0.0008092915879777536,-3.128306778776572e-5,7.660760937751804e-10) Dual{Cells()}(0.0008092915879777536,-2.1825636950928712e-7,5.361407399992463e-12) Dual{Cells()}(0.0007455005314887818,-3.2413893904642943e-5,8.300124507914251e-10) Dual{Cells()}(0.0007455005314887818,0.34455528016484177,-8.957262370762465e-6) Dual{Cells()}(0.0007455005314887818,-0.3444906496626267,9.555873114361927e-6) Dual{Cells()}(0.0007455005314887818,-3.198831484037661e-5,8.221342436889558e-10) Dual{Cells()}(0.0007455005314887818,-2.2829346999143875e-7,5.8593340464926974e-12) Dual{Cells()}(0.0007432863796795828,-3.417065002234573e-5,9.671265709928349e-10) Dual{Cells()}(0.0007432863796795828,-0.3444906496626267,8.955604293784508e-6) Dual{Cells()}(0.0007432863796795828,0.7137407532181405,-2.0123535365719754e-5) Dual{Cells()}(0.0007432863796795828,-0.36918195979462487,1.2157079922742033e-5) Dual{Cells()}(0.0007432863796795828,-3.372858978088988e-5,9.57127788052565e-10) Dual{Cells()}(0.0007432863796795828,-2.4452108567054997e-7,6.931977901844891e-12) Dual{Cells()}(0.0007353331840655944,-3.6066498207200724e-5,1.219032913274938e-9) Dual{Cells()}(0.0007353331840655944,-0.36918195979462487,1.0565731012331174e-5) Dual{Cells()}(0.0007353331840655944,1.0163128160548267,-3.2129713701817816e-5) Dual{Cells()}(0.0007353331840655944,-0.64705892160297,2.2854135239297952e-5) Dual{Cells()}(0.0007353331840655944,-3.560597161773952e-5,1.204883751287884e-9) Dual{Cells()}(0.0007353331840655944,-2.6218740679990727e-7,8.868003109135953e-12) Dual{Cells()}(-4.8702518178347136e-17,-1.3243941628188727e-5,5.213446502174769e-10) Dual{Cells()}(-4.8702518178347136e-17,-0.64705892160297,1.997020097953356e-5) Dual{Cells()}(-4.8702518178347136e-17,2.735067163314938,-0.00010498276013474999) Dual{Cells()}(-4.8702518178347136e-17,-2.0879818250467927,8.578965189614542e-5) Dual{Cells()}(-4.8702518178347136e-17,-1.3075582204481854e-5,5.148608455295647e-10) Dual{Cells()}(-4.8702518178347136e-17,-9.714134264392971e-8,3.824305736097744e-12) Dual{Cells()}(-7.346026185767136e-18,-1.3220752927546887e-5,5.434613314285339e-10) Dual{Cells()}(-7.346026185767136e-18,-2.0879818250467927,8.212758487304826e-5) Dual{Cells()}(-7.346026185767136e-18,4.1748623024909834,-0.0001714450555344231) Dual{Cells()}(-7.346026185767136e-18,-2.0868541067229005,8.95664388740154e-5) Dual{Cells()}(-7.346026185767136e-18,-1.305278387780154e-5,5.365951871113193e-10) Dual{Cells()}(-7.346026185767136e-18,-9.718448575396842e-8,3.994737306924721e-12) Dual{Cells()}(-1.9665018891022388e-16,-1.3171380482667789e-5,5.652337505032789e-10) Dual{Cells()}(-1.9665018891022388e-16,-2.0868541067229005,8.565431959820699e-5) Dual{Cells()}(-1.9665018891022388e-16,3.097832197823971,-0.0001347745128897243) Dual{Cells()}(-1.9665018891022388e-16,-1.0109518185843915,4.96586961451355e-5) Dual{Cells()}(-1.9665018891022388e-16,-1.300410203684068e-5,5.579917098123623e-10) Dual{Cells()}(-1.9665018891022388e-16,-9.703415946898384e-8,4.163355678135769e-12) Dual{Cells()}(-0.0007366857715665181,-4.919147937797098e-5,2.300453154964712e-9) Dual{Cells()}(-0.0007366857715665181,-1.0109518185843915,4.5206946641827264e-5) Dual{Cells()}(-0.0007366857715665181,1.6754324660987339,-8.053219059042858e-5) Dual{Cells()}(-0.0007366857715665181,-0.6643825227583735,3.413941885179185e-5) Dual{Cells()}(-0.0007366857715665181,-4.856797580425415e-5,2.270326959297806e-9) Dual{Cells()}(-0.0007366857715665181,-3.653007865299363e-7,1.7076411437305807e-11) Dual{Cells()}(-0.0007412920087063818,-4.7983553061464394e-5,2.452285103334359e-9) Dual{Cells()}(-0.0007412920087063818,-0.6643825227583735,3.086890667313734e-5) Dual{Cells()}(-0.0007412920087063818,1.3236396262616632,-6.76866433764044e-5) Dual{Cells()}(-0.0007412920087063818,-0.6591613809330062,3.533981526601969e-5) Dual{Cells()}(-0.0007412920087063818,-4.7377766072632715e-5,2.419696603122653e-9) Dual{Cells()}(-0.0007412920087063818,-3.612511493065992e-7,1.8451194571718035e-11) Dual{Cells()}(-0.000746140564025055,-4.711580385762818e-5,2.5177909468840348e-9) Dual{Cells()}(-0.000746140564025055,-0.6591613809330062,3.354233420282048e-5) Dual{Cells()}(-0.000746140564025055,0.6592553802489647,-3.534483638768759e-5) Dual{Cells()}(-0.000746140564025055,-4.6523927982232834e-5,2.484251555200971e-9) Dual{Cells()}(-0.000746140564025055,-3.595841185508828e-7,1.9202309738308835e-11) Dual{Cells()}(-0.0008621356963604761,-4.5758124999141244e-5,2.596522991779277e-9) Dual{Cells()}(-0.0008621356963604761,0.6604166529123011,-3.7709198381224474e-5) Dual{Cells()}(-0.0008621356963604761,-0.6603253377228936,3.543781942754703e-5) Dual{Cells()}(-0.0008621356963604761,-4.519995063067694e-5,2.567293451578739e-9) Dual{Cells()}(-0.0008621356963604761,-3.571137777156518e-7,2.0268822538559057e-11) Dual{Cells()}(-0.0008696667501353252,-4.615944150117292e-5,2.48735727446996e-9) Dual{Cells()}(-0.0008696667501353252,-0.6603253377228936,3.7704014148160755e-5) Dual{Cells()}(-0.0008696667501353252,1.3385103519503627,-7.234855238061224e-5) Dual{Cells()}(-0.0008696667501353252,-0.6780928908818736,3.279743839413084e-5) Dual{Cells()}(-0.0008696667501353252,-4.559880827704221e-5,2.4592460481119224e-9) Dual{Cells()}(-0.0008696667501353252,-3.650958172756706e-7,1.9677672109058714e-11) Dual{Cells()}(-0.00087451105172888,-4.6991542549621005e-5,2.2877101490675365e-9) Dual{Cells()}(-0.00087451105172888,-0.6780928908818736,3.690576654574934e-5) Dual{Cells()}(-0.00087451105172888,1.7256743949442819,-8.691652050532704e-5) Dual{Cells()}(-0.00087451105172888,-1.0474877134847669,4.855320059866563e-5) Dual{Cells()}(-0.00087451105172888,-4.6422391171580245e-5,2.2613361651367157e-9) Dual{Cells()}(-0.00087451105172888,-3.766439200300469e-7,1.833880717194468e-11) Dual{Cells()}(-5.630135488971991e-16,-1.2541379597955487e-5,5.541220332923476e-10) Dual{Cells()}(-5.630135488971991e-16,-1.0474877134847669,5.411451464293062e-5) Dual{Cells()}(-5.630135488971991e-16,3.2300210503207234,-0.0001451924694892522) Dual{Cells()}(-5.630135488971991e-16,-2.182508304515474,9.181926975617364e-5) Dual{Cells()}(-5.630135488971991e-16,-1.238964793288583e-5,5.47552943137829e-10) Dual{Cells()}(-5.630135488971991e-16,-1.0129295165339355e-7,4.475608980339091e-12) Dual{Cells()}(1.1833805494478287e-15,-1.2582211354136101e-5,5.297506405029321e-10) Dual{Cells()}(1.1833805494478287e-15,-2.182508304515474,9.663816272932109e-5) Dual{Cells()}(1.1833805494478287e-15,4.374100762950412,-0.0001842008336996139) Dual{Cells()}(1.1833805494478287e-15,-2.191567344396825,8.789947734318902e-5) Dual{Cells()}(1.1833805494478287e-15,-1.2429991584249995e-5,5.233622700546683e-10) Dual{Cells()}(1.1833805494478287e-15,-1.0183517421030872e-7,4.287416693552043e-12) Dual{Cells()}(-9.239990749473682e-17,-1.2592537574103542e-5,5.051507366727944e-10) Dual{Cells()}(-9.239990749473682e-17,-2.191567344396825,9.238050653811745e-5) Dual{Cells()}(-9.239990749473682e-17,2.875900539487506,-0.0001122332699457755) Dual{Cells()}(-9.239990749473682e-17,-0.68430806018515,2.0891537233669162e-5) Dual{Cells()}(-9.239990749473682e-17,-1.2440236204456659e-5,4.989441190981987e-10) Dual{Cells()}(-9.239990749473682e-17,-1.0213175230145435e-7,4.0965451741368855e-12) Dual{Cells()}(0.0008446789370748979,-3.39932242248354e-5,1.149917281021593e-9) Dual{Cells()}(0.0008446789370748979,-0.68430806018515,2.4332784411906045e-5) Dual{Cells()}(0.0008446789370748979,1.0763389491997872,-3.3742062199642426e-5) Dual{Cells()}(0.0008446789370748979,-0.39196303402958416,1.0965477910572345e-5) Dual{Cells()}(0.0008446789370748979,-3.358371992371269e-5,1.1346618460789144e-9) Dual{Cells()}(0.0008446789370748979,-2.780409045625924e-7,9.401020770570651e-12) Dual{Cells()}(0.0008713565766559953,-3.130090124704583e-5,8.666291856351506e-10) Dual{Cells()}(0.0008713565766559953,-0.39196303402958416,1.2848231041462452e-5) Dual{Cells()}(0.0008713565766559953,0.7575229888287742,-2.0804401134571068e-5) Dual{Cells()}(0.0008713565766559953,-0.36549746466669825,9.149194371711734e-6) Dual{Cells()}(0.0008713565766559953,-3.092939826212463e-5,8.537701127494576e-10) Dual{Cells()}(0.0008713565766559953,-2.598329826966345e-7,7.185965419943066e-12) Dual{Cells()}(0.00089027563467442,-2.8703237066117628e-5,7.081036846799895e-10) Dual{Cells()}(0.00089027563467442,-0.36549746466669825,9.837195747660373e-6) Dual{Cells()}(0.00089027563467442,0.3655547786292749,-9.15060511415936e-6) Dual{Cells()}(0.00089027563467442,-2.8368926943660836e-5,6.968130170420479e-10) Dual{Cells()}(0.00089027563467442,-2.4179856683634196e-7,5.9555241393356265e-12) Dual{Cells()}(1.7142892592548284e-9,-3.365239027380669e-5,1.279336550348697e-9) Dual{Cells()}(1.7142892592548284e-9,0.4237171639153587,-1.6124232105747216e-5) Dual{Cells()}(1.7142892592548284e-9,-0.42364996445388725,1.612167530083855e-5) Dual{Cells()}(1.7142892592548284e-9,-3.325774708791341e-5,1.2656529362411547e-9) Dual{Cells()}(1.7142892592548284e-9,-2.893241097109823e-7,1.1010534357683875e-11) Dual{Cells()}(1.7444471750647081e-9,-3.341076772313178e-5,1.270151725515181e-9) Dual{Cells()}(1.7444471750647081e-9,-0.42364996445388725,1.612167485262941e-5) Dual{Cells()}(1.7444471750647081e-9,0.8504030198841277,-3.236143641349931e-5) Dual{Cells()}(1.7444471750647081e-9,-0.4266863315148104,1.623722286622313e-5) Dual{Cells()}(1.7444471750647081e-9,-3.302174257644302e-5,1.2566715786066026e-9) Dual{Cells()}(1.7444471750647081e-9,-2.9140513045912447e-7,1.1089730121211793e-11) Dual{Cells()}(1.7924610508735856e-9,-3.317258981431202e-5,1.2610985807761769e-9) Dual{Cells()}(1.7924610508735856e-9,-0.4266863315148104,1.62372219561905e-5) Dual{Cells()}(1.7924610508735856e-9,1.1491980164584998,-4.3731853008164495e-5) Dual{Cells()}(1.7924610508735856e-9,-0.7224454298045393,2.7492110238551716e-5) Dual{Cells()}(1.7924610508735856e-9,-3.2789063184168246e-5,1.2478167631233084e-9) Dual{Cells()}(1.7924610508735856e-9,-2.9348615164385174e-7,1.1168926236902305e-11) Dual{Cells()}(-1.7859044542062332e-17,-1.1994815462729581e-5,4.55998796060908e-10) Dual{Cells()}(-1.7859044542062332e-17,-0.7224454298045393,2.7492108824407036e-5) Dual{Cells()}(-1.7859044542062332e-17,3.022704262928662,-0.00011502671036243988) Dual{Cells()}(-1.7859044542062332e-17,-2.300234874630908,8.753368933526303e-5) Dual{Cells()}(-1.7859044542062332e-17,-1.1856693690029396e-5,4.512169531283079e-10) Dual{Cells()}(-1.7859044542062332e-17,-1.0698406221580688e-7,4.071391979401629e-12) Dual{Cells()}(1.1068280271401199e-17,-1.1982832861361308e-5,4.555433644205651e-10) Dual{Cells()}(1.1068280271401199e-17,-2.300234874630908,8.753368839124484e-5) Dual{Cells()}(1.1068280271401199e-17,4.602781138783704,-0.00017515533689233345) Dual{Cells()}(1.1068280271401199e-17,-2.3025223292439687,8.762073719456659e-5) Dual{Cells()}(1.1068280271401199e-17,-1.1844985489696032e-5,4.50771387510397e-10) Dual{Cells()}(1.1068280271401199e-17,-1.070904756960422e-7,4.0754417033665565e-12) Dual{Cells()}(5.416653421979022e-18,-1.1970874134884623e-5,4.550887893063417e-10) Dual{Cells()}(5.416653421979022e-18,-2.3025223292439687,8.76207367219102e-5) Dual{Cells()}(5.416653421979022e-18,2.302546240615375,-8.762164713402468e-5) Dual{Cells()}(5.416653421979022e-18,-1.1833300382488185e-5,4.5032670059516867e-10) Dual{Cells()}(5.416653421979022e-18,-1.0719688914635167e-7,4.0794914032239655e-12) Dual{Cells()}(-2.705007812955353e-7,-8.2626043792125e-5,3.1488392982403125e-9) Dual{Cells()}(-2.705007812955353e-7,0.41259518657537847,-1.5911788954473787e-5) Dual{Cells()}(-2.705007812955353e-7,-0.4124314232735868,1.5905480070515626e-5) Dual{Cells()}(-2.705007812955353e-7,-8.091300938791124e-5,3.3289730523437605e-9) Dual{Cells()}(-2.705007812955353e-7,-2.2424861163843775e-7,8.6483721085725e-12) Dual{Cells()}(-2.742342841429297e-7,-8.169153203462704e-5,3.11322695470019e-9) Dual{Cells()}(-2.742342841429297e-7,-0.4124314232735868,1.5905482837188117e-5) Dual{Cells()}(-2.742342841429297e-7,0.8296748572744851,-3.19965269726918e-5) Dual{Cells()}(-2.742342841429297e-7,-0.41708149904654135,1.6084808784238953e-5) Dual{Cells()}(-2.742342841429297e-7,-8.001663133644992e-5,3.2920993385831746e-9) Dual{Cells()}(-2.742342841429297e-7,-2.267909858741814e-7,8.746419925311751e-12) Dual{Cells()}(-2.78653038217567e-7,-8.077790682711937e-5,3.0784105411482188e-9) Dual{Cells()}(-2.78653038217567e-7,-0.41708149904654135,1.608481118197168e-5) Dual{Cells()}(-2.78653038217567e-7,0.41724164616863646,-1.609097566729254e-5) Dual{Cells()}(-2.78653038217567e-7,-7.913988190768451e-5,3.2560330474464088e-9) Dual{Cells()}(-2.78653038217567e-7,-2.2933336027571093e-7,8.844467939485566e-12) Dual{Cells()}(-0.00055351849518265,-7.409417154191189e-5,4.294228242296641e-9) Dual{Cells()}(-0.00055351849518265,0.40462336934441,-2.36378233431885e-5) Dual{Cells()}(-0.00055351849518265,-0.4044764119252133,2.2129197866442595e-5) Dual{Cells()}(-0.00055351849518265,-7.264510843314488e-5,4.2217375007709766e-9) Dual{Cells()}(-0.00055351849518265,-2.1813922169574982e-7,1.2657099001517533e-11) Dual{Cells()}(-0.000561037286932532,-7.454798885449444e-5,4.092637926653496e-9) Dual{Cells()}(-0.000561037286932532,-0.4044764119252133,2.3629293613754316e-5) Dual{Cells()}(-0.000561037286932532,0.8225358868859908,-4.5363073547541896e-5) Dual{Cells()}(-0.000561037286932532,-0.4179116030878296,2.051039644891394e-5) Dual{Cells()}(-0.000561037286932532,-7.30995929806917e-5,4.023003658952387e-9) Dual{Cells()}(-0.000561037286932532,-2.2429111265562893e-7,1.23262718724229e-11) Dual{Cells()}(-0.0005661452023334332,-7.577323171756793e-5,3.7417205605157e-9) Dual{Cells()}(-0.0005661452023334332,-0.4179116030878296,2.3225746768414198e-5) Dual{Cells()}(-0.0005661452023334332,1.0667908413153404,-5.465164454306789e-5) Dual{Cells()}(-0.0005661452023334332,-0.6487289256681459,3.0466181112492695e-5) Dual{Cells()}(-0.0005661452023334332,-7.430640887683357e-5,3.6756559815852896e-9) Dual{Cells()}(-0.0005661452023334332,-2.3291877054931077e-7,1.151004316412752e-11) Dual{Cells()}(5.598661954807532e-16,-2.0211685611321612e-5,9.024676990912256e-10) Dual{Cells()}(5.598661954807532e-16,-0.6487289256681459,3.413381857922579e-5) Dual{Cells()}(5.598661954807532e-16,2.0045329475794387,-9.119162320084648e-5) Dual{Cells()}(5.598661954807532e-16,-1.3557639264604386,5.7561135644057584e-5) Dual{Cells()}(5.598661954807532e-16,-1.9820866659315456e-5,8.857062468001197e-10) Dual{Cells()}(5.598661954807532e-16,-6.289858369217911e-8,2.809326025899148e-12) Dual{Cells()}(-1.812799711212558e-15,-2.0278104572106255e-5,8.613285895702512e-10) Dual{Cells()}(-1.812799711212558e-15,-1.3557639264604386,6.072365102090611e-5) Dual{Cells()}(-1.812799711212558e-15,2.7188686298218103,-0.00011556823796269194) Dual{Cells()}(-1.812799711212558e-15,-1.363064476017831,5.507135447720589e-5) Dual{Cells()}(-1.812799711212558e-15,-1.9885921693064712e-5,8.448381106031345e-10) Dual{Cells()}(-1.812799711212558e-15,-6.331727551071382e-8,2.689565853572819e-12) Dual{Cells()}(-2.688356237529204e-16,-2.0292097085565242e-5,8.198817134214842e-10) Dual{Cells()}(-2.688356237529204e-16,-1.363064476017831,5.8005393419258594e-5) Dual{Cells()}(-2.688356237529204e-16,1.7898535819347805,-7.029149980344645e-5) Dual{Cells()}(-2.688356237529204e-16,-0.4267488505118924,1.2984625099531951e-5) Dual{Cells()}(-2.688356237529204e-16,-1.9899734218449345e-5,8.036610571110094e-10) Dual{Cells()}(-2.688356237529204e-16,-6.357375312557735e-8,2.567976166288978e-12) Dual{Cells()}(0.0005413907913701248,-5.464797044480062e-5,1.8513969477622747e-9) Dual{Cells()}(0.0005413907913701248,-0.4267488505118924,1.5218519213646328e-5) Dual{Cells()}(0.0005413907913701248,0.6714668324200517,-2.0996274949841923e-5) Dual{Cells()}(0.0005413907913701248,-0.24460956280920507,6.7902193227898364e-6) Dual{Cells()}(0.0005413907913701248,-5.359758235879411e-5,1.8096334585485327e-9) Dual{Cells()}(0.0005413907913701248,-1.7354615064757987e-7,5.87004924291577e-12) Dual{Cells()}(0.0005619637149930213,-4.985121886100892e-5,1.3726284464981195e-9) Dual{Cells()}(0.0005619637149930213,-0.24460956280920507,8.00798333147813e-6) Dual{Cells()}(0.0005619637149930213,0.4723938666475607,-1.2856434188498123e-5) Dual{Cells()}(0.0005619637149930213,-0.22768537369909753,5.624043263078591e-6) Dual{Cells()}(0.0005619637149930213,-4.891680596754635e-5,1.3354644965427557e-9) Dual{Cells()}(0.0005619637149930213,-1.621144296036224e-7,4.4460295860218355e-12) Dual{Cells()}(0.0005773303797758043,-4.5172987899823124e-5,1.102900645078962e-9) Dual{Cells()}(0.0005773303797758043,-0.22768537369909753,6.063503086417192e-6) Dual{Cells()}(0.0005773303797758043,0.22777505133038592,-5.626218386917358e-6) Dual{Cells()}(0.0005773303797758043,-4.435424428628982e-5,1.0694700839017878e-9) Dual{Cells()}(0.0005773303797758043,-1.5039910228656792e-7,3.6507214820844825e-12) Dual{Cells()}(0.0005128511985185941,-4.6679758366931933e-5,1.200018497616026e-9) Dual{Cells()}(0.0005128511985185941,0.24238179583108604,-6.34340181465943e-6) Dual{Cells()}(0.0005128511985185941,-0.24228913356079115,6.756796951251641e-6) Dual{Cells()}(0.0005128511985185941,-4.582198699570566e-5,1.1883478896845278e-9) Dual{Cells()}(0.0005128511985185941,-1.605249322701569e-7,4.150460308672814e-12) Dual{Cells()}(0.0005133565738399625,-4.890291295912425e-5,1.3866593048194301e-9) Dual{Cells()}(0.0005133565738399625,-0.24228913356079115,6.341006346822406e-6) Dual{Cells()}(0.0005133565738399625,0.5022369021040858,-1.4226729973124913e-5) Dual{Cells()}(0.0005133565738399625,-0.2598506779171465,8.563904500889762e-6) Dual{Cells()}(0.0005133565738399625,-4.801569481770983e-5,1.3704254213780215e-9) Dual{Cells()}(0.0005133565738399625,-1.720183713367456e-7,4.898850756087127e-12) Dual{Cells()}(0.0005100196618865369,-5.133431376357885e-5,1.7324803360634428e-9) Dual{Cells()}(0.0005100196618865369,-0.2598506779171465,7.467168304400652e-6) Dual{Cells()}(0.0005100196618865369,0.7159013743352869,-2.266821180285396e-5) Dual{Cells()}(0.0005100196618865369,-0.45594876590392763,1.608610546617706e-5) Dual{Cells()}(0.0005100196618865369,-5.041155192087936e-5,1.707177208349849e-9) Dual{Cells()}(0.0005100196618865369,-1.846485282701424e-7,6.246613601747903e-12) Dual{Cells()}(-3.1528490144588005e-16,-1.8815099877919393e-5,7.374478434063751e-10) Dual{Cells()}(-3.1528490144588005e-16,-0.45594876590392763,1.4100859160842694e-5) Dual{Cells()}(-3.1528490144588005e-16,1.929345129393051,-7.383974542244684e-5) Dual{Cells()}(-3.1528490144588005e-16,-1.4733590025167267,6.026138823017282e-5) Dual{Cells()}(-3.1528490144588005e-16,-1.8477336698294055e-5,7.252948720241821e-10) Dual{Cells()}(-3.1528490144588005e-16,-6.853582059946641e-8,2.6893823446095476e-12) Dual{Cells()}(2.684769770011308e-16,-1.8777524453319125e-5,7.67906118866216e-10) Dual{Cells()}(2.684769770011308e-16,-1.4733590025167267,5.775217388861515e-5) Dual{Cells()}(2.684769770011308e-16,2.9469806754472945,-0.0001204799849161515) Dual{Cells()}(2.684769770011308e-16,-1.4735843864636091,6.289433680810945e-5) Dual{Cells()}(2.684769770011308e-16,-1.8440331754459153e-5,7.549152732969533e-10) Dual{Cells()}(2.684769770011308e-16,-6.86107506609254e-8,2.808356496563926e-12) Dual{Cells()}(-2.238918805053737e-16,-1.8704235517234325e-5,7.978471773020748e-10) Dual{Cells()}(-2.238918805053737e-16,-1.4735843864636091,6.021707046665815e-5) Dual{Cells()}(-2.238918805053737e-16,2.188828448234126,-9.467254752719629e-5) Dual{Cells()}(-2.238918805053737e-16,-0.7152069207863193,3.481530340415065e-5) Dual{Cells()}(-2.238918805053737e-16,-1.8368194488473026e-5,7.840350936343199e-10) Dual{Cells()}(-2.238918805053737e-16,-6.855419177414347e-8,2.9261501452277294e-12) Dual{Cells()}(-0.0005074767507397606,-6.97947538056753e-5,3.238303268665306e-9) Dual{Cells()}(-0.0005074767507397606,-0.7152069207863193,3.177662536529118e-5) Dual{Cells()}(-0.0005074767507397606,1.186786580295124,-5.656854411455898e-5) Dual{Cells()}(-0.0005074767507397606,-0.47144106409168846,2.3977188606432776e-5) Dual{Cells()}(-0.0005074767507397606,-6.854195801209212e-5,3.1802086537849114e-9) Dual{Cells()}(-0.0005074767507397606,-2.5870529844043353e-7,1.2006106026798506e-11) Dual{Cells()}(-0.0005118849757318198,-6.796443343268574e-5,3.4385802388342446e-9) Dual{Cells()}(-0.0005118849757318198,-0.47144106409168846,2.1746808434083913e-5) Dual{Cells()}(-0.0005118849757318198,0.9410292672680899,-4.764540053209112e-5) Dual{Cells()}(-0.0005118849757318198,-0.4694532327906881,2.488656049892308e-5) Dual{Cells()}(-0.0005118849757318198,-6.674911517475102e-5,3.375383739860712e-9) Dual{Cells()}(-0.0005118849757318198,-2.568371059521979e-7,1.2993086156211136e-11) Dual{Cells()}(-0.0005168339143792069,-6.659464663814081e-5,3.518685634331051e-9) Dual{Cells()}(-0.0005168339143792069,-0.4694532327906881,2.366138349616829e-5) Dual{Cells()}(-0.0005168339143792069,0.4695854950244153,-2.489354779041307e-5) Dual{Cells()}(-0.0005168339143792069,-6.541105523224143e-5,3.453709661560327e-9) Dual{Cells()}(-0.0005168339143792069,-2.565318568022057e-7,1.3551336505405454e-11) Dual{Cells()}(-0.0006329894838427506,-6.389352431226494e-5,3.6744307722620975e-9) Dual{Cells()}(-0.0006329894838427506,0.4706720721154773,-2.7264719828718938e-5) Dual{Cells()}(-0.0006329894838427506,-0.47054511249812514,2.556111056948052e-5) Dual{Cells()}(-0.0006329894838427506,-6.281206195093715e-5,3.6193021921365775e-9) Dual{Cells()}(-0.0006329894838427506,-2.54031088967246e-7,1.4619391377634663e-11) Dual{Cells()}(-0.0006404730067899049,-6.434449467389823e-5,3.508412798745966e-9) Dual{Cells()}(-0.0006404730067899049,-0.47054511249812514,2.7257410895722432e-5) Dual{Cells()}(-0.0006404730067899049,0.9557632481373034,-5.2319459417801035e-5) Dual{Cells()}(-0.0006404730067899049,-0.48509026880849476,2.3679111738475634e-5) Dual{Cells()}(-0.0006404730067899049,-6.32616839045198e-5,3.455445646571659e-9) Dual{Cells()}(-0.0006404730067899049,-2.6065210515190716e-7,1.4221361281803456e-11) Dual{Cells()}(-0.0006454984533467502,-6.543646862593333e-5,3.2144587543156028e-9) Dual{Cells()}(-0.0006454984533467502,-0.48509026880849476,2.675137027271743e-5) Dual{Cells()}(-0.0006454984533467502,1.2368950048331073,-6.296863792558811e-5) Dual{Cells()}(-0.0006454984533467502,-0.7516746905181656,3.513000357017282e-5) Dual{Cells()}(-0.0006454984533467502,-6.433901259331671e-5,3.1644415462016792e-9) Dual{Cells()}(-0.0006454984533467502,-2.7002522773400036e-7,1.3270443141613953e-11) Dual{Cells()}(-4.246769012116148e-16,-1.7457423764437124e-5,7.764691976754551e-10) Dual{Cells()}(-4.246769012116148e-16,-0.7516746905181656,3.92831336881861e-5) Dual{Cells()}(-4.246769012116148e-16,2.3208841380582657,-0.00010511524074458709) Dual{Cells()}(-4.246769012116148e-16,-1.569174752329651,6.639611248864011e-5) Dual{Cells()}(-4.246769012116148e-16,-1.7164977622865684e-5,7.63871961827318e-10) Dual{Cells()}(-4.246769012116148e-16,-7.280906173239388e-8,3.2389051548128317e-12) Dual{Cells()}(-5.72278425153339e-16,-1.7514393820806646e-5,7.415139058919096e-10) Dual{Cells()}(-5.72278425153339e-16,-1.569174752329651,6.998369355116706e-5) Dual{Cells()}(-5.72278425153339e-16,3.1461224448630785,-0.00013326675319298324) Dual{Cells()}(-5.72278425153339e-16,-1.5769128839165245,6.353796594686753e-5) Dual{Cells()}(-5.72278425153339e-16,-1.722096433289453e-5,7.291761005679454e-10) Dual{Cells()}(-5.72278425153339e-16,-7.325874900814024e-8,3.101521108080512e-12) Dual{Cells()}(-3.7695977145862645e-16,-1.7527124625956023e-5,7.062733141891352e-10) Dual{Cells()}(-3.7695977145862645e-16,-1.5769128839165245,6.686916689151107e-5) Dual{Cells()}(-3.7695977145862645e-16,2.0701618365926095,-8.11086698633892e-5) Dual{Cells()}(-3.7695977145862645e-16,-0.4932141184665201,1.5025009761936118e-5) Dual{Cells()}(-3.7695977145862645e-16,-1.7233560125627378e-5,6.941950560996297e-10) Dual{Cells()}(-3.7695977145862645e-16,-7.352481333565961e-8,2.9620879382199185e-12) Dual{Cells()}(0.0006194978723172709,-4.7241111809361015e-5,1.5994166576492297e-9) Dual{Cells()}(0.0006194978723172709,-0.4932141184665201,1.75693004867522e-5) Dual{Cells()}(0.0006194978723172709,0.7759498324921915,-2.428526793700581e-5) Dual{Cells()}(0.0006194978723172709,-0.2826418183611519,7.868215882262875e-6) Dual{Cells()}(0.0006194978723172709,-4.645404184163493e-5,1.5688597034160843e-9) Dual{Cells()}(0.0006194978723172709,-2.0051086858350566e-7,6.780705034415743e-12) Dual{Cells()}(0.0006416045242685211,-4.3241561823017764e-5,1.1928058963156255e-9) Dual{Cells()}(0.0006416045242685211,-0.2826418183611519,9.25708332620298e-6) Dual{Cells()}(0.0006416045242685211,0.5460078351280903,-1.4909275609926912e-5) Dual{Cells()}(0.0006416045242685211,-0.2632800514464736,6.535136888266431e-6) Dual{Cells()}(0.0006416045242685211,-4.2536415261605044e-5,1.1661462958859604e-9) Dual{Cells()}(0.0006416045242685211,-1.8734338017378711e-7,5.153323548863365e-12) Dual{Cells()}(0.000657849790775028,-3.935613230516865e-5,9.642879428690643e-10) Dual{Cells()}(0.000657849790775028,-0.2632800514464736,7.0386960331547796e-6) Dual{Cells()}(0.000657849790775028,0.26335831375347957,-6.537045444036717e-6) Dual{Cells()}(0.000657849790775028,-3.873215186137108e-5,9.405082038591422e-10) Dual{Cells()}(0.000657849790775028,-1.7402283943403344e-7,4.246467601257623e-12) Dual{Cells()}(0.0005936979524650388,-4.049599068438498e-5,1.0404568986800336e-9) Dual{Cells()}(0.0005936979524650388,0.2779368022085719,-7.253647679061788e-6) Dual{Cells()}(0.0005936979524650388,-0.2778562879201608,7.731569625305276e-6) Dual{Cells()}(0.0005936979524650388,-3.9834184618873444e-5,1.0290061180847506e-9) Dual{Cells()}(0.0005936979524650388,-1.841131078543973e-7,4.745746650208208e-12) Dual{Cells()}(0.0005932699517024372,-4.253427846413009e-5,1.2062404569026223e-9) Dual{Cells()}(0.0005932699517024372,-0.2778562879201608,7.251573198206577e-6) Dual{Cells()}(0.0005932699517024372,0.5758276268178678,-1.6279704362673813e-5) Dual{Cells()}(0.0005932699517024372,-0.2978867558410427,9.81447988200696e-6) Dual{Cells()}(0.0005932699517024372,-4.1851533167844465e-5,1.1914804819000547e-9) Dual{Cells()}(0.0005932699517024372,-1.9724503241221528e-7,5.606674824900262e-12) Dual{Cells()}(0.0005883413322032885,-4.4749186494443005e-5,1.5122576128870678e-9) Dual{Cells()}(0.0005883413322032885,-0.2978867558410427,8.545731186873508e-6) Dual{Cells()}(0.0005883413322032885,0.8204022155504891,-2.5960760851290915e-5) Dual{Cells()}(0.0005883413322032885,-0.522426456514159,1.8440965556073396e-5) Dual{Cells()}(0.0005883413322032885,-4.404238846829182e-5,1.490946320028693e-9) Dual{Cells()}(0.0005883413322032885,-2.1162032466322076e-7,7.158755281579917e-12) Dual{Cells()}(-4.1081594518348173e-16,-1.6413842738896395e-5,6.448826293611278e-10) Dual{Cells()}(-4.1081594518348173e-16,-0.522426456514159,1.6143270486927135e-5) Dual{Cells()}(-4.1081594518348173e-16,2.209615204019029,-8.467453873357786e-5) Dual{Cells()}(-4.1081594518348173e-16,-1.687156099104794,6.914214358794306e-5) Dual{Cells()}(-4.1081594518348173e-16,-1.6156071632623995e-5,6.350067762750536e-10) Dual{Cells()}(-4.1081594518348173e-16,-7.848570477811905e-8,3.084202429360445e-12) Dual{Cells()}(3.838622663697957e-16,-1.638261012081971e-5,6.718003952498232e-10) Dual{Cells()}(3.838622663697957e-16,-1.687156099104794,6.623229019572509e-5) Dual{Cells()}(3.838622663697957e-16,3.374100230381439,-0.00013820975077444308) Dual{Cells()}(3.838622663697957e-16,-1.6869115445842726,7.217262453732649e-5) Dual{Cells()}(3.838622663697957e-16,-1.6125532668413517e-5,6.613162982281489e-10) Dual{Cells()}(3.838622663697957e-16,-7.854958347532595e-8,3.221060615755222e-12) Dual{Cells()}(-4.137348328943808e-16,-1.631968678525508e-5,6.982781721768621e-10) Dual{Cells()}(-4.137348328943808e-16,-1.6869115445842726,6.906627085077306e-5) Dual{Cells()}(-4.137348328943808e-16,2.5050247256250144,-0.00010862239686307043) Dual{Cells()}(-4.137348328943808e-16,-0.8180807191527457,3.997795862210605e-5) Dual{Cells()}(-4.137348328943808e-16,-1.6063740750765938e-5,6.871965715312052e-10) Dual{Cells()}(-4.137348328943808e-16,-7.84604597146959e-8,3.35651912574973e-12) Dual{Cells()}(-0.0005871341202538758,-6.0918398562438805e-5,2.8373360261525778e-9) Dual{Cells()}(-0.0005871341202538758,-0.8180807191527457,3.644838350655802e-5) Dual{Cells()}(-0.0005871341202538758,1.3567575613467968,-6.490357662385908e-5) Dual{Cells()}(-0.0005871341202538758,-0.5385556624813097,2.7511656546629303e-5) Dual{Cells()}(-0.0005871341202538758,-5.996553073933225e-5,2.7911192238001864e-9) Dual{Cells()}(-0.0005871341202538758,-2.957834396368777e-7,1.3769756486533958e-11) Dual{Cells()}(-0.0005916221673680881,-5.9363621786692305e-5,3.017726424167894e-9) Dual{Cells()}(-0.0005916221673680881,-0.5385556624813097,2.4919975896201425e-5) Dual{Cells()}(-0.0005916221673680881,1.0741179491394315,-5.4616099339707033e-5) Dual{Cells()}(-0.0005916221673680881,-0.5354441900487086,2.852239869468735e-5) Dual{Cells()}(-0.0005916221673680881,-5.843983019784288e-5,2.967710672946238e-9) Dual{Cells()}(-0.0005916221673680881,-2.9315742873733773e-7,1.4891594495118435e-11) Dual{Cells()}(-0.0005965478091747373,-5.8219496023258504e-5,3.0923861278975375e-9) Dual{Cells()}(-0.0005965478091747373,-0.5354441900487086,2.70984426543408e-5) Dual{Cells()}(-0.0005965478091747373,0.5355600210890054,-2.8528547367221968e-5) Dual{Cells()}(-0.0005965478091747373,-5.7319165515297626e-5,3.0409909235130545e-9) Dual{Cells()}(-0.0005965478091747373,-2.9237875815586166e-7,1.5516963512896806e-11) Dual{Cells()}(-0.0007125713995951096,-5.615636689266156e-5,3.2108003845773956e-9) Dual{Cells()}(-0.0007125713995951096,0.5366926849244256,-3.0894767173260675e-5) Dual{Cells()}(-0.0007125713995951096,-0.5365809199241189,2.899474593306845e-5) Dual{Cells()}(-0.0007125713995951096,-5.531871993816949e-5,3.16756752990863e-9) Dual{Cells()}(-0.0007125713995951096,-2.899134757444465e-7,1.6581953880425026e-11) Dual{Cells()}(-0.0007200523249439624,-5.6593185610521824e-5,3.070031948233604e-9) Dual{Cells()}(-0.0007200523249439624,-0.5365809199241189,3.088837188643658e-5) Dual{Cells()}(-0.0007200523249439624,1.088935181723206,-5.928127077854949e-5) Dual{Cells()}(-0.0007200523249439624,-0.5522416182306917,2.6849320356220314e-5) Dual{Cells()}(-0.0007200523249439624,-5.575337926291328e-5,3.0284801894550643e-9) Dual{Cells()}(-0.0007200523249439624,-2.9700352188507017e-7,1.6116907088820056e-11) Dual{Cells()}(-0.0007250072046156847,-5.757801939714296e-5,2.817410137699928e-9) Dual{Cells()}(-0.0007250072046156847,-0.5522416182306917,3.0280409928633395e-5) Dual{Cells()}(-0.0007250072046156847,1.4069446277361635,-7.12925288844676e-5) Dual{Cells()}(-0.0007250072046156847,-0.8545883980778757,3.979659048598278e-5) Dual{Cells()}(-0.0007250072046156847,-5.6726284046332596e-5,2.7782908345606406e-9) Dual{Cells()}(-0.0007250072046156847,-3.071241526134551e-7,1.503137650967779e-11) Dual{Cells()}(-4.244826927892596e-17,-1.536318629454964e-5,6.813522145653333e-10) Dual{Cells()}(-4.244826927892596e-17,-0.8545883980778757,4.4437597605857434e-5) Dual{Cells()}(-4.244826927892596e-17,2.637156903903315,-0.00011904778695352684) Dual{Cells()}(-4.244826927892596e-17,-1.7825379237383745,7.523543374585056e-5) Dual{Cells()}(-4.244826927892596e-17,-1.5136182490695705e-5,6.715488898081061e-10) Dual{Cells()}(-4.244826927892596e-17,-8.271827937289563e-8,3.6685989845491105e-12) Dual{Cells()}(-3.0733561369691063e-16,-1.541318257301776e-5,6.50978678731938e-10) Dual{Cells()}(-3.0733561369691063e-16,-1.7825379237383745,7.924983987307792e-5) Dual{Cells()}(-3.0733561369691063e-16,3.5732950130501924,-0.00015097513077501324) Dual{Cells()}(-3.0733561369691063e-16,-1.790726407497746,7.200852666781668e-5) Dual{Cells()}(-3.0733561369691063e-16,-1.5185432146551589e-5,6.414074442562194e-10) Dual{Cells()}(-3.0733561369691063e-16,-8.319935232556224e-8,3.513566017480061e-12) Dual{Cells()}(1.0871862913328579e-16,-1.5424927693580988e-5,6.203415444785617e-10) Dual{Cells()}(1.0871862913328579e-16,-1.790726407497746,7.573840111751044e-5) Dual{Cells()}(1.0871862913328579e-16,2.3504382783832733,-9.193097887518936e-5) Dual{Cells()}(1.0871862913328579e-16,-0.5596811654149436,1.7065677543640286e-5) Dual{Cells()}(1.0871862913328579e-16,-1.5197067501904249e-5,6.110030909181989e-10) Dual{Cells()}(1.0871862913328579e-16,-8.347538837589867e-8,3.356260300985742e-12) Dual{Cells()}(0.0006977087709673555,-4.1602045642368654e-5,1.4079280259928968e-9) Dual{Cells()}(0.0006977087709673555,-0.5596811654149436,1.992121750738124e-5) Dual{Cells()}(0.0006977087709673555,0.8804352191733885,-2.757480926210963e-5) Dual{Cells()}(0.0006977087709673555,-0.32067123382820895,8.94599912727827e-6) Dual{Cells()}(0.0006977087709673555,-4.0990407008409464e-5,1.384598967989723e-9) Dual{Cells()}(0.0006977087709673555,-2.2747758518122897e-7,7.69120394621633e-12) Dual{Cells()}(0.0007213814166644094,-3.817767840905791e-5,1.0547347689423806e-9) Dual{Cells()}(0.0007213814166644094,-0.32067123382820895,1.050633162347442e-5) Dual{Cells()}(0.0007213814166644094,0.619601392713362,-1.696117698713253e-5) Dual{Cells()}(0.0007213814166644094,-0.2988541418655296,7.4454032094958726e-6) Dual{Cells()}(0.0007213814166644094,-3.762676783588137e-5,1.0346791467846273e-9) Dual{Cells()}(0.0007213814166644094,-2.1257337857320962e-7,5.85990347081009e-12) Dual{Cells()}(0.000738535550114238,-3.4860881272472215e-5,8.566041583851473e-10) Dual{Cells()}(0.000738535550114238,-0.2988541418655296,8.01308282832815e-6) Dual{Cells()}(0.000738535550114238,0.2989235702173305,-7.4471031993461e-6) Dual{Cells()}(0.000738535550114238,-3.436983153038822e-5,8.388322500546787e-10) Dual{Cells()}(0.000738535550114238,-1.9763899806463198e-7,4.841053685769122e-12) Dual{Cells()}(0.0006746098712630528,-3.574407585371942e-5,9.166087811057345e-10) Dual{Cells()}(0.0006746098712630528,0.3134720077836019,-8.162598647936301e-6) Dual{Cells()}(0.0006746098712630528,-0.3134008288154636,8.704895220839899e-6) Dual{Cells()}(0.0006746098712630528,-3.522720056243465e-5,9.072748107729759e-10) Dual{Cells()}(0.0006746098712630528,-2.0769172217856887e-7,5.339818065877959e-12) Dual{Cells()}(0.0006732346765912791,-3.762358459002631e-5,1.0657686743030622e-9) Dual{Cells()}(0.0006732346765912791,-0.3134008288154636,8.16076925555864e-6) Dual{Cells()}(0.0006732346765912791,0.6493885441710636,-1.8330298297174012e-5) Dual{Cells()}(0.0006732346765912791,-0.33591278104127464,1.1063983745179198e-5) Dual{Cells()}(0.0006732346765912791,-3.708826355885192e-5,1.0538574168230412e-9) Dual{Cells()}(0.0006732346765912791,-2.2246617642509357e-7,6.313457804256165e-12) Dual{Cells()}(0.0006666994494090359,-3.9657538288194166e-5,1.3403303334835323e-9) Dual{Cells()}(0.0006666994494090359,-0.33591278104127464,9.623276998186972e-6) Dual{Cells()}(0.0006666994494090359,0.9248892623446061,-2.925110207654943e-5) Dual{Cells()}(0.0006666994494090359,-0.5888974837933493,2.07945941738533e-5) Dual{Cells()}(0.0006666994494090359,-3.9101381793961115e-5,1.3233500860466968e-9) Dual{Cells()}(0.0006666994494090359,-2.3858990010304905e-7,8.070069993975562e-12) Dual{Cells()}(-3.2022439657787357e-16,-1.4555837222072642e-5,5.725254265419705e-10) Dual{Cells()}(-3.2022439657787357e-16,-0.5888974837933493,1.8184446506566547e-5) Dual{Cells()}(-3.2022439657787357e-16,2.4898622820022287,-9.550487609739026e-5) Dual{Cells()}(-3.2022439657787357e-16,-1.9009358011971362,7.801982899169267e-5) Dual{Cells()}(-3.2022439657787357e-16,-1.435273912565717e-5,5.647113697840304e-10) Dual{Cells()}(-3.2022439657787357e-16,-8.843539535408689e-8,3.4787582394094614e-12) Dual{Cells()}(2.1450908015164646e-16,-1.4529449088755088e-5,5.966496008746861e-10) Dual{Cells()}(2.1450908015164646e-16,-1.9009358011971362,7.470914120301473e-5) Dual{Cells()}(2.1450908015164646e-16,3.8011870041226934,-0.00015593342095740291) Dual{Cells()}(2.1450908015164646e-16,-1.9002222581295394,8.144810545417009e-5) Dual{Cells()}(2.1450908015164646e-16,-1.432685853880486e-5,5.88366904117092e-10) Dual{Cells()}(2.1450908015164646e-16,-8.848839026397907e-8,3.6335066498213536e-12) Dual{Cells()}(-2.6266209364203416e-16,-1.4474566219856575e-5,6.203905029724604e-10) Dual{Cells()}(-2.6266209364203416e-16,-1.9002222581295394,7.791240331709361e-5) Dual{Cells()}(-2.6266209364203416e-16,2.821201637947151,-0.00012256832360678824) Dual{Cells()}(-2.6266209364203416e-16,-0.9209505440463401,4.513987914681172e-5) Dual{Cells()}(-2.6266209364203416e-16,-1.4272838181035946e-5,6.116471871040232e-10) Dual{Cells()}(-2.6266209364203416e-16,-8.836687058372271e-8,3.786632953459628e-12) Dual{Cells()}(-0.0006668476418215998,-5.404724145073069e-5,2.523231050564384e-9) Dual{Cells()}(-0.0006668476418215998,-0.9209505440463401,4.1118982335957487e-5) Dual{Cells()}(-0.0006668476418215998,1.5267263162384768,-7.323724120260108e-5) Dual{Cells()}(-0.0006668476418215998,-0.6056680963452626,3.104566598552261e-5) Dual{Cells()}(-0.0006668476418215998,-5.329574188954079e-5,2.4868240615572e-9) Dual{Cells()}(-0.0006668476418215998,-3.32863533732563e-7,1.5532398855664827e-11) Dual{Cells()}(-0.0006714020765812953,-5.269863316177974e-5,2.6872188076159398e-9) Dual{Cells()}(-0.0006714020765812953,-0.6056680963452626,2.809233654324967e-5) Dual{Cells()}(-0.0006714020765812953,1.207206113383056,-6.158567778035173e-5) Dual{Cells()}(-0.0006714020765812953,-0.601433019738621,3.2157602089588246e-5) Dual{Cells()}(-0.0006714020765812953,-5.196918439393597e-5,2.647831070333434e-9) Dual{Cells()}(-0.0006714020765812953,-3.294816167405425e-7,1.6788926349912645e-11) Dual{Cells()}(-0.0006762910870537048,-5.1719735906362206e-5,2.756795915119677e-9) Dual{Cells()}(-0.0006762910870537048,-0.601433019738621,3.053466007492749e-5) Dual{Cells()}(-0.0006762910870537048,0.6015360755032833,-3.216309251374281e-5) Dual{Cells()}(-0.0006762910870537048,-5.1007797752691314e-5,2.7162855792241423e-9) Dual{Cells()}(-0.0006762910870537048,-3.2823100321392416e-7,1.7481240048564477e-11) Dual{Cells()}(-0.000792299054646936,-5.0087144721449875e-5,2.851068467007396e-9) Dual{Cells()}(-0.000792299054646936,0.6026862193781767,-3.4528204036953415e-5) Dual{Cells()}(-0.000792299054646936,-0.6025863871714935,3.243048878306985e-5) Dual{Cells()}(-0.000792299054646936,-4.941930299267758e-5,2.81630661663244e-9) Dual{Cells()}(-0.000792299054646936,-3.2575896900776564e-7,1.8547818391494254e-11) Dual{Cells()}(-0.0007998000108552157,-5.050559021301757e-5,2.7290659834363004e-9) Dual{Cells()}(-0.0007998000108552157,-0.6025863871714935,3.452251790329905e-5) Dual{Cells()}(-0.0007998000108552157,1.222056060429421,-6.62489014453671e-5) Dual{Cells()}(-0.0007998000108552157,-0.6193689990119717,3.002120133407232e-5) Dual{Cells()}(-0.0007998000108552157,-4.983533170218922e-5,2.695643418348641e-9) Dual{Cells()}(-0.0007998000108552157,-3.333240406438302e-7,1.8015526662857887e-11) Dual{Cells()}(-0.0008046929161555398,-5.140259842954419e-5,2.507718467183261e-9) Dual{Cells()}(-0.0008046929161555398,-0.6193689990119717,3.3812969757337964e-5) Dual{Cells()}(-0.0008046929161555398,1.5769469959950821,-7.962341036860849e-5) Dual{Cells()}(-0.0008046929161555398,-0.9574755277177689,4.446601490476069e-5) Dual{Cells()}(-0.0008046929161555398,-5.07224625856104e-5,2.4763177990526177e-9) Dual{Cells()}(-0.0008046929161555398,-3.442043264311145e-7,1.6794945466249056e-11) Dual{Cells()}(5.057394063479127e-16,-1.3717237891135726e-5,6.070134466712215e-10) Dual{Cells()}(5.057394063479127e-16,-0.9574755277177689,4.959720808467266e-5) Dual{Cells()}(5.057394063479127e-16,2.953368638942692,-0.00013298921768641937) Dual{Cells()}(5.057394063479127e-16,-1.9958657654165135,8.40790129443768e-5) Dual{Cells()}(5.057394063479127e-16,-1.3535945350900475e-5,5.991730476648291e-10) Dual{Cells()}(5.057394063479127e-16,-9.262516760166252e-8,4.098918532164583e-12) Dual{Cells()}(1.05734950481778e-15,-1.3761864738456745e-5,5.801645761784058e-10) Dual{Cells()}(1.05734950481778e-15,-1.9958657654165135,8.852199248088506e-5) Dual{Cells()}(1.05734950481778e-15,4.000408711382583,-0.0001686929726473672) Dual{Cells()}(1.05734950481778e-15,-2.0045155109768014,8.048273479875368e-5) Dual{Cells()}(1.05734950481778e-15,-1.3579985841467876e-5,5.725277014612255e-10) Dual{Cells()}(1.05734950481778e-15,-9.31386892046209e-8,3.926210721769383e-12) Dual{Cells()}(5.2392888409959655e-17,-1.3772802134675611e-5,5.53071762830445e-10) Dual{Cells()}(5.2392888409959655e-17,-2.0045155109768014,8.461280307718115e-5) Dual{Cells()}(5.2392888409959655e-17,2.630691734467773,-0.00010275769938224792) Dual{Cells()}(5.2392888409959655e-17,-0.6261487664316544,1.9106188356259412e-5) Dual{Cells()}(5.2392888409959655e-17,-1.3590831637898473e-5,5.456393817915057e-10) Dual{Cells()}(5.2392888409959655e-17,-9.34255444417992e-8,3.751013399750172e-12) Dual{Cells()}(0.00077605545098643,-3.7165416123503345e-5,1.2574377221816867e-9) Dual{Cells()}(0.00077605545098643,-0.6261487664316544,2.227386212209472e-5) Dual{Cells()}(0.00077605545098643,0.9849180223470837,-3.086409690494642e-5) Dual{Cells()}(0.00077605545098643,-0.35869515957166176,1.0023218839303767e-5) Dual{Cells()}(0.00077605545098643,-3.667648311061801e-5,1.2390479104037363e-9) Dual{Cells()}(0.00077605545098643,-2.5444453344051396e-7,8.603042303400374e-12) Dual{Cells()}(0.0008013225578711757,-3.417396477331779e-5,9.453038880462546e-10) Dual{Cells()}(0.0008013225578711757,-0.35869515957166176,1.1755403537871565e-5) Dual{Cells()}(0.0008013225578711757,0.6931675052683612,-1.901138607071059e-5) Dual{Cells()}(0.0008013225578711757,-0.33440420226558876,8.354444483160183e-6) Dual{Cells()}(0.0008013225578711757,-3.3731685000550226e-5,9.296760225152082e-10) Dual{Cells()}(0.0008013225578711757,-2.3778133688907122e-7,6.56726131594373e-12) Dual{Cells()}(0.0008194106893903864,-3.128306778776572e-5,7.704580514757031e-10) Dual{Cells()}(0.0008194106893903864,-0.33440420226558876,8.986285837026449e-6) Dual{Cells()}(0.0008194106893903864,0.334466593105797,-8.355976878142655e-6) Dual{Cells()}(0.0008194106893903864,-3.0886573632349265e-5,7.566829344392578e-10) Dual{Cells()}(0.0008194106893903864,-2.2119878810492226e-7,5.435723982424243e-12) Dual{Cells()}(0.0007556362045794407,-3.198831484037661e-5,8.189475253988647e-10) Dual{Cells()}(0.0007556362045794407,0.3490005123973922,-9.071106322627028e-6) Dual{Cells()}(0.0007556362045794407,-0.348936711474504,9.677798902557848e-6) Dual{Cells()}(0.0007556362045794407,-3.1581369013154175e-5,8.122681032886228e-10) Dual{Cells()}(0.0007556362045794407,-2.3123903469468072e-7,5.9337930409539985e-12) Dual{Cells()}(0.0007533015717078757,-3.372858978088988e-5,9.544974375987711e-10) Dual{Cells()}(0.0007533015717078757,-0.348936711474504,9.06947013841028e-6) Dual{Cells()}(0.0007533015717078757,0.7229416333101345,-2.0380377912848518e-5) Dual{Cells()}(0.0007533015717078757,-0.37393764258015444,1.2313633499227011e-5) Dual{Cells()}(0.0007533015717078757,-3.330299175026552e-5,9.456916415344719e-10) Dual{Cells()}(0.0007533015717078757,-2.4767394496041276e-7,7.020592923552472e-12) Dual{Cells()}(0.0007451449770549461,-3.560597161773952e-5,1.2034712618391594e-9) Dual{Cells()}(0.0007451449770549461,-0.37393764258015444,1.070067272837115e-5) Dual{Cells()}(0.0007451449770549461,1.0293788798226828,-3.254180915530088e-5) Dual{Cells()}(0.0007451449770549461,-0.6553702066434819,2.314897340094905e-5) Dual{Cells()}(0.0007451449770549461,-3.515906779352946e-5,1.1905121531041999e-9) Dual{Cells()}(0.0007451449770549461,-2.655596352175341e-7,8.98226230163824e-12) Dual{Cells()}(1.7202852337334123e-16,-1.3075582204481854e-5,5.147714502884779e-10) Dual{Cells()}(1.7202852337334123e-16,-0.6553702066434819,2.0225773514252142e-5) Dual{Cells()}(1.7202852337334123e-16,2.770097614195213,-0.0001063391733084316) Dual{Cells()}(1.7202852337334123e-16,-2.1147013221065816,8.690162671149146e-5) Dual{Cells()}(1.7202852337334123e-16,-1.2911477879262192e-5,5.087204018003814e-10) Dual{Cells()}(1.7202852337334123e-16,-9.83850660652623e-8,3.873771732983135e-12) Dual{Cells()}(-1.2253268990924979e-16,-1.305278387780154e-5,5.36628649281386e-10) Dual{Cells()}(-1.2253268990924979e-16,-2.1147013221065816,8.31891728018266e-5) Dual{Cells()}(-1.2253268990924979e-16,4.228239410765458,-0.00017366483747806175) Dual{Cells()}(-1.2253268990924979e-16,-2.113512048556158,9.072823721462361e-5) Dual{Cells()}(-1.2253268990924979e-16,-1.2888892162369412e-5,5.301980853698469e-10) Dual{Cells()}(-1.2253268990924979e-16,-9.842667915540407e-8,4.046445638308176e-12) Dual{Cells()}(-3.263393440204168e-16,-1.300410203684068e-5,5.581465273287296e-10) Dual{Cells()}(-3.263393440204168e-16,-2.113512048556158,8.676214014428906e-5) Dual{Cells()}(-3.263393440204168e-16,3.137343182761892,-0.00013652122269820497) Dual{Cells()}(-3.263393440204168e-16,-1.023805191104181,5.030540891218919e-5) Dual{Cells()}(-3.263393440204168e-16,-1.2840727403083968e-5,5.513433375921198e-10) Dual{Cells()}(-3.263393440204168e-16,-9.827211251028054e-8,4.21727941548652e-12) Dual{Cells()}(-0.0007466742063685327,-4.856797580425415e-5,2.2718089008336267e-9) Dual{Cells()}(-0.0007466742063685327,-1.023805191104181,4.579187201891739e-5) Dual{Cells()}(-0.0007466742063685327,1.696668686087814,-8.157608825860409e-5) Dual{Cells()}(-0.0007466742063685327,-0.6727665991771526,3.4582148377735935e-5) Dual{Cells()}(-0.0007466742063685327,-4.795789785362875e-5,2.2433732246488325e-9) Dual{Cells()}(-0.0007466742063685327,-3.6993282264993505e-7,1.7297409247319938e-11) Dual{Cells()}(-0.0007512872554863535,-4.7377766072632715e-5,2.4220478624976478e-9) Dual{Cells()}(-0.0007512872554863535,-0.6727665991771526,3.126614773212533e-5) Dual{Cells()}(-0.0007512872554863535,1.34026462573564,-6.85596207689416e-5) Dual{Cells()}(-0.0007512872554863535,-0.6674034990896079,3.579515497177914e-5) Dual{Cells()}(-0.0007512872554863535,-4.678391606233307e-5,2.3911738936136244e-9) Dual{Cells()}(-0.0007512872554863535,-3.6578674438010126e-7,1.868911713768574e-11) Dual{Cells()}(-0.0007561294423056502,-4.6523927982232834e-5,2.4870026937292317e-9) Dual{Cells()}(-0.0007561294423056502,-0.6674034990896079,3.397264129989102e-5) Dual{Cells()}(-0.0007561294423056502,0.6674963302022086,-3.5800115804212244e-5) Dual{Cells()}(-0.0007561294423056502,-4.5943124931846556e-5,2.4551819461594604e-9) Dual{Cells()}(-0.0007561294423056502,-3.6405968647906544e-7,1.9448651145156967e-11) Dual{Cells()}(-0.0008721158287545817,-4.519995063067694e-5,2.5638218261525125e-9) Dual{Cells()}(-0.0008721158287545817,0.6686631222485432,-3.816371596746324e-5) Dual{Cells()}(-0.0008721158287545817,-0.6685729054936574,3.586749148441758e-5) Dual{Cells()}(-0.0008721158287545817,-4.4655211137529164e-5,2.5352746178783036e-9) Dual{Cells()}(-0.0008721158287545817,-3.615931175070142e-7,2.051466478924089e-11) Dual{Cells()}(-0.0008796519146866541,-4.559880827704221e-5,2.456278568817785e-9) Dual{Cells()}(-0.0008796519146866541,-0.6685729054936574,3.8158596215580246e-5) Dual{Cells()}(-0.0008796519146866541,1.3551452542113889,-7.322008593541126e-5) Dual{Cells()}(-0.0008796519146866541,-0.6864813286611201,3.3194088122349954e-5) Dual{Cells()}(-0.0008796519146866541,-4.505161366821204e-5,2.4288225320950605e-9) Dual{Cells()}(-0.0008796519146866541,-3.696346661691774e-7,1.991511298767718e-11) Dual{Cells()}(-0.0008844896246011372,-4.6422391171580245e-5,2.259393313677326e-9) Dual{Cells()}(-0.0008844896246011372,-0.6864813286611201,3.734768931449397e-5) Dual{Cells()}(-0.0008844896246011372,1.7469198075274852,-8.795858459593026e-5) Dual{Cells()}(-0.0008844896246011372,-1.0603458083471209,4.913716202393619e-5) Dual{Cells()}(-0.0008844896246011372,-4.586684995656185e-5,2.233638483787762e-9) Dual{Cells()}(-0.0008844896246011372,-3.812781159203707e-7,1.8559354479714708e-11) Dual{Cells()}(2.3348007092690003e-15,-1.238964793288583e-5,5.473096301054993e-10) Dual{Cells()}(2.3348007092690003e-15,-1.0603458083471209,5.475998480335914e-5) Dual{Cells()}(2.3348007092690003e-15,3.2695409316350856,-0.0001469360367736429) Dual{Cells()}(2.3348007092690003e-15,-2.2091703895670776,9.292513983904138e-5) Dual{Cells()}(2.3348007092690003e-15,-1.2241541759946105e-5,5.408967505297609e-10) Dual{Cells()}(2.3348007092690003e-15,-1.0253119419067748e-7,4.529419704961978e-12) Dual{Cells()}(2.1206743647442535e-15,-1.2429991584249995e-5,5.232555081905696e-10) Dual{Cells()}(2.1206743647442535e-15,-2.2091703895670776,9.779778200379234e-5) Dual{Cells()}(2.1206743647442535e-15,4.427483424090347,-0.00018641650903915722) Dual{Cells()}(2.1206743647442535e-15,-2.218288220044881,8.895911713837405e-5) Dual{Cells()}(2.1206743647442535e-15,-1.2281409287196421e-5,5.170203138203757e-10) Dual{Cells()}(2.1206743647442535e-15,-1.0307751788222947e-7,4.339014292256211e-12) Dual{Cells()}(-2.2122172875601423e-16,-1.2440236204456659e-5,4.989749483723297e-10) Dual{Cells()}(-2.2122172875601423e-16,-2.218288220044881,9.349032458059335e-5) Dual{Cells()}(-2.2122172875601423e-16,2.910929619775793,-0.00011358705522936359) Dual{Cells()}(-2.2122172875601423e-16,-0.6926165645455892,2.1146589242693718e-5) Dual{Cells()}(-2.2122172875601423e-16,-1.2291573630953366e-5,4.929184760135427e-10) Dual{Cells()}(-2.2122172875601423e-16,-1.0337548778103791e-7,4.145902303463948e-12) Dual{Cells()}(0.0008544855525322065,-3.358371992371269e-5,1.1360416948564816e-9) Dual{Cells()}(0.0008544855525322065,-0.6926165645455892,2.4626942052434627e-5) Dual{Cells()}(0.0008544855525322065,1.0893990915826934,-3.415320531409629e-5) Dual{Cells()}(0.0008544855525322065,-0.3967154779419157,1.1100076085842075e-5) Dual{Cells()}(0.0008544855525322065,-3.3183963394627864e-5,1.1211679402490648e-9) Dual{Cells()}(0.0008544855525322065,-2.8141187032142315e-7,9.51499161679875e-12) Dual{Cells()}(0.0008813655273027255,-3.092939826212463e-5,8.56446957479981e-10) Dual{Cells()}(0.0008813655273027255,-0.3967154779419157,1.3004349400137054e-5) Dual{Cells()}(0.0008813655273027255,0.7667160066784053,-2.10605114818821e-5) Dual{Cells()}(0.0008813655273027255,-0.3699387697501852,9.262702530398898e-6) Dual{Cells()}(0.0008813655273027255,-3.0566604586623094e-5,8.439228229468402e-10) Dual{Cells()}(0.0008813655273027255,-2.629834557002501e-7,7.2743068735821585e-12) Dual{Cells()}(0.0009004040420905256,-2.8368926943660836e-5,7.00008896594393e-10) Dual{Cells()}(0.0009004040420905256,-0.3699387697501852,9.958727856210541e-6) Dual{Cells()}(0.0009004040420905256,0.3699954257155866,-9.264097462748573e-6) Dual{Cells()}(0.0009004040420905256,-2.8042296736053335e-5,6.890179238629142e-10) Dual{Cells()}(0.0009004040420905256,-2.447417216819141e-7,6.029726469519854e-12) Dual{Cells()}(4.759961617414173e-11,-3.325774708791341e-5,1.2655967207266628e-9) Dual{Cells()}(4.759961617414173e-11,0.4287101831676913,-1.6314929826763735e-5) Dual{Cells()}(4.759961617414173e-11,-0.42864376120286896,1.6312402092310855e-5) Dual{Cells()}(4.759961617414173e-11,-3.287147105080155e-5,1.2509535245104278e-9) Dual{Cells()}(4.759961617414173e-11,-2.9274668367245105e-7,1.1141222910169282e-11) Dual{Cells()}(4.919138633868818e-11,-3.302174257644302e-5,1.2566157961325796e-9) Dual{Cells()}(4.919138633868818e-11,-0.42864376120286896,1.631240208172808e-5) Dual{Cells()}(4.919138633868818e-11,0.860389851248443,-3.2742865943038743e-5) Dual{Cells()}(4.919138633868818e-11,-0.43168013257843535,1.6427953804998765e-5) Dual{Cells()}(4.919138633868818e-11,-3.2640896853881944e-5,1.242178814516851e-9) Dual{Cells()}(4.919138633868818e-11,-2.9482770837915037e-7,1.1220421629659536e-11) Dual{Cells()}(5.086538350624805e-11,-3.2789063184168246e-5,1.2477614419373451e-9) Dual{Cells()}(5.086538350624805e-11,-0.43168013257843535,1.6427953782555208e-5) Dual{Cells()}(5.086538350624805e-11,1.162605476975488,-4.424393808775071e-5) Dual{Cells()}(5.086538350624805e-11,-0.7308598448910659,2.7813491678479248e-5) Dual{Cells()}(5.086538350624805e-11,-3.241353406942695e-5,1.2335263171351782e-9) Dual{Cells()}(5.086538350624805e-11,-2.9690873309734244e-7,1.1299620358594148e-11) Dual{Cells()}(-1.0918960451269437e-17,-1.1856693690029396e-5,4.511969713325432e-10) Dual{Cells()}(-1.0918960451269437e-17,-0.7308598448910659,2.7813491642686146e-5) Dual{Cells()}(-1.0918960451269437e-17,3.057829256581416,-0.00011636828762490096) Dual{Cells()}(-1.0918960451269437e-17,-2.3269457253312873,8.85538945655502e-5) Dual{Cells()}(-1.0918960451269437e-17,-1.1721438707237301e-5,4.460699372103972e-10) Dual{Cells()}(-1.0918960451269437e-17,-1.0822666532531874e-7,4.118842244295137e-12) Dual{Cells()}(-5.37448200628579e-18,-1.1844985489696032e-5,4.5075143018591746e-10) Dual{Cells()}(-5.37448200628579e-18,-2.3269457253312873,8.855389454164389e-5) Dual{Cells()}(-5.37448200628579e-18,4.656202565334956,-0.00017719574056289803) Dual{Cells()}(-5.37448200628579e-18,-2.3292331766891765,8.864094548152729e-5) Dual{Cells()}(-5.37448200628579e-18,-1.1709995923712429e-5,4.456344716644534e-10) Dual{Cells()}(-5.37448200628579e-18,-1.0833307896978062e-7,4.1228920886209755e-12) Dual{Cells()}(1.1904009709958844e-17,-1.1833300382488185e-5,4.503067653270272e-10) Dual{Cells()}(1.1904009709958844e-17,-2.3292331766891765,8.864094546955092e-5) Dual{Cells()}(1.1904009709958844e-17,2.3292568170045063,-8.864184513407115e-5) Dual{Cells()}(1.1904009709958844e-17,-1.169857545469568e-5,4.4519985535970104e-10) Dual{Cells()}(1.1904009709958844e-17,-1.084394926134268e-7,4.126941932306834e-12) Dual{Cells()}(-1.1023714139314512e-6,-8.091300938791124e-5,3.110200322305963e-9) Dual{Cells()}(-1.1023714139314512e-6,0.42103609749041065,-1.7387620596182992e-5) Dual{Cells()}(-1.1023714139314512e-6,-0.4208785934549885,1.7381136869366892e-5) Dual{Cells()}(-1.1023714139314512e-6,-7.63621585173253e-5,4.063008675720926e-9) Dual{Cells()}(-1.1023714139314512e-6,-2.288675168972393e-7,9.45130189237903e-12) Dual{Cells()}(-1.1158017894852404e-6,-8.001663133644992e-5,3.075752659193337e-9) Dual{Cells()}(-1.1158017894852404e-6,-0.4208785934549885,1.7381152540775433e-5) Dual{Cells()}(-1.1158017894852404e-6,0.8465611720820885,-3.496062795958465e-5) Dual{Cells()}(-1.1158017894852404e-6,-0.42552679745367794,1.7573078831805957e-5) Dual{Cells()}(-1.1158017894852404e-6,-7.553313321118283e-5,4.018930555275015e-9) Dual{Cells()}(-1.1158017894852404e-6,-2.314088744268849e-7,9.556240382077352e-12) Dual{Cells()}(-1.1304384498515993e-6,-7.913988190768451e-5,3.0420592141195503e-9) Dual{Cells()}(-1.1304384498515993e-6,-0.42552679745367794,1.757309374458055e-5) Dual{Cells()}(-1.1304384498515993e-6,0.4256808931902743,-1.7579407003108305e-5) Dual{Cells()}(-1.1304384498515993e-6,-7.472190445703526e-5,3.975797463125841e-9) Dual{Cells()}(-1.1304384498515993e-6,-2.3395023162969178e-7,9.661179165351179e-12) Dual{Cells()}(-0.0005634438703247086,-7.264510843314488e-5,4.205577871791115e-9) Dual{Cells()}(-0.0005634438703247086,0.4128815715846918,-2.409094773094104e-5) Dual{Cells()}(-0.0005634438703247086,-0.4127374524112612,2.2558055419986352e-5) Dual{Cells()}(-0.0005634438703247086,-7.125143817969426e-5,4.1356575703114834e-9) Dual{Cells()}(-0.0005634438703247086,-2.2262681776640658e-7,1.2902322235021053e-11) Dual{Cells()}(-0.0005709558529269247,-7.30995929806917e-5,4.009201252990999e-9) Dual{Cells()}(-0.0005709558529269247,-0.4127374524112612,2.4082592579277705e-5) Dual{Cells()}(-0.0005709558529269247,0.8391934559607993,-4.623221258190004e-5) Dual{Cells()}(-0.0005709558529269247,-0.42631096888667647,2.0906372941327017e-5) Dual{Cells()}(-0.0005709558529269247,-7.170623260688474e-5,3.9420352467913915e-9) Dual{Cells()}(-0.0005709558529269247,-2.2883727415044477e-7,1.2563086193128161e-11) Dual{Cells()}(-0.0005760527587652319,-7.430640887683357e-5,3.6665484217193953e-9) Dual{Cells()}(-0.0005760527587652319,-0.42631096888667647,2.3666192496879568e-5) Dual{Cells()}(-0.0005760527587652319,1.0880579297831956,-5.56907511736597e-5) Dual{Cells()}(-0.0005760527587652319,-0.6615995217558179,3.1048950990996e-5) Dual{Cells()}(-0.0005760527587652319,-7.289517400486881e-5,3.6028711373440567e-9) Dual{Cells()}(-0.0005760527587652319,-2.375578193730138e-7,1.1730022289467034e-11) Dual{Cells()}(-1.2846752623952242e-15,-1.9820866659315456e-5,8.84525304651684e-10) Dual{Cells()}(-1.2846752623952242e-15,-0.6615995217558179,3.4777096508214434e-5) Dual{Cells()}(-1.2846752623952242e-15,2.044082612039089,-9.293140370422945e-5) Dual{Cells()}(-1.2846752623952242e-15,-1.3824437604259847,5.8665180154419955e-5) Dual{Cells()}(-1.2846752623952242e-15,-1.9444853120311424e-5,8.683872559236901e-10) Dual{Cells()}(-1.2846752623952242e-15,-6.413750702459703e-8,2.8630071496106353e-12) Dual{Cells()}(-3.297745591736926e-15,-1.9885921693064712e-5,8.442745414818563e-10) Dual{Cells()}(-3.297745591736926e-15,-1.3824437604259847,6.18806968611523e-5) Dual{Cells()}(-3.297745591736926e-15,2.772281278433117,-0.00011777981008161988) Dual{Cells()}(-3.297745591736926e-15,-1.3897980589219325,5.6129383647457096e-5) Dual{Cells()}(-3.297745591736926e-15,-1.9508603472879233e-5,8.284079773261256e-10) Dual{Cells()}(-3.297745591736926e-15,-6.456003373098365e-8,2.7410458159843153e-12) Dual{Cells()}(3.258568070129339e-17,-1.9899734218449345e-5,8.037187656307655e-10) Dual{Cells()}(3.258568070129339e-17,-1.3897980589219325,5.911295446491478e-5) Dual{Cells()}(3.258568070129339e-17,1.8248944209533275,-7.164326071408966e-5) Dual{Cells()}(3.258568070129339e-17,-0.43505687523615266,1.3239653094294822e-5) Dual{Cells()}(3.258568070129339e-17,-1.952224335068531e-5,7.881227561180244e-10) Dual{Cells()}(3.258568070129339e-17,-6.481767330737489e-8,2.6172276576441683e-12) Dual{Cells()}(0.0005511462629627959,-5.359758235879411e-5,1.8156281702859991e-9) Dual{Cells()}(0.0005511462629627959,-0.43505687523615266,1.5512282607141027e-5) Dual{Cells()}(0.0005511462629627959,0.6845270415229412,-2.14073599718663e-5) Dual{Cells()}(0.0005511462629627959,-0.24936380499364166,6.924985396868917e-6) Dual{Cells()}(0.0005511462629627959,-5.258679418212232e-5,1.7755754875934472e-9) Dual{Cells()}(0.0005511462629627959,-1.7691660593695353e-7,5.983869297885925e-12) Dual{Cells()}(0.0005719085354233794,-4.891680596754635e-5,1.3472305162132796e-9) Dual{Cells()}(0.0005719085354233794,-0.24936380499364166,8.164110044046514e-6) Dual{Cells()}(0.0005719085354233794,0.4815971364327446,-1.311311068006843e-5) Dual{Cells()}(0.0005719085354233794,-0.23213623266940234,5.737992004442311e-6) Dual{Cells()}(0.0005719085354233794,-4.801669547528405e-5,1.3116894188070219e-9) Dual{Cells()}(0.0005719085354233794,-1.6526825777143827e-7,4.5344700781005765e-12) Dual{Cells()}(0.0005873828122573945,-4.435424428628982e-5,1.0834371758607702e-9) Dual{Cells()}(0.0005873828122573945,-0.23213623266940234,6.185462531135127e-6) Dual{Cells()}(0.0005873828122573945,0.23222430468145996,-5.740129841008692e-6) Dual{Cells()}(0.0005873828122573945,-4.356441449236444e-5,1.0515039783098426e-9) Dual{Cells()}(0.0005873828122573945,-1.5335327897727875e-7,3.725254846746868e-12) Dual{Cells()}(0.0005229543499137978,-4.582198699570566e-5,1.179526539484667e-9) Dual{Cells()}(0.0005229543499137978,0.2468368550669057,-6.457911822229814e-6) Dual{Cells()}(0.0005229543499137978,-0.24674589127297392,6.879445660470222e-6) Dual{Cells()}(0.0005229543499137978,-4.497832499217119e-5,1.165787085218809e-9) Dual{Cells()}(0.0005229543499137978,-1.6348194390260669e-7,4.225410768573235e-12) Dual{Cells()}(0.0005233441088436513,-4.801569481770983e-5,1.3631574049761476e-9) Dual{Cells()}(0.0005233441088436513,-0.24674589127297392,6.455561660966451e-6) Dual{Cells()}(0.0005233441088436513,0.5114525922681844,-1.4484799970261702e-5) Dual{Cells()}(0.0005233441088436513,-0.26461136152026116,8.721012735561837e-6) Dual{Cells()}(0.0005233441088436513,-4.714860266061551e-5,1.3451694909611068e-9) Dual{Cells()}(0.0005233441088436513,-1.7517747094956146e-7,4.9878322413031945e-12) Dual{Cells()}(0.0005198093127563657,-5.041155192087936e-5,1.7032300336870739e-9) Dual{Cells()}(0.0005198093127563657,-0.26461136152026116,7.6026404620107195e-6) Dual{Cells()}(0.0005198093127563657,0.7289748583771326,-2.3081493056135055e-5) Dual{Cells()}(0.0005198093127563657,-0.4642633804552588,1.6381602947563562e-5) Dual{Cells()}(0.0005198093127563657,-4.951682741922084e-5,1.676777699142694e-9) Dual{Cells()}(0.0005198093127563657,-1.8802227251240437e-7,6.361088583086468e-12) Dual{Cells()}(-8.028309849188809e-17,-1.8477336698294055e-5,7.25006973122124e-10) Dual{Cells()}(-8.028309849188809e-17,-0.4642633804552588,1.4357093607355847e-5) Dual{Cells()}(-8.028309849188809e-17,1.9643841196187368,-7.519843101143281e-5) Dual{Cells()}(-8.028309849188809e-17,-1.5000840406738838,6.137490342456335e-5) Dual{Cells()}(-8.028309849188809e-17,-1.8151373280036922e-5,7.126313910097415e-10) Dual{Cells()}(-8.028309849188809e-17,-6.977961584301535e-8,2.738891252816646e-12) Dual{Cells()}(-1.173855993904891e-16,-1.8440331754459153e-5,7.549589161980232e-10) Dual{Cells()}(-1.173855993904891e-16,-1.5000840406738838,5.8815387626400574e-5) Dual{Cells()}(-1.173855993904891e-16,3.0003676928787906,-0.00012270279895543887) Dual{Cells()}(-1.173855993904891e-16,-1.5002470267357182,6.405752735421997e-5) Dual{Cells()}(-1.173855993904891e-16,-1.81152844490551e-5,7.417947764465197e-10) Dual{Cells()}(-1.173855993904891e-16,-6.985298514487282e-8,2.860099987476293e-12) Dual{Cells()}(9.272630748680207e-17,-1.8368194488473026e-5,7.84405900142624e-10) Dual{Cells()}(9.272630748680207e-17,-1.5002470267357182,6.132639587521915e-5) Dual{Cells()}(9.272630748680207e-17,2.228344546490557,-9.642121228883696e-5) Dual{Cells()}(9.272630748680207e-17,-0.7280610371670841,3.546241366689389e-5) Dual{Cells()}(9.272630748680207e-17,-1.804460107809858e-5,7.704677097001836e-10) Dual{Cells()}(9.272630748680207e-17,-6.97921886070182e-8,2.9801012269090493e-12) Dual{Cells()}(-0.0005174378365872743,-6.854195801209212e-5,3.1840207180830857e-9) Dual{Cells()}(-0.0005174378365872743,-0.7280610371670841,3.23621270570327e-5) Dual{Cells()}(-0.0005174378365872743,1.2080226343387281,-5.761316478877668e-5) Dual{Cells()}(-0.0005174378365872743,-0.4798254539780095,2.442014838897648e-5) Dual{Cells()}(-0.0005174378365872743,-6.733789781785962e-5,3.125765407132402e-9) Dual{Cells()}(-0.0005174378365872743,-2.633378043712152e-7,1.222715391499993e-11) Dual{Cells()}(-0.0005218565485059494,-6.674911517475102e-5,3.3815177313340936e-9) Dual{Cells()}(-0.0005218565485059494,-0.4798254539780095,2.2144429148736482e-5) Dual{Cells()}(-0.0005218565485059494,0.9576537251099628,-4.8518909433850444e-5) Dual{Cells()}(-0.0005218565485059494,-0.4776956774801905,2.5342167894980513e-5) Dual{Cells()}(-0.0005218565485059494,-6.558316283429012e-5,3.3184352792298366e-9) Dual{Cells()}(-0.0005218565485059494,-2.613737537591243e-7,1.3231005213921745e-11) Dual{Cells()}(-0.0005268034116107205,-6.541105523224143e-5,3.460897630699188e-9) Dual{Cells()}(-0.0005268034116107205,-0.4776956774801905,2.4092048024995024e-5) Dual{Cells()}(-0.0005268034116107205,0.4778256259486391,-2.5349038503745515e-5) Dual{Cells()}(-0.0005268034116107205,-6.427640447406697e-5,3.396132785949443e-9) Dual{Cells()}(-0.0005268034116107205,-2.6100874230194683e-7,1.379766109655561e-11) Dual{Cells()}(-0.0006429318338399997,-6.281206195093715e-5,3.609294135403057e-9) Dual{Cells()}(-0.0006429318338399997,0.47892595737823623,-2.7718327021641992e-5) Dual{Cells()}(-0.0006429318338399997,-0.47880112028969,2.5990232798615004e-5) Dual{Cells()}(-0.0006429318338399997,-6.176651001518638e-5,3.5558981996997503e-9) Dual{Cells()}(-0.0006429318338399997,-2.5851658008059693e-7,1.486472349928103e-11) Dual{Cells()}(-0.0006504135439293775,-6.32616839045198e-5,3.446894579195834e-9) Dual{Cells()}(-0.0006504135439293775,-0.47880112028969,2.7711146424675007e-5) Dual{Cells()}(-0.0006504135439293775,0.9724123148269567,-5.3189430012929834e-5) Dual{Cells()}(-0.0006504135439293775,-0.4934854530227444,2.407531728021099e-5) Dual{Cells()}(-0.0006504135439293775,-6.221463434221761e-5,3.395590205552283e-9) Dual{Cells()}(-0.0006504135439293775,-2.651962755498116e-7,1.4458305078640696e-11) Dual{Cells()}(-0.0006554295654397943,-6.433901259331671e-5,3.1588147985194315e-9) Dual{Cells()}(-0.0006554295654397943,-0.4934854530227444,2.7192339810187397e-5) Dual{Cells()}(-0.0006554295654397943,1.2581537266651723,-6.400880086975876e-5) Dual{Cells()}(-0.0006554295654397943,-0.764540382263601,3.571319752824152e-5) Dual{Cells()}(-0.0006554295654397943,-6.327770340724164e-5,3.1103894472801547e-9) Dual{Cells()}(-0.0006554295654397943,-2.74662826433527e-7,1.3490553667133872e-11) Dual{Cells()}(-9.129766030711238e-16,-1.7164977622865684e-5,7.631515601030215e-10) Dual{Cells()}(-9.129766030711238e-16,-0.764540382263601,3.992720058967487e-5) Dual{Cells()}(-9.129766030711238e-16,2.3604218409194924,-0.00010685639295869948) Dual{Cells()}(-9.129766030711238e-16,-1.5958473374727529,6.750082640094716e-5) Dual{Cells()}(-9.129766030711238e-16,-1.6882157756486008e-5,7.509640904720394e-10) Dual{Cells()}(-9.129766030711238e-16,-7.40477589035727e-8,3.2926163799495136e-12) Dual{Cells()}(-1.2645428331069793e-15,-1.722096433289453e-5,7.288423758726413e-10) Dual{Cells()}(-1.2645428331069793e-15,-1.5958473374727529,7.114167798210438e-5) Dual{Cells()}(-1.2645428331069793e-15,3.1995227438763467,-0.00013547984402596005) Dual{Cells()}(-1.2645428331069793e-15,-1.6036411737413376,6.459660461612579e-5) Dual{Cells()}(-1.2645428331069793e-15,-1.69371965652518e-5,7.169112976005623e-10) Dual{Cells()}(-1.2645428331069793e-15,-7.450135799568267e-8,3.1530275082334045e-12) Dual{Cells()}(-1.409778745941892e-16,-1.7233560125627378e-5,6.942506893614464e-10) Dual{Cells()}(-1.409778745941892e-16,-1.6036411737413376,6.797756869859306e-5) Dual{Cells()}(-1.409778745941892e-16,2.1051978588990012,-8.246122431079874e-5) Dual{Cells()}(-1.409778745941892e-16,-0.5015224271677687,1.528008308542638e-5) Dual{Cells()}(-1.409778745941892e-16,-1.6949661113027668e-5,6.825762160223167e-10) Dual{Cells()}(-1.409778745941892e-16,-7.476865609726951e-8,3.011361846952253e-12) Dual{Cells()}(0.0006292691791948607,-4.645404184163493e-5,1.5726733290294678e-9) Dual{Cells()}(0.0006292691791948607,-0.5015224271677687,1.7863239857162406e-5) Dual{Cells()}(0.0006292691791948607,0.7890104308340812,-2.4696440695231998e-5) Dual{Cells()}(0.0006292691791948607,-0.287395652981094,8.002951492685215e-6) Dual{Cells()}(0.0006292691791948607,-4.569276176318242e-5,1.543190853844119e-9) Dual{Cells()}(0.0006292691791948607,-2.0388161368546223e-7,6.894541104027754e-12) Dual{Cells()}(0.0006515700665776451,-4.2536415261605044e-5,1.1735976896164258e-9) Dual{Cells()}(0.0006515700665776451,-0.287395652981094,9.413235045239687e-6) Dual{Cells()}(0.0006515700665776451,0.5552080566962911,-1.5165813455984968e-5) Dual{Cells()}(0.0006515700665776451,-0.2677278229348031,6.648962397317077e-6) Dual{Cells()}(0.0006515700665776451,-4.185386820095141e-5,1.147928646708476e-9) Dual{Cells()}(0.0006515700665776451,-1.9049693152946558e-7,5.2416974053522724e-12) Dual{Cells()}(0.0006679275292972195,-3.873215186137108e-5,9.49372349574461e-10) Dual{Cells()}(0.0006679275292972195,-0.2677278229348031,7.1605355783491245e-6) Dual{Cells()}(0.0006679275292972195,0.2678048596176146,-6.6508421335824006e-6) Dual{Cells()}(0.0006679275292972195,-3.812755609705462e-5,9.264969654057695e-10) Dual{Cells()}(0.0006679275292972195,-1.7697485311300476e-7,4.3208615630446196e-12) Dual{Cells()}(0.0006038084010942568,-3.9834184618873444e-5,1.0231869119964173e-9) Dual{Cells()}(0.0006038084010942568,0.28237907924279404,-7.367289340395186e-6) Dual{Cells()}(0.0006038084010942568,-0.28229986437795446,7.853261102561153e-6) Dual{Cells()}(0.0006038084010942568,-3.919362006819839e-5,1.012037247638297e-9) Dual{Cells()}(0.0006038084010942568,-1.8706015252973497e-7,4.82004116539324e-12) Dual{Cells()}(0.0006032626611215686,-4.1851533167844465e-5,1.1866960812279334e-9) Dual{Cells()}(0.0006032626611215686,-0.28229986437795446,7.365249040545881e-6) Dual{Cells()}(0.0006032626611215686,0.5850232516085138,-1.6536062833312977e-5) Dual{Cells()}(0.0006032626611215686,-0.3026401449596369,9.970673710401824e-6) Dual{Cells()}(0.0006032626611215686,-4.119034027623882e-5,1.1723445229994195e-9) Dual{Cells()}(0.0006032626611215686,-2.0039747826727686e-7,5.695052782061558e-12) Dual{Cells()}(0.0005981339383278724,-4.404238846829182e-5,1.48839522662425e-9) Dual{Cells()}(0.0005981339383278724,-0.3026401449596369,8.680436785646605e-6) Dual{Cells()}(0.0005981339383278724,0.8334631259934395,-2.6372059986694273e-5) Dual{Cells()}(0.0005981339383278724,-0.5307353660920602,1.8735159454678607e-5) Dual{Cells()}(0.0005981339383278724,-4.335756179274652e-5,1.467710359773316e-9) Dual{Cells()}(0.0005981339383278724,-2.1499148141749393e-7,7.272691921722184e-12) Dual{Cells()}(-2.699472280441867e-17,-1.6156071632623995e-5,6.348534510657128e-10) Dual{Cells()}(-2.699472280441867e-17,-0.5307353660920602,1.6398422785589434e-5) Dual{Cells()}(-2.699472280441867e-17,2.244646945150723,-8.602827739856802e-5) Dual{Cells()}(-2.699472280441867e-17,-1.7138794369897132,7.025178571164348e-5) Dual{Cells()}(-2.699472280441867e-17,-1.5906267894099438e-5,6.25277100589324e-10) Dual{Cells()}(-2.699472280441867e-17,-7.972942265165405e-8,3.133528871848502e-12) Dual{Cells()}(-3.1343548151894915e-17,-1.6125532668413517e-5,6.613872228988414e-10) Dual{Cells()}(-3.1343548151894915e-17,-1.7138794369897132,6.72918546721631e-5) Dual{Cells()}(-3.1343548151894915e-17,3.4274879739577573,-0.00014042508686294494) Dual{Cells()}(-3.1343548151894915e-17,-1.7135764552489168,7.333197669578689e-5) Dual{Cells()}(-3.1343548151894915e-17,-1.5876394517335245e-5,6.512231972208934e-10) Dual{Cells()}(-3.1343548151894915e-17,-7.979194144296439e-8,3.272623099349614e-12) Dual{Cells()}(-2.764997966441026e-16,-1.6063740750765938e-5,6.87488971252448e-10) Dual{Cells()}(-2.764997966441026e-16,-1.7135764552489168,7.017198527020255e-5) Dual{Cells()}(-2.764997966441026e-16,2.544548417434199,-0.00011036550943807464) Dual{Cells()}(-2.764997966441026e-16,-0.8309400030516068,4.062311442982205e-5) Dual{Cells()}(-2.764997966441026e-16,-1.5815694158258686e-5,6.767476015424463e-10) Dual{Cells()}(-2.764997966441026e-16,-7.969876680741735e-8,3.4102900507634183e-12) Dual{Cells()}(-0.0005970948258780108,-5.996553073933225e-5,2.7938598190416022e-9) Dual{Cells()}(-0.0005970948258780108,-0.8309400030516068,3.703216510681934e-5) Dual{Cells()}(-0.0005970948258780108,1.3780044815329688,-6.594516802162811e-5) Dual{Cells()}(-0.0005970948258780108,-0.546945170541618,2.795335164511522e-5) Dual{Cells()}(-0.0005970948258780108,-5.904199056538821e-5,2.749071600673518e-9) Dual{Cells()}(-0.0005970948258780108,-3.004184393756517e-7,1.399011548163307e-11) Dual{Cells()}(-0.0006015918213766218,-5.843983019784288e-5,2.9720319710556632e-9) Dual{Cells()}(-0.0006015918213766218,-0.546945170541618,2.5316496782743038e-5) Dual{Cells()}(-0.0006015918213766218,1.0907548051051774,-5.548720460704226e-5) Dual{Cells()}(-0.0006015918213766218,-0.5436933527130352,2.8976753399315785e-5) Dual{Cells()}(-0.0006015918213766218,-5.754432246357641e-5,2.923563997081128e-9) Dual{Cells()}(-0.0006015918213766218,-2.976978627357861e-7,1.5128800881602682e-11) Dual{Cells()}(-0.0006065135247239309,-5.7319165515297626e-5,3.046034290855848e-9) Dual{Cells()}(-0.0006065135247239309,-0.5436933527130352,2.752794241593008e-5) Dual{Cells()}(-0.0006065135247239309,0.5438074149676038,-2.8982811210993935e-5) Dual{Cells()}(-0.0006065135247239309,-5.6446228923406064e-5,2.9962232707585864e-9) Dual{Cells()}(-0.0006065135247239309,-2.968601298338583e-7,1.576254843184488e-11) Dual{Cells()}(-0.0007225276325056499,-5.531871993816949e-5,3.1609408420005016e-9) Dual{Cells()}(-0.0007225276325056499,0.5449434988689869,-3.134873439110774e-5) Dual{Cells()}(-0.0007225276325056499,-0.5448333801223827,2.94240753047332e-5) Dual{Cells()}(-0.0007225276325056499,-5.4505627143624915e-5,3.1189244162166004e-9) Dual{Cells()}(-0.0007225276325056499,-2.943995223395306e-7,1.682709946445111e-11) Dual{Cells()}(-0.0007300099476522333,-5.575337926291328e-5,3.022817031250955e-9) Dual{Cells()}(-0.0007300099476522333,-0.5448333801223827,3.134243738200248e-5) Dual{Cells()}(-0.0007300099476522333,1.1055782841345576,-6.015186014513784e-5) Dual{Cells()}(-0.0007300099476522333,-0.5606339110100063,2.7245698757008046e-5) Dual{Cells()}(-0.0007300099476522333,-5.4938074897543654e-5,2.9824324787704273e-9) Dual{Cells()}(-0.0007300099476522333,-3.015480084313335e-7,1.6353688437663643e-11) Dual{Cells()}(-0.0007349566943532371,-5.6726284046332596e-5,2.774572438028454e-9) Dual{Cells()}(-0.0007349566943532371,-0.5606339110100063,3.072176296662182e-5) Dual{Cells()}(-0.0007349566943532371,1.4281976114977095,-7.233346102867681e-5) Dual{Cells()}(-0.0007349566943532371,-0.8674507631005407,4.03800934412606e-5) Dual{Cells()}(-0.0007349566943532371,-5.5899341297440275e-5,2.736563382182857e-9) Dual{Cells()}(-0.0007349566943532371,-3.1176181887546034e-7,1.525133390784139e-11) Dual{Cells()}(2.2029201395856783e-16,-1.5136182490695705e-5,6.710774076231605e-10) Dual{Cells()}(2.2029201395856783e-16,-0.8674507631005407,4.50822357058036e-5) Dual{Cells()}(2.2029201395856783e-16,2.6766866243596907,-0.0001207899240593971) Dual{Cells()}(2.2029201395856783e-16,-1.8092057253367297,7.634062222023905e-5) Dual{Cells()}(2.2029201395856783e-16,-1.491578296970889e-5,6.615572318675424e-10) Dual{Cells()}(2.2029201395856783e-16,-8.395696003288161e-8,3.722264434897448e-12) Dual{Cells()}(2.2833792558951384e-16,-1.5185432146551589e-5,6.411940884107709e-10) Dual{Cells()}(2.2833792558951384e-16,-1.8092057253367297,8.040849423793409e-5) Dual{Cells()}(2.2833792558951384e-16,3.626687210252654,-0.00015318929121245338) Dual{Cells()}(2.2833792558951384e-16,-1.8174512507322598,7.306758612523823e-5) Dual{Cells()}(2.2833792558951384e-16,-1.496430958328392e-5,6.319023655480211e-10) Dual{Cells()}(2.2833792558951384e-16,-8.444193419979275e-8,3.565021830674727e-12) Dual{Cells()}(-5.549767040419198e-16,-1.5197067501904249e-5,6.110497489118201e-10) Dual{Cells()}(-5.549767040419198e-16,-1.8174512507322598,7.684739231947017e-5) Dual{Cells()}(-5.549767040419198e-16,2.3854711157699895,-9.328406570202837e-5) Dual{Cells()}(-5.549767040419198e-16,-0.5679896074131641,1.7320761067810563e-5) Dual{Cells()}(-5.549767040419198e-16,-1.4975837867606184e-5,6.019872193748113e-10) Dual{Cells()}(-5.549767040419198e-16,-8.471919592593065e-8,3.405477882029799e-12) Dual{Cells()}(0.000707493068859299,-4.0990407008409464e-5,1.3871732555337962e-9) Dual{Cells()}(0.000707493068859299,-0.5679896074131641,2.021526313516918e-5) Dual{Cells()}(0.000707493068859299,0.8934958384661182,-2.7986003944640763e-5) Dual{Cells()}(0.000707493068859299,-0.3254246133101009,9.080693691233548e-6) Dual{Cells()}(0.000707493068859299,-4.03964876408358e-5,1.3645638760907202e-9) Dual{Cells()}(0.000707493068859299,-2.308482041538595e-7,7.804819243773674e-12) Dual{Cells()}(0.0007313634080937228,-3.762676783588137e-5,1.039692713773897e-9) Dual{Cells()}(0.0007313634080937228,-0.3254246133101009,1.0662483450591706e-5) Dual{Cells()}(0.0007313634080937228,0.6287989643865779,-1.7217572493264053e-5) Dual{Cells()}(0.0007313634080937228,-0.30329941708422065,7.559116375837245e-6) Dual{Cells()}(0.0007313634080937228,-3.7091497849799615e-5,1.0202867717252674e-9) Dual{Cells()}(0.0007313634080937228,-2.1572657058829182e-7,5.947963253004827e-12) Dual{Cells()}(0.0007486329128738416,-3.436983153038822e-5,8.44805743508614e-10) Dual{Cells()}(0.0007486329128738416,-0.30329941708422065,8.134813102243012e-6) Dual{Cells()}(0.0007486329128738416,0.30336787984394853,-7.5607934482405875e-6) Dual{Cells()}(0.0007486329128738416,-3.3892338249563185e-5,8.276219216200831e-10) Dual{Cells()}(0.0007486329128738416,-2.0058994790919745e-7,4.91507720126206e-12) Dual{Cells()}(0.0006847300530578701,-3.522720056243465e-5,9.031583895292849e-10) Dual{Cells()}(0.0006847300530578701,0.31791323540331895,-8.276174033856343e-6) Dual{Cells()}(0.0006847300530578701,-0.31784307255174155,8.826514986726101e-6) Dual{Cells()}(0.0006847300530578701,-3.472501237634857e-5,8.940477811120614e-10) Dual{Cells()}(0.0006847300530578701,-2.106386386275639e-7,5.413871560699932e-12) Dual{Cells()}(0.0006832356169919247,-3.708826355885192e-5,1.0504694301621654e-9) Dual{Cells()}(0.0006832356169919247,-0.31784307255174155,8.274371253844687e-6) Dual{Cells()}(0.0006832356169919247,0.6585827450522812,-1.8586555712300647e-5) Dual{Cells()}(0.0006832356169919247,-0.3406657906792211,1.1220158023988825e-5) Dual{Cells()}(0.0006832356169919247,-3.6567939288874304e-5,1.0388557958400479e-9) Dual{Cells()}(0.0006832356169919247,-2.2561847083118955e-7,6.401613292005784e-12) Dual{Cells()}(0.0006764985955813131,-3.9101381793961115e-5,1.3215468968707212e-9) Dual{Cells()}(0.0006764985955813131,-0.3406657906792211,9.757944867457575e-6) Dual{Cells()}(0.0006764985955813131,0.9379500032836289,-2.9662370463165415e-5) Dual{Cells()}(0.0006764985955813131,-0.5972063086591487,2.10888078140444e-5) Dual{Cells()}(0.0006764985955813131,-3.8560602598931044e-5,1.3050139159775312e-9) Dual{Cells()}(0.0006764985955813131,-2.4196086617509033e-7,8.183818459660859e-12) Dual{Cells()}(8.479517397554756e-17,-1.435273912565717e-5,5.646067319814262e-10) Dual{Cells()}(8.479517397554756e-17,-0.5972063086591487,1.843957762407227e-5) Dual{Cells()}(8.479517397554756e-17,2.524892151587862,-9.685875580636068e-5) Dual{Cells()}(8.479517397554756e-17,-1.9276572452818643,7.912965921243145e-5) Dual{Cells()}(8.479517397554756e-17,-1.4155228629733617e-5,5.570043633367005e-10) Dual{Cells()}(8.479517397554756e-17,-8.96790937171161e-8,3.5280243798323102e-12) Dual{Cells()}(-1.6980539376777593e-16,-1.432685853880486e-5,5.884219569295463e-10) Dual{Cells()}(-1.6980539376777593e-16,-1.9276572452818643,7.576882284843629e-5) Dual{Cells()}(-1.6980539376777593e-16,3.8545705882568098,-0.00015814909837857024) Dual{Cells()}(-1.6980539376777593e-16,-1.9268847965482636,8.2607688020765e-5) Dual{Cells()}(-1.6980539376777593e-16,-1.4129837388742213e-5,5.803650043491002e-10) Dual{Cells()}(-1.6980539376777593e-16,-8.973075457693036e-8,3.685010557849282e-12) Dual{Cells()}(-6.533839832880121e-17,-1.4272838181035946e-5,6.118600071743509e-10) Dual{Cells()}(-6.533839832880121e-17,-1.9268847965482636,7.901826669542526e-5) Dual{Cells()}(-6.533839832880121e-17,2.8607217473269984,-0.0001243117912328969) Dual{Cells()}(-6.533839832880121e-17,-0.9338085116827638,4.578526207996541e-5) Dual{Cells()}(-6.533839832880121e-17,-1.4076652575957593e-5,6.033562277765881e-10) Dual{Cells()}(-6.533839832880121e-17,-8.96052140634206e-8,3.840346378375743e-12) Dual{Cells()}(-0.0006768178120015967,-5.329574188954079e-5,2.4887945700603237e-9) Dual{Cells()}(-0.0006768178120015967,-0.9338085116827638,4.170288416273665e-5) Dual{Cells()}(-0.0006768178120015967,1.5479711992669454,-7.427914842546522e-5) Dual{Cells()}(-0.0006768178120015967,-0.614056489506871,3.1487515456126857e-5) Dual{Cells()}(-0.0006768178120015967,-5.2564836469477024e-5,2.453391380336076e-9) Dual{Cells()}(-0.0006768178120015967,-3.3749895168497686e-7,1.575253706651686e-11) Dual{Cells()}(-0.0006813798785699516,-5.196918439393597e-5,2.650931221912086e-9) Dual{Cells()}(-0.0006813798785699516,-0.614056489506871,2.8488928477681314e-5) Dual{Cells()}(-0.0006813798785699516,1.22384082534821,-6.245704196035637e-5) Dual{Cells()}(-0.0006813798785699516,-0.6096807730053551,3.26120908844568e-5) Dual{Cells()}(-0.0006813798785699516,-5.125962873492684e-5,2.612631050388352e-9) Dual{Cells()}(-0.0006813798785699516,-3.3402285522906e-7,1.702588698846699e-11) Dual{Cells()}(-0.0006862635551578102,-5.1007797752691314e-5,2.7199041350051604e-9) Dual{Cells()}(-0.0006862635551578102,-0.6096807730053551,3.09642460282706e-5) Dual{Cells()}(-0.0006862635551578102,0.6097824286815767,-3.261750889300555e-5) Dual{Cells()}(-0.0006862635551578102,-5.031516502583061e-5,2.680508659934074e-9) Dual{Cells()}(-0.0006862635551578102,-3.3271344311569937e-7,1.7726553664685764e-11) Dual{Cells()}(-0.0008022738159155403,-4.941930299267758e-5,2.8116942612649393e-9) Dual{Cells()}(-0.0008022738159155403,0.6109338674957597,-3.498258179737116e-5) Dual{Cells()}(-0.0008022738159155403,-0.610835348945413,3.286008213654618e-5) Dual{Cells()}(-0.0008022738159155403,-4.876900928586039e-5,2.7778135389614284e-9) Dual{Cells()}(-0.0008022738159155403,-3.302380681604028e-7,1.8793699966973742e-11) Dual{Cells()}(-0.0008097784875356564,-4.983533170218922e-5,2.6917013497043207e-9) Dual{Cells()}(-0.0008097784875356564,-0.610835348945413,3.497697329615921e-5) Dual{Cells()}(-0.0008097784875356564,1.238693280384405,-6.712019516622841e-5) Dual{Cells()}(-0.0008097784875356564,-0.6277585756382218,3.041778473679474e-5) Dual{Cells()}(-0.0008097784875356564,-4.918260629817314e-5,2.6591246282956783e-9) Dual{Cells()}(-0.0008097784875356564,-3.37862769837949e-7,1.8252993359251527e-11) Dual{Cells()}(-0.0008146641353277977,-5.07224625856104e-5,2.4737337137756974e-9) Dual{Cells()}(-0.0008146641353277977,-0.6277585756382218,3.425474378010524e-5) Dual{Cells()}(-0.0008146641353277977,1.5981946504489428,-8.06651747998242e-5) Dual{Cells()}(-0.0008146641353277977,-0.9703349434365266,4.504985715648504e-5) Dual{Cells()}(-0.0008146641353277977,-5.0060073075677743e-5,2.443134469145522e-9) Dual{Cells()}(-0.0008146641353277977,-3.4883853321388314e-7,1.701550955308297e-11) Dual{Cells()}(1.7758230239317877e-16,-1.3535945350900475e-5,5.98847604855078e-10) Dual{Cells()}(1.7758230239317877e-16,-0.9703349434365266,5.024245606690762e-5) Dual{Cells()}(1.7758230239317877e-16,2.9928917546281752,-0.00013473240699546712) Dual{Cells()}(1.7758230239317877e-16,-2.0225298220035577,8.518470358252395e-5) Dual{Cells()}(1.7758230239317877e-16,-1.3359379313143429e-5,5.91210268558422e-10) Dual{Cells()}(1.7758230239317877e-16,-9.386342674024771e-8,4.152735183996258e-12) Dual{Cells()}(6.802484503418429e-16,-1.3579985841467876e-5,5.723828427198692e-10) Dual{Cells()}(6.802484503418429e-16,-2.0225298220035577,8.968135561382204e-5) Dual{Cells()}(6.802484503418429e-16,4.053794732763103,-0.00017090824160794754) Dual{Cells()}(6.802484503418429e-16,-2.0312378335433716,8.154221633407698e-5) Dual{Cells()}(6.802484503418429e-16,-1.3402849281842572e-5,5.649456153819248e-10) Dual{Cells()}(6.802484503418429e-16,-9.438105049083814e-8,3.9778159662244625e-12) Dual{Cells()}(1.0153541259765635e-17,-1.3590831637898473e-5,5.45676442271459e-10) Dual{Cells()}(1.0153541259765635e-17,-2.0312378335433716,8.57223967122175e-5) Dual{Cells()}(1.0153541259765635e-17,2.665722164205296,-0.00010411128399030247) Dual{Cells()}(1.0153541259765635e-17,-0.6344572315559481,1.936123783445535e-5) Dual{Cells()}(1.0153541259765635e-17,-1.3413605043779616e-5,5.384403078354388e-10) Dual{Cells()}(1.0153541259765635e-17,-9.46692948683219e-8,3.800380327280316e-12) Dual{Cells()}(0.0007858569996563171,-3.667648311061801e-5,1.240861534024242e-9) Dual{Cells()}(0.0007858569996563171,-0.6344572315559481,2.256797973981932e-5) Dual{Cells()}(0.0007858569996563171,0.9979781670788196,-3.127523374980153e-5) Dual{Cells()}(0.0007858569996563171,-0.3634478009794125,1.0157834585904261e-5) Dual{Cells()}(0.0007858569996563171,-3.620024493854341e-5,1.2229757566400333e-9) Dual{Cells()}(0.0007858569996563171,-2.5781540980874725e-7,8.717062557714694e-12) Dual{Cells()}(0.0008113250222856487,-3.3731685000550226e-5,9.332005021517598e-10) Dual{Cells()}(0.0008113250222856487,-0.3634478009794125,1.1911523434784676e-5) Dual{Cells()}(0.0008113250222856487,0.7023616045428087,-1.9267555595777264e-5) Dual{Cells()}(0.0008113250222856487,-0.33884653025124123,8.467999104468365e-6) Dual{Cells()}(0.0008113250222856487,-3.330069578526284e-5,9.180200846546675e-10) Dual{Cells()}(0.0008113250222856487,-2.409313692033873e-7,6.6556833198925835e-12) Dual{Cells()}(0.0008295313041308999,-3.0886573632349265e-5,7.608872400957722e-10) Dual{Cells()}(0.0008295313041308999,-0.33884653025124123,9.10786327841362e-6) Dual{Cells()}(0.0008295313041308999,0.33890814093937144,-8.46951284392243e-6) Dual{Cells()}(0.0008295313041308999,-3.049997320137013e-5,7.475144724078345e-10) Dual{Cells()}(0.0008295313041308999,-2.2414129646245152e-7,5.510023018368486e-12) Dual{Cells()}(0.0007658022354260169,-3.1581369013154175e-5,8.081210048136439e-10) Dual{Cells()}(0.0007658022354260169,0.3535820582411553,-9.194132730765376e-6) Dual{Cells()}(0.0007658022354260169,-0.3535188974230929,9.809808173795834e-6) Dual{Cells()}(0.0007658022354260169,-3.13451554054517e-5,8.23511072238324e-10) Dual{Cells()}(0.0007658022354260169,-2.3429364384585795e-7,6.0149284677209354e-12) Dual{Cells()}(0.000763348821058885,-3.330299175026552e-5,9.421375834454877e-10) Dual{Cells()}(0.000763348821058885,-0.3535188974230929,9.19251826634294e-6) Dual{Cells()}(0.000763348821058885,0.7323576943065867,-2.0655582197885995e-5) Dual{Cells()}(0.000763348821058885,-0.3787722459712481,1.2480347150610913e-5) Dual{Cells()}(0.000763348821058885,-3.2997018450546425e-5,9.541718703928083e-10) Dual{Cells()}(0.000763348821058885,-2.509020448942377e-7,7.115527757358753e-12) Dual{Cells()}(0.0007549895091449289,-3.515906779352946e-5,1.188277814089057e-9) Dual{Cells()}(0.0007549895091449289,-0.3787722459712481,1.0843892504698875e-5) Dual{Cells()}(0.0007549895091449289,1.0425863890136897,-3.29760112719244e-5) Dual{Cells()}(0.0007549895091449289,-0.6637439500662601,2.3458737355772382e-5) Dual{Cells()}(0.0007549895091449289,-3.4764946843335095e-5,1.1938397023661177e-9) Dual{Cells()}(0.0007549895091449289,-2.6896154460904187e-7,9.102370705919246e-12) Dual{Cells()}(-1.384693230085303e-16,-1.2911477879262192e-5,5.083709390112535e-10) Dual{Cells()}(-1.384693230085303e-16,-0.6637439500662601,2.0493291626026098e-5) Dual{Cells()}(-1.384693230085303e-16,2.8051737566846944,-0.00010775232956801545) Dual{Cells()}(-1.384693230085303e-16,-2.1414040439561313,8.805880295348032e-5) Dual{Cells()}(-1.384693230085303e-16,-1.2751555194084454e-5,5.083107710769919e-10) Dual{Cells()}(-1.384693230085303e-16,-9.96292299186687e-8,3.925259843810797e-12) Dual{Cells()}(3.696829692649595e-16,-1.2888892162369412e-5,5.299802907652511e-10) Dual{Cells()}(3.696829692649595e-16,-2.1414040439561313,8.42925772485948e-5) Dual{Cells()}(3.696829692649595e-16,4.281531613518906,-0.00017597145741793008) Dual{Cells()}(3.696829692649595e-16,-2.1401018553902524,9.193523353609758e-5) Dual{Cells()}(3.696829692649595e-16,-1.272561350863739e-5,5.293867166403625e-10) Dual{Cells()}(3.696829692649595e-16,-9.966685100895642e-8,4.100169720275883e-12) Dual{Cells()}(-4.881164116743632e-16,-1.2840727403083968e-5,5.512550491506867e-10) Dual{Cells()}(-4.881164116743632e-16,-2.1401018553902524,8.791159635581703e-5) Dual{Cells()}(-4.881164116743632e-16,3.176706611439349,-0.00013833349655835341) Dual{Cells()}(-4.881164116743632e-16,-1.0365791411929333,5.097646783172051e-5) Dual{Cells()}(-4.881164116743632e-16,-1.267462302357434e-5,5.501486231895171e-10) Dual{Cells()}(-4.881164116743632e-16,-9.950573684525423e-8,4.273216481150986e-12) Dual{Cells()}(-0.0007567660652622408,-4.795789785362875e-5,2.243985389079832e-9) Dual{Cells()}(-0.0007567660652622408,-1.0365791411929333,4.6397162435185606e-5) Dual{Cells()}(-0.0007567660652622408,1.717751381698212,-8.265717012725093e-5) Dual{Cells()}(-0.0007567660652622408,-0.6810765940648602,3.50406106808161e-5) Dual{Cells()}(-0.0007567660652622408,-4.731401037823325e-5,2.2362577197213643e-9) Dual{Cells()}(-0.0007567660652622408,-3.7453218664188765e-7,1.7526086243001248e-11) Dual{Cells()}(-0.0007613805753846567,-4.678391606233307e-5,2.3926986131022222e-9) Dual{Cells()}(-0.0007613805753846567,-0.6810765940648602,3.167622202751281e-5) Dual{Cells()}(-0.0007613805753846567,1.356720558922408,-6.946190796096453e-5) Dual{Cells()}(-0.0007613805753846567,-0.6755506761554833,3.626565457756824e-5) Dual{Cells()}(-0.0007613805753846567,-4.6134511729102664e-5,2.3817590959891228e-9) Dual{Cells()}(-0.0007613805753846567,-3.7027427303915546e-7,1.8934813878926048e-11) Dual{Cells()}(-0.0007662149561505234,-4.5943124931846556e-5,2.4571239109501937e-9) Dual{Cells()}(-0.0007662149561505234,-0.6755506761554833,3.441651981391768e-5) Dual{Cells()}(-0.0007662149561505234,0.67564228451255,-3.627056103287258e-5) Dual{Cells()}(-0.0007662149561505234,-4.529675242084661e-5,2.444894119829245e-9) Dual{Cells()}(-0.0007662149561505234,-3.6847971411663146e-7,1.970285535059885e-11) Dual{Cells()}(-0.000882096633677823,-4.4655211137529164e-5,2.5319338000240618e-9) Dual{Cells()}(-0.000882096633677823,0.6769094159306653,-3.8618255142895826e-5) Dual{Cells()}(-0.000882096633677823,-0.6768202712506862,3.6297177173677356e-5) Dual{Cells()}(-0.000882096633677823,-4.412339636457934e-5,2.504051854272325e-9) Dual{Cells()}(-0.000882096633677823,-3.6607247695664973e-7,2.076050355177192e-11) Dual{Cells()}(-0.000889637911904087,-4.505161366821204e-5,2.425966782875429e-9) Dual{Cells()}(-0.000889637911904087,-0.6768202712506862,3.8613198267068566e-5) Dual{Cells()}(-0.000889637911904087,1.3717798160970842,-7.40916575724894e-5) Dual{Cells()}(-0.000889637911904087,-0.6948696017060191,3.3590749814140575e-5) Dual{Cells()}(-0.000889637911904087,-4.451735319064544e-5,2.3991499026129493e-9) Dual{Cells()}(-0.000889637911904087,-3.741735201231239e-7,2.0152552144980853e-11) Dual{Cells()}(-0.0008944691123240688,-4.586684995656185e-5,2.2317689860831706e-9) Dual{Cells()}(-0.0008944691123240688,-0.6948696017060191,3.778963501969762e-5) Dual{Cells()}(-0.0008944691123240688,1.7681648918831245,-8.900069664863007e-5) Dual{Cells()}(-0.0008944691123240688,-1.0732037129974297,4.972114424524373e-5) Dual{Cells()}(-0.0008944691123240688,-4.532441741691955e-5,2.2066186132966996e-9) Dual{Cells()}(-0.0008944691123240688,-3.85912302309347e-7,1.8779901329432938e-11) Dual{Cells()}(-9.977805572562575e-16,-1.2241541759946105e-5,5.40662756490841e-10) Dual{Cells()}(-9.977805572562575e-16,-1.0732037129974297,5.540548959713692e-5) Dual{Cells()}(-9.977805572562575e-16,3.309060359800664,-0.0001486796705252377) Dual{Cells()}(-9.977805572562575e-16,-2.2358322045621546,9.403104476059698e-5) Dual{Cells()}(-9.977805572562575e-16,-1.2096929886346262e-5,5.344024753292337e-10) Dual{Cells()}(-9.977805572562575e-16,-1.0376943330091301e-7,4.583230142632872e-12) Dual{Cells()}(1.660464698964419e-15,-1.2281409287196421e-5,5.16917792410041e-10) Dual{Cells()}(1.660464698964419e-15,-2.2358322045621546,9.895744662357511e-5) Dual{Cells()}(1.660464698964419e-15,4.480865633196447,-0.00018863226109816898) Dual{Cells()}(1.660464698964419e-15,-2.2450089065710923,9.001878933585192e-5) Dual{Cells()}(1.660464698964419e-15,-1.2136334054674151e-5,5.108322816970906e-10) Dual{Cells()}(1.660464698964419e-15,-1.0431985854649156e-7,4.39061139973235e-12) Dual{Cells()}(-3.761700347884527e-16,-1.2291573630953366e-5,4.929484321428262e-10) Dual{Cells()}(-3.761700347884527e-16,-2.2450089065710923,9.460018419423465e-5) Dual{Cells()}(-3.761700347884527e-16,2.9459585429270305,-0.00011494088295850211) Dual{Cells()}(-3.761700347884527e-16,-0.7009250937423501,2.14016454284808e-5) Dual{Cells()}(-3.761700347884527e-16,-1.2146420735920191e-5,4.870387366205932e-10) Dual{Cells()}(-3.761700347884527e-16,-1.0461922125984369e-7,4.19525868277681e-12) Dual{Cells()}(0.0008642927778393722,-3.3183963394627864e-5,1.122497305305012e-9) Dual{Cells()}(0.0008642927778393722,-0.7009250937423501,2.4921109442910962e-5) Dual{Cells()}(0.0008642927778393722,1.1024592827313628,-3.456435656119641e-5) Dual{Cells()}(0.0008642927778393722,-0.4014679266169017,1.1234674954223555e-5) Dual{Cells()}(0.0008642927778393722,-3.279362585880555e-5,1.1079974931904843e-9) Dual{Cells()}(0.0008642927778393722,-2.847828574197736e-7,9.62895781361632e-12) Dual{Cells()}(0.0008913752600140195,-3.0566604586623094e-5,8.46501356065584e-10) Dual{Cells()}(0.0008913752600140195,-0.4014679266169017,1.3160471066694528e-5) Dual{Cells()}(0.0008913752600140195,0.7759089761790475,-2.1316621088228035e-5) Dual{Cells()}(0.0008913752600140195,-0.3743800045627917,9.3762083192221e-6) Dual{Cells()}(0.0008913752600140195,-3.0212260749063137e-5,8.343066484918489e-10) Dual{Cells()}(0.0008913752600140195,-2.6613401853583477e-7,7.36264017305389e-12) Dual{Cells()}(0.0009105333893684644,-2.8042296736053335e-5,6.920968121117979e-10) Dual{Cells()}(0.0009105333893684644,-0.3743800045627917,1.0080258071013446e-5) Dual{Cells()}(0.0009105333893684644,0.3744360176957048,-9.377587794499307e-6) Dual{Cells()}(0.0009105333893684644,-2.7723151161397065e-5,6.814016317369891e-10) Dual{Cells()}(0.0009105333893684644,-2.4768501566555475e-7,6.1039189842161054e-12) Dual{Cells()}(-2.6959750657621167e-11,-3.287147105080155e-5,1.2509518764686566e-9) Dual{Cells()}(-2.6959750657621167e-11,0.43370236244001037,-1.6504937258151247e-5) Dual{Cells()}(-2.6959750657621167e-11,-0.4336367007707659,1.6502438435153995e-5) Dual{Cells()}(-2.6959750657621167e-11,-3.249402952037982e-5,1.236589709360999e-9) Dual{Cells()}(-2.6959750657621167e-11,-2.9616867328660243e-7,1.1271447872108477e-11) Dual{Cells()}(-2.6630245339743904e-11,-3.2640896853881944e-5,1.2421771795207773e-9) Dual{Cells()}(-2.6630245339743904e-11,-0.4336367007707659,1.6502438444184867e-5) Dual{Cells()}(-2.6630245339743904e-11,0.8703749798454162,-3.312291024822911e-5) Dual{Cells()}(-2.6630245339743904e-11,-0.4366730712274541,1.6617990252371188e-5) Dual{Cells()}(-2.6630245339743904e-11,-3.2268700644220915e-5,1.2280146142390114e-9) Dual{Cells()}(-2.6630245339743904e-11,-2.9824969813620494e-7,1.1350646529556099e-11) Dual{Cells()}(-2.701839446496681e-11,-3.241353406942695e-5,1.2335246965010584e-9) Dual{Cells()}(-2.701839446496681e-11,-0.4366730712274541,1.6617990269723593e-5) Dual{Cells()}(-2.701839446496681e-11,1.1760106300788031,-4.475415243634276e-5) Dual{Cells()}(-2.701839446496681e-11,-0.7392727985119403,2.8133697644900227e-5) Dual{Cells()}(-2.701839446496681e-11,-3.204647461640699e-5,1.219557600143185e-9) Dual{Cells()}(-2.701839446496681e-11,-3.0033072297823286e-7,1.1429845181060906e-11) Dual{Cells()}(-4.5361382395722606e-17,-1.1721438707237301e-5,4.460693521407954e-10) Dual{Cells()}(-4.5361382395722606e-17,-0.7392727985119403,2.813369767094121e-5) Dual{Cells()}(-4.5361382395722606e-17,3.0929480829864016,-0.00011770494779280733) Dual{Cells()}(-4.5361382395722606e-17,-2.3536518643444864,8.957035885640549e-5) Dual{Cells()}(-4.5361382395722606e-17,-1.1589222214581609e-5,4.4103834153103967e-10) Dual{Cells()}(-4.5361382395722606e-17,-1.0946905305484744e-7,4.1661216507965335e-12) Dual{Cells()}(4.4962178208672255e-17,-1.1709995923712429e-5,4.456338873727307e-10) Dual{Cells()}(4.4962178208672255e-17,-2.3536518643444864,8.957035887377422e-5) Dual{Cells()}(4.4962178208672255e-17,4.709614570956596,-0.00017922865891276723) Dual{Cells()}(4.4962178208672255e-17,-2.3559393090047784,8.965740963066065e-5) Dual{Cells()}(4.4962178208672255e-17,-1.1578035940368735e-5,4.406126376437416e-10) Dual{Cells()}(4.4962178208672255e-17,-1.095754667049059e-7,4.1701714905667845e-12) Dual{Cells()}(-5.871462556616121e-18,-1.169857545469568e-5,4.4519927174111694e-10) Dual{Cells()}(-5.871462556616121e-18,-2.3559393090047784,8.965740963934889e-5) Dual{Cells()}(-5.871462556616121e-18,2.355962684133349,-8.965829919222361e-5) Dual{Cells()}(-5.871462556616121e-18,-1.1566871235153233e-5,4.401877546326469e-10) Dual{Cells()}(-5.871462556616121e-18,-1.096818803554471e-7,4.174221330750795e-12) Dual{Cells()}(-2.3724401039063115e-6,-7.63621585173253e-5,3.129630442634031e-9) Dual{Cells()}(-2.3724401039063115e-6,0.3992812889025976,-2.355359855142458e-5) Dual{Cells()}(-2.3724401039063115e-6,-0.39918320992854034,2.3546029144618178e-5) Dual{Cells()}(-2.3724401039063115e-6,-2.1499722212658342e-5,4.578010559924464e-10) Dual{Cells()}(-2.3724401039063115e-6,-2.170933273175533e-7,1.280225259236437e-11) Dual{Cells()}(-2.3949130482483967e-6,-7.553313321118283e-5,3.095689440792301e-9) Dual{Cells()}(-2.3949130482483967e-6,-0.39918320992854034,2.3546085765251917e-5) Dual{Cells()}(-2.3949130482483967e-6,0.8027840761760902,-4.735432101996901e-5) Dual{Cells()}(-2.3949130482483967e-6,-0.40350384400373257,2.3800799802901645e-5) Dual{Cells()}(-2.3949130482483967e-6,-2.1269655017584354e-5,4.540820813662413e-10) Dual{Cells()}(-2.3949130482483967e-6,-2.1945558848013188e-7,1.294151329099044e-11) Dual{Cells()}(-2.4139408562552545e-6,-7.472190445703526e-5,3.062476451512438e-9) Dual{Cells()}(-2.4139408562552545e-6,-0.40350384400373257,2.38008595463002e-5) Dual{Cells()}(-2.4139408562552545e-6,0.4035998321574242,-2.3808153386351478e-5) Dual{Cells()}(-2.4139408562552545e-6,-2.1044431374451595e-5,4.5038712980986134e-10) Dual{Cells()}(-2.4139408562552545e-6,-2.218178601166173e-7,1.3080772799360396e-11) Dual{Cells()}(-0.0005733721494846951,-7.125143817969426e-5,4.120505758009415e-9) Dual{Cells()}(-0.0005733721494846951,0.42113907167962367,-2.4544151445494597e-5) Dual{Cells()}(-0.0005733721494846951,-0.42099768308035135,2.298695727021803e-5) Dual{Cells()}(-0.0005733721494846951,-6.991004707297562e-5,4.053027741543462e-9) Dual{Cells()}(-0.0005733721494846951,-2.2711401966295656e-7,1.3147569666501094e-11) Dual{Cells()}(-0.0005808781035884957,-7.170623260688474e-5,3.929093043116329e-9) Dual{Cells()}(-0.0005808781035884957,-0.42099768308035135,2.4535963832431084e-5) Dual{Cells()}(-0.0005808781035884957,0.8558496533776365,-4.7101488054692365e-5) Dual{Cells()}(-0.0005808781035884957,-0.4347096658497499,2.130238706139244e-5) Dual{Cells()}(-0.0005808781035884957,-7.036483185567314e-5,3.864272084711305e-9) Dual{Cells()}(-0.0005808781035884957,-2.3338307263413597e-7,1.2799927018457422e-11) Dual{Cells()}(-0.0005859641999183581,-7.289517400486881e-5,3.5943345674389858e-9) Dual{Cells()}(-0.0005859641999183581,-0.4347096658497499,2.4106723823854514e-5) Dual{Cells()}(-0.0005859641999183581,1.1093236792652221,-5.673002942606285e-5) Dual{Cells()}(-0.0005859641999183581,-0.6744693396173547,3.1631789764331646e-5) Dual{Cells()}(-0.0005859641999183581,-7.153642749964904e-5,3.5329220676135647e-9) Dual{Cells()}(-0.0005859641999183581,-2.42196612936833e-7,1.195002691610035e-11) Dual{Cells()}(3.0042307049191837e-16,-1.9444853120311424e-5,8.672823160214788e-10) Dual{Cells()}(3.0042307049191837e-16,-0.6744693396173547,3.542050263014781e-5) Dual{Cells()}(3.0042307049191837e-16,2.0836303987285336,-9.467140642145487e-5) Dual{Cells()}(3.0042307049191837e-16,-1.4091224660619461,5.9769332759514946e-5) Dual{Cells()}(3.0042307049191837e-16,-1.9082819720432897e-5,8.517344625601184e-10) Dual{Cells()}(3.0042307049191837e-16,-6.537639190646634e-8,2.9166941167670485e-12) Dual{Cells()}(-1.3896365349084772e-15,-1.9508603472879233e-5,8.27882824793981e-10) Dual{Cells()}(-1.3896365349084772e-15,-1.4091224660619461,6.303789465350411e-5) Dual{Cells()}(-1.3896365349084772e-15,2.825692010395617,-0.0001199916268934074) Dual{Cells()}(-1.3896365349084772e-15,-1.4165308246064332,5.7187510399150393e-5) Dual{Cells()}(-1.3896365349084772e-15,-1.9145320997560584e-5,8.12606246802069e-10) Dual{Cells()}(-1.3896365349084772e-15,-6.580276715882405e-8,2.7925309993503104e-12) Dual{Cells()}(-1.3166540671961034e-16,-1.952224335068531e-5,7.881811063938288e-10) Dual{Cells()}(-1.3166540671961034e-16,-1.4165308246064332,6.022065081694962e-5) Dual{Cells()}(-1.3166540671961034e-16,1.859934512678051,-7.299514736253044e-5) Dual{Cells()}(-1.3166540671961034e-16,-0.44336494097140366,1.3494686650972194e-5) Dual{Cells()}(-1.3166540671961034e-16,-1.915879528243655e-5,7.731750743881391e-10) Dual{Cells()}(-1.3166540671961034e-16,-6.606158108571428e-8,2.6664837106836494e-12) Dual{Cells()}(0.0005609044353393394,-5.258679418212232e-5,1.7812177825137028e-9) Dual{Cells()}(0.0005609044353393394,-0.44336494097140366,1.580607294035475e-5) Dual{Cells()}(0.0005609044353393394,0.6975872922371265,-2.1818455920001317e-5) Dual{Cells()}(0.0005609044353393394,-0.25411797077107745,7.05974513107412e-6) Dual{Cells()}(0.0005609044353393394,-5.161341336056279e-5,1.742774606845145e-9) Dual{Cells()}(0.0005609044353393394,-1.802871026042211e-7,6.0976943485942596e-12) Dual{Cells()}(0.0005818568344711509,-4.801669547528405e-5,1.3227564804760184e-9) Dual{Cells()}(0.0005818568344711509,-0.25411797077107745,8.320239505917801e-6) Dual{Cells()}(0.0005818568344711509,0.4907998799509917,-1.3369761571799408e-5) Dual{Cells()}(0.0005818568344711509,-0.2365865750113592,5.851919167619231e-6) Dual{Cells()}(0.0005818568344711509,-4.7149051089394764e-5,1.2887365218539453e-9) Dual{Cells()}(0.0005818568344711509,-1.6842199043547553e-7,4.6229018940848136e-12) Dual{Cells()}(0.0005974394475089396,-4.356441449236444e-5,1.0646453380539062e-9) Dual{Cells()}(0.0005974394475089396,-0.2365865750113592,6.307400972913521e-6) Dual{Cells()}(0.0005974394475089396,0.23667309776268214,-5.85402096067773e-6) Dual{Cells()}(0.0005974394475089396,-4.2802029828125316e-5,1.0341139965448568e-9) Dual{Cells()}(0.0005974394475089396,-1.5630700241341056e-7,3.799767185986988e-12) Dual{Cells()}(0.0005330568823933155,-4.497832499217119e-5,1.157592091432457e-9) Dual{Cells()}(0.0005330568823933155,0.2512807559643695,-6.571657054768656e-6) Dual{Cells()}(0.0005330568823933155,-0.25119144735543436,7.001254664654419e-6) Dual{Cells()}(0.0005330568823933155,-4.4163853879156804e-5,1.1440684425307351e-9) Dual{Cells()}(0.0005330568823933155,-1.6643006376563454e-7,4.299803766561002e-12) Dual{Cells()}(0.0005333306013123084,-4.714860266061551e-5,1.3384379919937744e-9) Dual{Cells()}(0.0005333306013123084,-0.25119144735543436,6.569350679072898e-6) Dual{Cells()}(0.0005333306013123084,0.5206506067801786,-1.4741340617244015e-5) Dual{Cells()}(0.0005333306013123084,-0.26936552110337014,8.87727821167171e-6) Dual{Cells()}(0.0005333306013123084,-4.6311388301037135e-5,1.3208317177783596e-9) Dual{Cells()}(0.0005333306013123084,-1.7833041247367683e-7,5.076285730808778e-12) Dual{Cells()}(0.0005295975329153435,-4.951682741922084e-5,1.6731767344625705e-9) Dual{Cells()}(0.0005295975329153435,-0.26936552110337014,7.737421265256703e-6) Dual{Cells()}(0.0005295975329153435,0.7420366219611141,-2.3492931437328116e-5) Dual{Cells()}(0.0005295975329153435,-0.47257273967948593,1.6675860470754052e-5) Dual{Cells()}(0.0005295975329153435,-4.865295729108816e-5,1.6474425198793895e-9) Dual{Cells()}(0.0005295975329153435,-1.9139354768651462e-7,6.4750748014479224e-12) Dual{Cells()}(-3.725401568368566e-17,-1.8151373280036922e-5,7.124037326422682e-10) Dual{Cells()}(-3.725401568368566e-17,-0.47257273967948593,1.4612325944104543e-5) Dual{Cells()}(-3.725401568368566e-17,1.999418414795539,-7.655238752076226e-5) Dual{Cells()}(-3.725401568368566e-17,-1.5268096160222788,6.248466325766764e-5) Dual{Cells()}(-3.725401568368566e-17,-1.783669714119706e-5,7.00400053252596e-10) Dual{Cells()}(-3.725401568368566e-17,-7.102335291257917e-8,2.7882312265581486e-12) Dual{Cells()}(-2.696159150912292e-16,-1.81152844490551e-5,7.418801181152355e-10) Dual{Cells()}(-2.696159150912292e-16,-1.5268096160222788,5.9875111442588405e-5) Dual{Cells()}(-2.696159150912292e-16,3.053759953400015,-0.00012491838485629683) Dual{Cells()}(-2.696159150912292e-16,-1.526914349487925,6.52169663969422e-5) Dual{Cells()}(-2.696159150912292e-16,-1.780151000075825e-5,7.291191735581743e-10) Dual{Cells()}(-2.696159150912292e-16,-7.109536115919118e-8,2.9116751330964135e-12) Dual{Cells()}(7.392613687075593e-17,-1.804460107809858e-5,7.708620289049929e-10) Dual{Cells()}(7.392613687075593e-17,-1.526914349487925,6.243224768742981e-5) Dual{Cells()}(7.392613687075593e-17,2.267871445343914,-9.816443240065186e-5) Dual{Cells()}(7.392613687075593e-17,-0.7409212479761074,3.610752308158478e-5) Dual{Cells()}(7.392613687075593e-17,-1.773224829006633e-5,7.573575918705797e-10) Dual{Cells()}(7.392613687075593e-17,-7.10305139727897e-8,3.0338842006855078e-12) Dual{Cells()}(-0.0005273913092922992,-6.733789781785962e-5,3.129534441539706e-9) Dual{Cells()}(-0.0005273913092922992,-0.7409212479761074,3.2945934764914694e-5) Dual{Cells()}(-0.0005273913092922992,1.2292706643988809,-5.865471393552694e-5) Dual{Cells()}(-0.0005273913092922992,-0.4882156348358826,2.486181195797416e-5) Dual{Cells()}(-0.0005273913092922992,-6.617571619744867e-5,3.0731317947647403e-9) Dual{Cells()}(-0.0005273913092922992,-2.6797287575387985e-7,1.244755968170893e-11) Dual{Cells()}(-0.0005318206883871338,-6.558316283429012e-5,3.3244005810626412e-9) Dual{Cells()}(-0.0005318206883871338,-0.4882156348358826,2.2540975905330605e-5) Dual{Cells()}(-0.0005318206883871338,0.9742915639822796,-4.9389987799607136e-5) Dual{Cells()}(-0.0005318206883871338,-0.48594562236808586,2.5796516368330027e-5) Dual{Cells()}(-0.0005318206883871338,-6.44577012484884e-5,3.2633470377189005e-9) Dual{Cells()}(-0.0005318206883871338,-2.659142283186385e-7,1.3468270957434622e-11) Dual{Cells()}(-0.0005367652767223055,-6.427640447406697e-5,3.403096010472498e-9) Dual{Cells()}(-0.0005367652767223055,-0.48594562236808586,2.4521574895444558e-5) Dual{Cells()}(-0.0005367652767223055,0.4860733452352279,-2.5803273603037203e-5) Dual{Cells()}(-0.0005367652767223055,-6.318097258366217e-5,3.340411637451012e-9) Dual{Cells()}(-0.0005367652767223055,-2.6549008430233747e-7,1.404332093492683e-11) Dual{Cells()}(-0.0006528756565708791,-6.176651001518638e-5,3.5464232439589056e-9) Dual{Cells()}(-0.0006528756565708791,0.487179456075423,-2.8171977064983125e-5) Dual{Cells()}(-0.0006528756565708791,-0.4870566714502332,2.6419377928972777e-5) Dual{Cells()}(-0.0006528756565708791,-6.075511321551654e-5,3.4946812561051175e-9) Dual{Cells()}(-0.0006528756565708791,-2.6300195916073993e-7,1.5110056934443643e-11) Dual{Cells()}(-0.0006603560213043319,-6.221463434221761e-5,3.387494346607776e-9) Dual{Cells()}(-0.0006603560213043319,-0.4870566714502332,2.8164920347693045e-5) Dual{Cells()}(-0.0006603560213043319,0.9890606135661505,-5.4059474363623474e-5) Dual{Cells()}(-0.0006603560213043319,-0.5018802561343747,2.4471542936933646e-5) Dual{Cells()}(-0.0006603560213043319,-6.120160687264429e-5,3.33777719287228e-9) Dual{Cells()}(-0.0006603560213043319,-2.697403277671407e-7,1.469525316995555e-11) Dual{Cells()}(-0.0006653628024585275,-6.327770340724164e-5,3.105063840069566e-9) Dual{Cells()}(-0.0006653628024585275,-0.5018802561343747,2.7633356038549183e-5) Dual{Cells()}(-0.0006653628024585275,1.279411687906046,-6.504905829396416e-5) Dual{Cells()}(-0.0006653628024585275,-0.7774056239810502,3.629642917714224e-5) Dual{Cells()}(-0.0006653628024585275,-6.225078688598112e-5,3.0581565804548825e-9) Dual{Cells()}(-0.0006653628024585275,-2.793003278609729e-7,1.3710670057433098e-11) Dual{Cells()}(-1.9854099008008603e-16,-1.6882157756486008e-5,7.502831873404498e-10) Dual{Cells()}(-1.9854099008008603e-16,-0.7774056239810502,4.0571338141960926e-5) Dual{Cells()}(-1.9854099008008603e-16,2.399958433414048,-0.00010859766722380033) Dual{Cells()}(-1.9854099008008603e-16,-1.6225192434917284,6.860559955100772e-5) Dual{Cells()}(-1.9854099008008603e-16,-1.6608497073692158e-5,7.384859633723434e-10) Dual{Cells()}(-1.9854099008008603e-16,-7.528643919289961e-8,3.3463288489373614e-12) Dual{Cells()}(-9.184054717531478e-16,-1.69371965652518e-5,7.165969159211745e-10) Dual{Cells()}(-9.184054717531478e-16,-1.6225192434917284,7.229974589391625e-5) Dual{Cells()}(-9.184054717531478e-16,3.252921881859992,-0.00013769306981524079) Dual{Cells()}(-9.184054717531478e-16,-1.6303689628062834,6.565529737828664e-5) Dual{Cells()}(-9.184054717531478e-16,-1.66626214595519e-5,7.050528787115878e-10) Dual{Cells()}(-9.184054717531478e-16,-7.574395507876965e-8,3.2045348174677513e-12) Dual{Cells()}(-6.053062853775727e-17,-1.6949661113027668e-5,6.82630920968522e-10) Dual{Cells()}(-6.053062853775727e-17,-1.6303689628062834,6.908604539162935e-5) Dual{Cells()}(-6.053062853775727e-17,2.140233424243313,-8.381384962661703e-5) Dual{Cells()}(-6.053062853775727e-17,-0.5098307608051357,1.5535160741799502e-5) Dual{Cells()}(-6.053062853775727e-17,-1.6674958289426063e-5,6.713403718403922e-10) Dual{Cells()}(-6.053062853775727e-17,-7.601249201867435e-8,3.0606362667451725e-12) Dual{Cells()}(0.0006390418693162565,-4.569276176318242e-5,1.5468116658530007e-9) Dual{Cells()}(0.0006390418693162565,-0.5098307608051357,1.8157195217215988e-5) Dual{Cells()}(0.0006390418693162565,0.8020710665946978,-2.5107621770779878e-5) Dual{Cells()}(0.0006390418693162565,-0.2921494497507824,8.137684470242885e-6) Dual{Cells()}(0.0006390418693162565,-4.495602462832518e-5,1.5183478739825736e-9) Dual{Cells()}(0.0006390418693162565,-2.0725238828259008e-7,7.008374169365583e-12) Dual{Cells()}(0.0006615374468990375,-4.185386820095141e-5,1.1549999528632444e-9) Dual{Cells()}(0.0006615374468990375,-0.2921494497507824,9.569389042383487e-6) Dual{Cells()}(0.0006615374468990375,0.5644079996760208,-1.5422338947785386e-5) Dual{Cells()}(0.0006615374468990375,-0.27217530955439845,6.762776781893889e-6) Dual{Cells()}(0.0006615374468990375,-4.119285212433086e-5,1.1302672445063232e-9) Dual{Cells()}(0.0006615374468990375,-1.9365051468692302e-7,5.3300606336042176e-12) Dual{Cells()}(0.0006780075349787616,-3.812755609705462e-5,9.349108312570341e-10) Dual{Cells()}(0.0006780075349787616,-0.27217530955439845,7.282364237831574e-6) Dual{Cells()}(0.0006780075349787616,0.2722511584963473,-6.764628553491961e-6) Dual{Cells()}(0.0006780075349787616,-3.754145905568699e-5,9.128893055820274e-10) Dual{Cells()}(0.0006780075349787616,-1.7992679607684065e-7,4.3952388880372844e-12) Dual{Cells()}(0.0006139197512901113,-3.919362006819839e-5,1.0064778690211693e-9) Dual{Cells()}(0.0006139197512901113,0.28682126090190846,-7.480925465714624e-6) Dual{Cells()}(0.0006139197512901113,-0.28674330398287273,7.974946011932053e-6) Dual{Cells()}(0.0006139197512901113,-3.85732917377103e-5,9.956178186153794e-10) Dual{Cells()}(0.0006139197512901113,-1.900072298435622e-7,4.894327549923019e-12) Dual{Cells()}(0.0006132560745284264,-4.119034027623882e-5,1.167773077395019e-9) Dual{Cells()}(0.0006132560745284264,-0.28674330398287273,7.4789182352959e-6) Dual{Cells()}(0.0006132560745284264,0.5942187469033943,-1.679241309279297e-5) Dual{Cells()}(0.0006132560745284264,-0.30739349933454085,1.0126866294406362e-5) Dual{Cells()}(0.0006132560745284264,-4.0549695745338655e-5,1.1538133298642015e-9) Dual{Cells()}(0.0006132560745284264,-2.0354995910122055e-7,5.78342443984472e-12) Dual{Cells()}(0.0006079270364037916,-4.335756179274652e-5,1.4652734755859467e-9) Dual{Cells()}(0.0006079270364037916,-0.30739349933454085,8.815139514037558e-6) Dual{Cells()}(0.0006079270364037916,0.846524036072372,-2.6783358507168113e-5) Dual{Cells()}(0.0006079270364037916,-0.5390442671153349,1.9029356340451406e-5) Dual{Cells()}(0.0006079270364037916,-4.269369805468328e-5,1.4451878631737595e-9) Dual{Cells()}(0.0006079270364037916,-2.18362648803138e-7,7.386624427106762e-12) Dual{Cells()}(-2.6385199892197836e-16,-1.5906267894099438e-5,6.251313860800629e-10) Dual{Cells()}(-2.6385199892197836e-16,-0.5390442671153349,1.665357425908714e-5) Dual{Cells()}(-2.6385199892197836e-16,2.2796784222929047,-8.738202979350765e-5) Dual{Cells()}(-2.6385199892197836e-16,-1.7406025038686157,7.136144495528929e-5) Dual{Cells()}(-2.6385199892197836e-16,-1.566406792153339e-5,6.158411507035228e-10) Dual{Cells()}(-2.6385199892197836e-16,-8.097313857533468e-8,3.182854098273855e-12) Dual{Cells()}(2.3279998513931536e-16,-1.5876394517335245e-5,6.512919315220201e-10) Dual{Cells()}(2.3279998513931536e-16,-1.7406025038686157,6.83514292905027e-5) Dual{Cells()}(2.3279998513931536e-16,3.480875135764953,-0.0001426404531060498) Dual{Cells()}(2.3279998513931536e-16,-1.7402410396338701,7.449134939097466e-5) Dual{Cells()}(2.3279998513931536e-16,-1.5634833653746234e-5,6.414335819685736e-10) Dual{Cells()}(2.3279998513931536e-16,-8.103429669398087e-8,3.324184422898586e-12) Dual{Cells()}(-1.8347007883403734e-16,-1.5815694158258686e-5,6.770281435679579e-10) Dual{Cells()}(-1.8347007883403734e-16,-1.7402410396338701,7.12777121029251e-5) Dual{Cells()}(-1.8347007883403734e-16,2.5840716376522592,-0.00011210865392046658) Dual{Cells()}(-1.8347007883403734e-16,-0.8437991262001172,4.1268291918191956e-5) Dual{Cells()}(-1.8347007883403734e-16,-1.557518704261447e-5,6.666116241833344e-10) Dual{Cells()}(-1.8347007883403734e-16,-8.093707076093608e-8,3.4640598265846365e-12) Dual{Cells()}(-0.0006070564285898211,-5.904199056538821e-5,2.751696235384657e-9) Dual{Cells()}(-0.0006070564285898211,-0.8437991262001172,3.7615957436419926e-5) Dual{Cells()}(-0.0006070564285898211,1.3992511708804187,-6.69867892950744e-5) Dual{Cells()}(-0.0006070564285898211,-0.5553345511909646,2.839506087773406e-5) Dual{Cells()}(-0.0006070564285898211,-5.814644534275553e-5,2.7082716471584294e-9) Dual{Cells()}(-0.0006070564285898211,-3.050534286771396e-7,1.4210469336323105e-11) Dual{Cells()}(-0.0006115621628181487,-5.754432246357641e-5,2.927701103960794e-9) Dual{Cells()}(-0.0006115621628181487,-0.5553345511909646,2.5713023304497112e-5) Dual{Cells()}(-0.0006115621628181487,1.1073914354137862,-5.635833252397835e-5) Dual{Cells()}(-0.0006115621628181487,-0.5519423618420446,2.9431118835966302e-5) Dual{Cells()}(-0.0006115621628181487,-5.667582001561985e-5,2.880710512656381e-9) Dual{Cells()}(-0.0006115621628181487,-3.0223829775171416e-7,1.5365999430465115e-11) Dual{Cells()}(-0.00061647973047789,-5.6446228923406064e-5,3.001051743146517e-9) Dual{Cells()}(-0.00061647973047789,-0.5519423618420446,2.79574480369899e-5) Dual{Cells()}(-0.00061647973047789,0.5520547088679851,-2.9437088452703884e-5) Dual{Cells()}(-0.00061647973047789,-5.559945550051879e-5,2.952753156208074e-9) Dual{Cells()}(-0.00061647973047789,-3.0134151663306545e-7,1.6008122873957828e-11) Dual{Cells()}(-0.0007324867096915505,-5.4505627143624915e-5,3.112607196288914e-9) Dual{Cells()}(-0.0007324867096915505,0.55319383849042,-3.1802762966487384e-5) Dual{Cells()}(-0.0007324867096915505,-0.5530853179567456,2.985344397067299e-5) Dual{Cells()}(-0.0007324867096915505,-5.371601774872675e-5,3.0717583419016785e-9) Dual{Cells()}(-0.0007324867096915505,-2.9888878203984366e-7,1.70716655736386e-11) Dual{Cells()}(-0.0007399707606233553,-5.4938074897543654e-5,2.9770337528251605e-9) Dual{Cells()}(-0.0007399707606233553,-0.5530853179567456,3.179656123122516e-5) Dual{Cells()}(-0.0007399707606233553,1.1222205078220115,-6.10225544520141e-5) Dual{Cells()}(-0.0007399707606233553,-0.5690257994846563,2.7642107329899126e-5) Dual{Cells()}(-0.0007399707606233553,-5.414621039138509e-5,2.9377695084283365e-9) Dual{Cells()}(-0.0007399707606233553,-3.0609532053913196e-7,1.6589871907926634e-11) Dual{Cells()}(-0.0007449094947672996,-5.5899341297440275e-5,2.733019465083059e-9) Dual{Cells()}(-0.0007449094947672996,-0.5690257994846563,3.1163178833526905e-5) Dual{Cells()}(-0.0007449094947672996,1.4494498025570286,-7.33745165798708e-5) Dual{Cells()}(-0.0007449094947672996,-0.8803126912082264,4.0963646260488206e-5) Dual{Cells()}(-0.0007449094947672996,-5.509612136644818e-5,2.6960753538332594e-9) Dual{Cells()}(-0.0007449094947672996,-3.1640148221195917e-7,1.547064461899817e-11) Dual{Cells()}(3.341274954247979e-16,-1.491578296970889e-5,6.611083062388091e-10) Dual{Cells()}(3.341274954247979e-16,-0.8803126912082264,4.572696451620902e-5) Dual{Cells()}(3.341274954247979e-16,2.7162153715102613,-0.00012253221550148735) Dual{Cells()}(3.341274954247979e-16,-1.835872977619725,7.744588341658918e-5) Dual{Cells()}(3.341274954247979e-16,-1.4701703406357375e-5,6.518594773874816e-10) Dual{Cells()}(3.341274954247979e-16,-8.519593404282567e-8,3.7757434157085635e-12) Dual{Cells()}(-6.457422519643683e-17,-1.496430958328392e-5,6.31699687167565e-10) Dual{Cells()}(-6.457422519643683e-17,-1.835872977619725,8.156725247549753e-5) Dual{Cells()}(-6.457422519643683e-17,3.6800785021783553,-0.00015540361245745961) Dual{Cells()}(-6.457422519643683e-17,-1.8441757250347037,7.412670592874545e-5) Dual{Cells()}(-6.457422519643683e-17,-1.474952966067511e-5,6.226756812539487e-10) Dual{Cells()}(-6.457422519643683e-17,-8.568468308455058e-8,3.6162818935248127e-12) Dual{Cells()}(-1.4497259879695004e-18,-1.4975837867606184e-5,6.020325908902166e-10) Dual{Cells()}(-1.4497259879695004e-18,-1.8441757250347037,7.79564710385575e-5) Dual{Cells()}(-1.4497259879695004e-18,2.420503594261921,-9.463722266765541e-5) Dual{Cells()}(-1.4497259879695004e-18,-0.5762980464726827,1.7575837972503494e-5) Dual{Cells()}(-1.4497259879695004e-18,-1.4760953631512234e-5,5.932341962130636e-10) Dual{Cells()}(-1.4497259879695004e-18,-8.596303538446957e-8,3.4544897404830657e-12) Dual{Cells()}(0.0007172800097279361,-4.03964876408358e-5,1.36702214272444e-9) Dual{Cells()}(0.0007172800097279361,-0.5762980464726827,2.0509318018341505e-5) Dual{Cells()}(0.0007172800097279361,0.9065563665090197,-2.8397187042091375e-5) Dual{Cells()}(0.0007172800097279361,-0.3301778698021721,9.21537515720506e-6) Dual{Cells()}(0.0007172800097279361,-3.981952921042552e-5,1.3451003453614904e-9) Dual{Cells()}(0.0007172800097279361,-2.3421731364375074e-7,7.917746901490615e-12) Dual{Cells()}(0.0007413485307569071,-3.7091497849799615e-5,1.025072846570659e-9) Dual{Cells()}(0.0007413485307569071,-0.3301778698021721,1.0818629137946056e-5) Dual{Cells()}(0.0007413485307569071,0.6379959746281718,-1.747393106192586e-5) Dual{Cells()}(0.0007413485307569071,-0.30774422324302997,7.672804116841442e-6) Dual{Cells()}(0.0007413485307569071,-3.657120968956966e-5,1.006286334663624e-9) Dual{Cells()}(0.0007413485307569071,-2.188754303898857e-7,6.0351914956950386e-12) Dual{Cells()}(0.0007587338270915335,-3.3892338249563185e-5,8.333252893381903e-10) Dual{Cells()}(0.0007587338270915335,-0.30774422324302997,8.256518724200733e-6) Dual{Cells()}(0.0007587338270915335,0.307811746957896,-7.674458877983432e-6) Dual{Cells()}(0.0007587338270915335,-3.342784247017267e-5,8.167016961271351e-10) Dual{Cells()}(0.0007587338270915335,-2.0353414624747936e-7,4.988195109954109e-12) Dual{Cells()}(0.0006948525178663934,-3.472501237634857e-5,8.900935960017654e-10) Dual{Cells()}(0.0006948525178663934,0.32235419403115523,-8.389731081232876e-6) Dual{Cells()}(0.0006948525178663934,-0.32228501854976743,8.94811633864515e-6) Dual{Cells()}(0.0006948525178663934,-3.423688887117834e-5,8.811989056047365e-10) Dual{Cells()}(0.0006948525178663934,-2.1358014029728402e-7,5.4871299084903605e-12) Dual{Cells()}(0.0006932386334621537,-3.6567939288874304e-5,1.0356009843229566e-9) Dual{Cells()}(0.0006932386334621537,-0.32228501854976743,8.387954149662605e-6) Dual{Cells()}(0.0006932386334621537,0.6677765766523972,-1.884278399682335e-5) Dual{Cells()}(0.0006932386334621537,-0.3454186994081456,1.1376324919561525e-5) Dual{Cells()}(0.0006932386334621537,-3.606198818241807e-5,1.0242744146143307e-9) Dual{Cells()}(0.0006932386334621537,-2.2876701272430464e-7,6.4890147323785455e-12) Dual{Cells()}(0.0006862995586649304,-3.8560602598931044e-5,1.303281931069863e-9) Dual{Cells()}(0.0006862995586649304,-0.3454186994081456,9.892601168963334e-6) Dual{Cells()}(0.0006862995586649304,0.9510106469159517,-3.0073623035110965e-5) Dual{Cells()}(0.0006862995586649304,-0.6055151070029013,2.1383021186732983e-5) Dual{Cells()}(0.0006862995586649304,-3.8034571978836137e-5,1.2871792075046443e-9) Dual{Cells()}(0.0006862995586649304,-2.453303270490571e-7,8.296903346494988e-12) Dual{Cells()}(-1.2469752241765385e-16,-1.4155228629733617e-5,5.569041891203333e-10) Dual{Cells()}(-1.2469752241765385e-16,-0.6055151070029013,1.8694699290312828e-5) Dual{Cells()}(-1.2469752241765385e-16,2.5599218030118243,-9.821265950494697e-5) Dual{Cells()}(-1.2469752241765385e-16,-1.954378486779153,8.023952847572268e-5) Dual{Cells()}(-1.2469752241765385e-16,-1.3963078375653357e-5,5.495051889724558e-10) Dual{Cells()}(-1.2469752241765385e-16,-9.092276462296956e-8,3.5770794695453094e-12) Dual{Cells()}(-8.971676134713146e-17,-1.4129837388742213e-5,5.804183159773021e-10) Dual{Cells()}(-8.971676134713146e-17,-1.954378486779153,7.682852832709894e-5) Dual{Cells()}(-8.971676134713146e-17,3.9079537001692897,-0.0001603648483379576) Dual{Cells()}(-8.971676134713146e-17,-1.9535470544204396,8.376732087059249e-5) Dual{Cells()}(-8.971676134713146e-17,-1.3938159091352323e-5,5.725781754091027e-10) Dual{Cells()}(-8.971676134713146e-17,-9.097321710382008e-8,3.736310161933753e-12) Dual{Cells()}(-5.2737492634487574e-17,-1.4076652575957593e-5,6.035611770647135e-10) Dual{Cells()}(-5.2737492634487574e-17,-1.9535470544204396,8.012416313047887e-5) Dual{Cells()}(-5.2737492634487574e-17,2.900241385885964,-0.00012605533624156204) Dual{Cells()}(-5.2737492634487574e-17,-0.9466662781852186,4.643069361820854e-5) Dual{Cells()}(-5.2737492634487574e-17,-1.3885783955351712e-5,5.952874037772574e-10) Dual{Cells()}(-5.2737492634487574e-17,-9.08437741876004e-8,3.8938617648690436e-12) Dual{Cells()}(-0.0006867901460771258,-5.2564836469477024e-5,2.4552868896110288e-9) Dual{Cells()}(-0.0006867901460771258,-0.9466662781852186,4.228681263518872e-5) Dual{Cells()}(-0.0006867901460771258,1.5692157299664236,-7.532112350237088e-5) Dual{Cells()}(-0.0006867901460771258,-0.6224446911203787,3.192939959369805e-5) Dual{Cells()}(-0.0006867901460771258,-5.185368832421757e-5,2.42084731666637e-9) Dual{Cells()}(-0.0006867901460771258,-3.421360324736267e-7,1.597196264634934e-11) Dual{Cells()}(-0.0006913597564195665,-5.125962873492684e-5,2.6156125189266243e-9) Dual{Cells()}(-0.0006913597564195665,-0.6224446911203787,2.8885537844381037e-5) Dual{Cells()}(-0.0006913597564195665,1.2404751235018299,-6.332846658265039e-5) Dual{Cells()}(-0.0006913597564195665,-0.6179282650262226,3.3066613511729265e-5) Dual{Cells()}(-0.0006913597564195665,-5.05691599258834e-5,2.5783563840590193e-9) Dual{Cells()}(-0.0006913597564195665,-3.385665678057266e-7,1.7262162383128053e-11) Dual{Cells()}(-0.0006962379436933132,-5.031516502583061e-5,2.6839886897366767e-9) Dual{Cells()}(-0.0006962379436933132,-0.6179282650262226,3.139385586359683e-5) Dual{Cells()}(-0.0006962379436933132,0.6180285584486043,-3.30719610119494e-5) Dual{Cells()}(-0.0006962379436933132,-4.9641058595751957e-5,2.6456636555091723e-9) Dual{Cells()}(-0.0006962379436933132,-3.371987601508892e-7,1.7971188097440675e-11) Dual{Cells()}(-0.0008122492949517215,-4.876900928586039e-5,2.7733920965929886e-9) Dual{Cells()}(-0.0008122492949517215,0.6191813452471234,-3.543697911104007e-5) Dual{Cells()}(-0.0008122492949517215,-0.6190841059342844,3.328968593775069e-5) Dual{Cells()}(-0.0008122492949517215,-4.813558633518484e-5,2.7403592434050627e-9) Dual{Cells()}(-0.0008122492949517215,-3.3471721791573233e-7,1.9039573926301347e-11) Dual{Cells()}(-0.0008197578912476383,-4.918260629817314e-5,2.655345652519583e-9) Dual{Cells()}(-0.0008197578912476383,-0.6190841059342844,3.54314461306092e-5) Dual{Cells()}(-0.0008197578912476383,1.2553301603354972,-6.799152239096431e-5) Dual{Cells()}(-0.0008197578912476383,-0.6361479826540447,3.081437719377622e-5) Dual{Cells()}(-0.0008197578912476383,-4.8546739341873814e-5,2.6235829015057854e-9) Dual{Cells()}(-0.0008197578912476383,-3.424015280219294e-7,1.8490454727675175e-11) Dual{Cells()}(-0.0008246363942643107,-5.0060073075677743e-5,2.4406577661484046e-9) Dual{Cells()}(-0.0008246363942643107,-0.6361479826540447,3.4696538872287105e-5) Dual{Cells()}(-0.0008246363942643107,1.6194419703351022,-8.17069818308509e-5) Dual{Cells()}(-0.0008246363942643107,-0.9831941593882604,4.563371616620168e-5) Dual{Cells()}(-0.0008246363942643107,-4.9414746977320335e-5,2.410829442035934e-9) Dual{Cells()}(-0.0008246363942643107,-3.5347274396796215e-7,1.7236070007984842e-11) Dual{Cells()}(1.0482535490233458e-15,-1.3359379313143429e-5,5.908986259294858e-10) Dual{Cells()}(1.0482535490233458e-15,-0.9831941593882604,5.0887735807061666e-5) Dual{Cells()}(1.0482535490233458e-15,3.0324143724176356,-0.00013647564988443007) Dual{Cells()}(1.0482535490233458e-15,-2.0491935711907034,8.629041954294607e-5) Dual{Cells()}(1.0482535490233458e-15,-1.3187357674965769e-5,5.834564871263539e-10) Dual{Cells()}(1.0482535490233458e-15,-9.510168388396703e-8,4.2065506970039996e-12) Dual{Cells()}(1.4679686216095243e-15,-1.3402849281842572e-5,5.648072101957777e-10) Dual{Cells()}(1.4679686216095243e-15,-2.0491935711907034,9.084075514273678e-5) Dual{Cells()}(1.4679686216095243e-15,4.107180227029794,-0.00017312356842777543) Dual{Cells()}(1.4679686216095243e-15,-2.057959927094219,8.260172049290837e-5) Dual{Cells()}(1.4679686216095243e-15,-1.3230272180019454e-5,5.575618123954029e-10) Dual{Cells()}(1.4679686216095243e-15,-9.562340928426093e-8,4.029419826481328e-12) Dual{Cells()}(-1.7193470938452555e-16,-1.3413605043779616e-5,5.384764275690073e-10) Dual{Cells()}(-1.7193470938452555e-16,-2.057959927094219,8.683202247978478e-5) Dual{Cells()}(-1.7193470938452555e-16,2.700752380752153,-0.00010546489782519142) Dual{Cells()}(-1.7193470938452555e-16,-0.6427657032005224,1.9616288221435816e-5) Dual{Cells()}(-1.7193470938452555e-16,-1.3240939324687235e-5,5.31428765730209e-10) Dual{Cells()}(-1.7193470938452555e-16,-9.591304296359107e-8,3.849745555956811e-12) Dual{Cells()}(0.000795659232297683,-3.620024493854341e-5,1.2247173148355456e-9) Dual{Cells()}(0.000795659232297683,-0.6427657032005224,2.2862103578001996e-5) Dual{Cells()}(0.000795659232297683,1.011038317332285,-3.16863724725316e-5) Dual{Cells()}(0.000795659232297683,-0.368200416487135,1.0292448232622545e-5) Dual{Cells()}(0.000795659232297683,-3.573621338866525e-5,1.2073147601768694e-9) Dual{Cells()}(0.000795659232297683,-2.611863003164909e-7,8.831074874869836e-12) Dual{Cells()}(0.000821328382761022,-3.330069578526284e-5,9.214035717338653e-10) Dual{Cells()}(0.000821328382761022,-0.368200416487135,1.206764345782906e-5) Dual{Cells()}(0.000821328382761022,0.7115555540693197,-1.9523717474136058e-5) Dual{Cells()}(0.000821328382761022,-0.34328871223277274,8.58154748796398e-6) Dual{Cells()}(0.000821328382761022,-3.2880572147639735e-5,9.066512817694338e-10) Dual{Cells()}(0.000821328382761022,-2.4408147904763053e-7,6.7440928908836165e-12) Dual{Cells()}(0.0008396530134286916,-3.049997320137013e-5,7.515511168998651e-10) Dual{Cells()}(0.0008396530134286916,-0.34328871223277274,9.229434579799497e-6) Dual{Cells()}(0.0008396530134286916,0.34334956219588325,-8.583043023070369e-6) Dual{Cells()}(0.0008396530134286916,-3.012290598344603e-5,7.385630100508216e-10) Dual{Cells()}(0.0008396530134286916,-2.2708392570527562e-7,5.584307402582443e-12) Dual{Cells()}(0.0007766439475099097,-3.13451554054517e-5,7.961865821069614e-10) Dual{Cells()}(0.0007766439475099097,0.36109836416404006,-9.51959248671524e-6) Dual{Cells()}(0.0007766439475099097,-0.36103398666681497,1.0164304148389276e-5) Dual{Cells()}(0.0007766439475099097,-3.2792644493197445e-5,1.1190357962279249e-9) Dual{Cells()}(0.0007766439475099097,-2.396973264411975e-7,6.2434018379289445e-12) Dual{Cells()}(0.0007741129881612865,-3.2997018450546425e-5,9.287165696269721e-10) Dual{Cells()}(0.0007741129881612865,-0.36103398666681497,9.518105793622333e-6) Dual{Cells()}(0.0007741129881612865,0.7463958963938054,-2.1335859837258473e-5) Dual{Cells()}(0.0007741129881612865,-0.3852948826605032,1.2871548681889839e-5) Dual{Cells()}(0.0007741129881612865,-3.377430084877504e-5,1.2312212798795204e-9) Dual{Cells()}(0.0007741129881612865,-2.557471880061886e-7,7.350064312460292e-12) Dual{Cells()}(0.0007655684419889312,-3.4764946843335095e-5,1.1728829395289683e-9) Dual{Cells()}(0.0007655684419889312,-0.3852948826605032,1.1169779925287455e-5) Dual{Cells()}(0.0007655684419889312,1.0587918840461805,-3.389843255830272e-5) Dual{Cells()}(0.0007655684419889312,-0.6734274106771283,2.4098669272597146e-5) Dual{Cells()}(0.0007655684419889312,-3.4552772016542285e-5,1.4292300384611266e-9) Dual{Cells()}(0.0007655684419889312,-2.7298968915164806e-7,9.351917951353e-12) Dual{Cells()}(-5.114288233487279e-16,-1.2751555194084454e-5,5.023179089911253e-10) Dual{Cells()}(-5.114288233487279e-16,-0.6734274106771283,2.1024576306284044e-5) Dual{Cells()}(-5.114288233487279e-16,2.841014824757871,-0.0001104213483938408) Dual{Cells()}(-5.114288233487279e-16,-2.167562134203177,9.021725025280079e-5) Dual{Cells()}(-5.114288233487279e-16,-1.2427447593559579e-5,5.794100941834611e-10) Dual{Cells()}(-5.114288233487279e-16,-1.0087477835954635e-7,4.021563100375e-12) Dual{Cells()}(3.5410773511215646e-16,-1.272561350863739e-5,5.2381003125688e-10) Dual{Cells()}(3.5410773511215646e-16,-2.167562134203177,8.632167560742562e-5) Dual{Cells()}(3.5410773511215646e-16,4.332605679697844,-0.0001802011811028026) Dual{Cells()}(3.5410773511215646e-16,-2.1650183813361914,9.414365098160634e-5) Dual{Cells()}(3.5410773511215646e-16,-1.233769067777628e-5,5.970435901084051e-10) Dual{Cells()}(3.5410773511215646e-16,-1.0085428967476584e-7,4.1985783512754995e-12) Dual{Cells()}(-1.8947226562394784e-16,-1.267462302357434e-5,5.449698921045612e-10) Dual{Cells()}(-1.8947226562394784e-16,-2.1650183813361914,8.99828810492046e-5) Dual{Cells()}(-1.8947226562394784e-16,3.212562918806965,-0.00014159819822180257) Dual{Cells()}(-1.8947226562394784e-16,-1.0475195365860508,5.218757693776937e-5) Dual{Cells()}(-1.8947226562394784e-16,-1.2225625848364084e-5,6.14676893457281e-10) Dual{Cells()}(-1.8947226562394784e-16,-1.006358506887302e-7,4.373795483979298e-12) Dual{Cells()}(-0.0007691759975578068,-4.731401037823325e-5,2.219364117922017e-9) Dual{Cells()}(-0.0007691759975578068,-1.0475195365860508,4.745345205682007e-5) Dual{Cells()}(-0.0007691759975578068,1.735311167460643,-8.45624419692421e-5) Dual{Cells()}(-0.0007691759975578068,-0.6876987648829326,3.584807392475297e-5) Dual{Cells()}(-0.0007691759975578068,-4.517360079061622e-5,2.4619852572259676e-9) Dual{Cells()}(-0.0007691759975578068,-3.783804909333514e-7,1.79251245357779e-11) Dual{Cells()}(-0.0007736781388126369,-4.6134511729102664e-5,2.3673504428803632e-9) Dual{Cells()}(-0.0007736781388126369,-0.6876987648829326,3.237038640882375e-5) Dual{Cells()}(-0.0007736781388126369,1.369338931193269,-7.101390962979329e-5) Dual{Cells()}(-0.0007736781388126369,-0.6815500750153766,3.707239429661065e-5) Dual{Cells()}(-0.0007736781388126369,-4.358311269396663e-5,2.593043113255925e-9) Dual{Cells()}(-0.0007736781388126369,-3.7367053675945516e-7,1.9353101529757415e-11) Dual{Cells()}(-0.000778480899420199,-4.529675242084661e-5,2.4315620757159208e-9) Dual{Cells()}(-0.000778480899420199,-0.6815500750153766,3.516104496081343e-5) Dual{Cells()}(-0.000778480899420199,0.6816383030490474,-3.707731953147412e-5) Dual{Cells()}(-0.000778480899420199,-4.255963830767935e-5,2.6515198245236353e-9) Dual{Cells()}(-0.000778480899420199,-3.716429422853397e-7,2.013169216901468e-11) Dual{Cells()}(-0.0008920789195940625,-4.412339636457934e-5,2.5008306039697557e-9) Dual{Cells()}(-0.0008920789195940625,0.6851546406746187,-3.907294070144668e-5) Dual{Cells()}(-0.0008920789195940625,-0.6850665434005869,3.67269858865114e-5) Dual{Cells()}(-0.0008920789195940625,-4.360332632597019e-5,2.4737273223524234e-9) Dual{Cells()}(-0.0008920789195940625,-3.7055134125851577e-7,2.1006402316371298e-11) Dual{Cells()}(-0.0008996255725730039,-4.451735319064544e-5,2.3963953564552586e-9) Dual{Cells()}(-0.0008996255725730039,-0.6850665434005869,3.906794510140078e-5) Dual{Cells()}(-0.0008996255725730039,1.3884124247133625,-7.496350874134902e-5) Dual{Cells()}(-0.0008996255725730039,-0.7032569903062245,3.3987527580518286e-5) Dual{Cells()}(-0.0008996255725730039,-4.399494143708231e-5,2.370334417159304e-9) Dual{Cells()}(-0.0008996255725730039,-3.7871192345092135e-7,2.0390053088534542e-11) Dual{Cells()}(-0.0009044504082673971,-4.532441741691955e-5,2.204813175906178e-9) Dual{Cells()}(-0.0009044504082673971,-0.7032569903062245,3.823173572565649e-5) Dual{Cells()}(-0.0009044504082673971,1.7894081191271667,-9.004316743899833e-5) Dual{Cells()}(-0.0009044504082673971,-1.0860606196647762,5.030531581330794e-5) Dual{Cells()}(-0.0009044504082673971,-4.479419259498e-5,2.180393181744882e-9) Dual{Cells()}(-0.0009044504082673971,-3.905461541808187e-7,1.900051119679009e-11) Dual{Cells()}(2.0104388261492045e-15,-1.2096929886346262e-5,5.341756359092165e-10) Dual{Cells()}(2.0104388261492045e-15,-1.0860606196647762,5.605123569957987e-5) Dual{Cells()}(2.0104388261492045e-15,3.3485777181287606,-0.00015042391945262575) Dual{Cells()}(2.0104388261492045e-15,-2.2624929409007297,9.513733104567458e-5) Dual{Cells()}(2.0104388261492045e-15,-1.1955625746874552e-5,5.281040197058639e-10) Dual{Cells()}(2.0104388261492045e-15,-1.0500762106117969e-7,4.637057056922721e-12) Dual{Cells()}(2.6515568150391636e-15,-1.2136334054674151e-5,5.107319662079696e-10) Dual{Cells()}(2.6515568150391636e-15,-2.2624929409007297,0.00010011753675100732) Dual{Cells()}(2.6515568150391636e-15,4.534246236565041,-0.0001908488174473738) Dual{Cells()}(2.6515568150391636e-15,-2.2717290591612542,9.107884320471909e-5) Dual{Cells()}(2.6515568150391636e-15,-1.1994606833176466e-5,5.048339122291836e-10) Dual{Cells()}(2.6515568150391636e-15,-1.0556216899689866e-7,4.442224845526984e-12) Dual{Cells()}(-9.73459890953728e-17,-1.2146420735920191e-5,4.870659103076956e-10) Dual{Cells()}(-9.73459890953728e-17,-2.2717290591612542,9.571046643031474e-5) Dual{Cells()}(-9.73459890953728e-17,2.98098748926223,-0.0001162952307168356) Dual{Cells()}(-9.73459890953728e-17,-0.7092341731690807,2.1656806328330718e-5) Dual{Cells()}(-9.73459890953728e-17,-1.200464821143267e-5,4.813425992646954e-10) Dual{Cells()}(-9.73459890953728e-17,-1.0586294786744485e-7,4.244631248140113e-12) Dual{Cells()}(0.000874100840910033,-3.279362585880555e-5,1.1092720923932838e-9) Dual{Cells()}(0.000874100840910033,-0.7092341731690807,2.5215414904190294e-5) Dual{Cells()}(0.000874100840910033,1.1155207934053202,-3.497570737044064e-5) Dual{Cells()}(0.000874100840910033,-0.40622112574534225,1.1369347736452576e-5) Dual{Cells()}(0.000874100840910033,-3.2412710916521256e-5,1.0952779797376674e-9) Dual{Cells()}(0.000874100840910033,-2.8815412182707936e-7,9.742969470173741e-12) Dual{Cells()}(0.0009013859813420731,-3.0212260749063137e-5,8.367836464404693e-10) Dual{Cells()}(0.0009013859813420731,-0.40622112574534225,1.3316686957996724e-5) Dual{Cells()}(0.0009013859813420731,0.7851040276504581,-2.1572896230654506e-5) Dual{Cells()}(0.0009013859813420731,-0.3788225533567727,9.489796136124174e-6) Dual{Cells()}(0.0009013859813420731,-2.986700218770714e-5,8.250753637489737e-10) Dual{Cells()}(0.0009013859813420731,-2.692854063392599e-7,7.451021900907903e-12) Dual{Cells()}(0.0009206638480377033,-2.7723151161397065e-5,6.843608492570677e-10) Dual{Cells()}(0.0009206638480377033,-0.3788225533567727,1.0201879474981256e-5) Dual{Cells()}(0.0009206638480377033,0.3788779397747696,-9.491160485582486e-6) Dual{Cells()}(0.0009206638480377033,-2.7412637250275312e-5,6.741300485059151e-10) Dual{Cells()}(0.0009206638480377033,-2.5062958525820994e-7,6.178163744804235e-12) Dual{Cells()}(-3.006568886955826e-11,-3.249402952037982e-5,1.236589955131829e-9) Dual{Cells()}(-3.006568886955826e-11,0.4386945252179029,-1.669491935662295e-5) Dual{Cells()}(-3.006568886955826e-11,-0.4386296064434843,1.669244880426079e-5) Dual{Cells()}(-3.006568886955826e-11,-3.2125154257291946e-5,1.2225518975939974e-9) Dual{Cells()}(-3.006568886955826e-11,-2.995906409718258e-7,1.1401663026825948e-11) Dual{Cells()}(-2.977828259115046e-11,-3.2268700644220915e-5,1.228014858359456e-9) Dual{Cells()}(-2.977828259115046e-11,-0.4386296064434843,1.6692448814128314e-5) Dual{Cells()}(-2.977828259115046e-11,0.8803600575398225,-3.3502903072302294e-5) Dual{Cells()}(-2.977828259115046e-11,-0.4416659758302515,1.6808000584623874e-5) Dual{Cells()}(-2.977828259115046e-11,-3.1904893776611666e-5,1.2141696843744386e-9) Dual{Cells()}(-2.977828259115046e-11,-3.016716658258777e-7,1.1480861569356724e-11) Dual{Cells()}(-3.024609536265383e-11,-3.204647461640699e-5,1.2195578426905282e-9) Dual{Cells()}(-3.024609536265383e-11,-0.4416659758302515,1.68080006036643e-5) Dual{Cells()}(-3.024609536265383e-11,1.18941570579596,-4.5264296958430846e-5) Dual{Cells()}(-3.024609536265383e-11,-0.7476856921059826,2.845385932667719e-5) Dual{Cells()}(-3.024609536265383e-11,-3.1687632418760206e-5,1.2059016048239885e-9) Dual{Cells()}(-3.024609536265383e-11,-3.03752690671539e-7,1.1560060105283195e-11) Dual{Cells()}(-2.8239495686867436e-19,-1.1589222214581609e-5,4.4103842928130143e-10) Dual{Cells()}(-2.8239495686867436e-19,-0.7476856921059826,2.84538593553325e-5) Dual{Cells()}(-2.8239495686867436e-19,3.1280666027105677,-0.0001190414207039448) Dual{Cells()}(-2.8239495686867436e-19,-2.380357750716802,9.058667998775086e-5) Dual{Cells()}(-2.8239495686867436e-19,-1.1459954135657847e-5,4.3611895285328044e-10) Dual{Cells()}(-2.8239495686867436e-19,-1.1071143270866679e-7,4.213397459461798e-12) Dual{Cells()}(-1.3557597524423337e-17,-1.1578035940368735e-5,4.406127253168327e-10) Dual{Cells()}(-1.3557597524423337e-17,-2.380357750716802,9.058668000686438e-5) Dual{Cells()}(-1.3557597524423337e-17,4.763026077352672,-0.00018126129104347884) Dual{Cells()}(-1.3557597524423337e-17,-2.382645188766239,9.067373051368432e-5) Dual{Cells()}(-1.3557597524423337e-17,-1.14490158437357e-5,4.3570268613330596e-10) Dual{Cells()}(-1.3557597524423337e-17,-1.1081784635886738e-7,4.21744729329603e-12) Dual{Cells()}(1.164854996476589e-17,-1.1566871235153233e-5,4.4018784222495677e-10) Dual{Cells()}(1.164854996476589e-17,-2.382645188766239,9.067373052324592e-5) Dual{Cells()}(1.164854996476589e-17,2.3826683046601422,-9.067461020985986e-5) Dual{Cells()}(1.164854996476589e-17,-1.143809840807993e-5,4.3528721316559956e-10) Dual{Cells()}(1.164854996476589e-17,-1.109242600096341e-7,4.221497127590551e-12) Dual{Cells()}(-5.201952362277971e-6,-2.113294623502539e-5,6.908231280066821e-10) Dual{Cells()}(-5.201952362277971e-6,-2.1499722212658342e-5,3.4369689181101766e-9) Dual{Cells()}(-5.201952362277971e-6,0.0710882660544948,-4.822559666380914e-5) Dual{Cells()}(-5.201952362277971e-6,-0.07104559474342248,4.804154360048353e-5) Dual{Cells()}(-5.201952362277971e-6,-3.864262462783888e-8,2.611175606109052e-11) Dual{Cells()}(-5.241749190925884e-6,-2.0962186355464697e-5,9.843273762552584e-10) Dual{Cells()}(-5.241749190925884e-6,-2.1269655017584354e-5,3.4004505870568886e-9) Dual{Cells()}(-5.241749190925884e-6,-0.07104559474342248,4.8037558307277486e-5) Dual{Cells()}(-5.241749190925884e-6,0.14288429791034668,-9.677495860112225e-5) Dual{Cells()}(-5.241749190925884e-6,-0.07179643227238425,4.855139584367753e-5) Dual{Cells()}(-5.241749190925884e-6,-3.9053166924877716e-8,2.6390370582913686e-11) Dual{Cells()}(-5.268096983227764e-6,-2.0758651451845993e-5,1.1168464857042424e-9) Dual{Cells()}(-5.268096983227764e-6,-2.1044431374451595e-5,3.3646987501210647e-9) Dual{Cells()}(-5.268096983227764e-6,-0.07179643227238425,4.854755946032936e-5) Dual{Cells()}(-5.268096983227764e-6,0.0718382748188647,-4.873502173499765e-5) Dual{Cells()}(-5.268096983227764e-6,-3.946365415714472e-8,2.6668989652088198e-11) Dual{Cells()}(-0.0005833031086470648,-6.861806127778305e-5,3.973643632076238e-9) Dual{Cells()}(-0.0005833031086470648,-6.991004707297562e-5,4.0388017430684245e-9) Dual{Cells()}(-0.0005833031086470648,0.42939591561657725,-2.499742934724727e-5) Dual{Cells()}(-0.0005833031086470648,-0.4292571559073639,2.3415900637593216e-5) Dual{Cells()}(-0.0005833031086470648,-2.3160086258558796e-7,1.3392838682493757e-11) Dual{Cells()}(-0.0005908037632974051,-6.907254929087952e-5,3.789526490041105e-9) Dual{Cells()}(-0.0005908037632974051,-7.036483185567314e-5,3.85212011888099e-9) Dual{Cells()}(-0.0005908037632974051,-0.4292571559073639,2.4989402650473023e-5) Dual{Cells()}(-0.0005908037632974051,0.8725045676736967,-4.797089129658429e-5) Dual{Cells()}(-0.0005908037632974051,-0.443107736456647,2.1698436617163785e-5) Dual{Cells()}(-0.0005908037632974051,-2.3792853915244807e-7,1.3036791759553865e-11) Dual{Cells()}(-0.0005958792511582638,-7.022730267243246e-5,3.4656452397220613e-9) Dual{Cells()}(-0.0005958792511582638,-7.153642749964904e-5,3.5249097582175082e-9) Dual{Cells()}(-0.0005958792511582638,-0.443107736456647,2.4547335242627055e-5) Dual{Cells()}(-0.0005958792511582638,1.130588174851374,-5.776946869648583e-5) Dual{Cells()}(-0.0005958792511582638,-0.6873384278293831,3.221469340087106e-5) Dual{Cells()}(-0.0005958792511582638,-2.468351716675232e-7,1.21700547689072e-11) Dual{Cells()}(-1.0942991909931339e-15,-1.873400239012259e-5,8.357099290339458e-10) Dual{Cells()}(-1.0942991909931339e-15,-1.9082819720432897e-5,8.506991493908088e-10) Dual{Cells()}(-1.0942991909931339e-15,-0.6873384278293831,3.606402886805085e-5) Dual{Cells()}(-1.0942991909931339e-15,2.123176422641897,-9.641161840810367e-5) Dual{Cells()}(-1.0942991909931339e-15,-1.435800111375162,6.087358759815157e-5) Dual{Cells()}(-1.0942991909931339e-15,-6.661524121354044e-8,2.9703864161636126e-12) Dual{Cells()}(-3.283572322655066e-15,-1.8795306427950677e-5,7.97397339936545e-10) Dual{Cells()}(-3.283572322655066e-15,-1.9145320997560584e-5,8.121161243242011e-10) Dual{Cells()}(-3.283572322655066e-15,-1.435800111375162,6.419523556322917e-5) Dual{Cells()}(-3.283572322655066e-15,2.879100941296291,-0.00012220367491919782) Dual{Cells()}(-3.283572322655066e-15,-1.4432628222482256,5.824572973547279e-5) Dual{Cells()}(-3.283572322655066e-15,-6.70454775777616e-8,2.844020941889174e-12) Dual{Cells()}(3.086154472328423e-16,-1.8808621447915162e-5,7.58784782972366e-10) Dual{Cells()}(3.086154472328423e-16,-1.915879528243655e-5,7.732336808157689e-10) Dual{Cells()}(3.086154472328423e-16,-1.4432628222482256,6.132847493112555e-5) Dual{Cells()}(3.086154472328423e-16,1.8949739050706078,-7.434715364229062e-5) Dual{Cells()}(3.086154472328423e-16,-0.45167304810017445,1.3749726128375937e-5) Dual{Cells()}(3.086154472328423e-16,-6.730547732657001e-8,2.715743911843601e-12) Dual{Cells()}(0.0005706650979975311,-5.067540107121235e-5,1.7111622323240147e-9) Dual{Cells()}(0.0005706650979975311,-5.161341336056279e-5,1.7480915178937542e-9) Dual{Cells()}(0.0005706650979975311,-0.45167304810017445,1.6099889172439203e-5) Dual{Cells()}(0.0005706650979975311,0.7106475912360414,-2.2229563452470052e-5) Dual{Cells()}(0.0005706650979975311,-0.25887207066379536,7.194499531075702e-6) Dual{Cells()}(0.0005706650979975311,-1.8365763988018913e-7,6.211523830112609e-12) Dual{Cells()}(0.0005918083491787016,-4.6312149881460656e-5,1.266564170822717e-9) Dual{Cells()}(0.0005918083491787016,-4.7149051089394764e-5,1.2991588851211813e-9) Dual{Cells()}(0.0005918083491787016,-0.25887207066379536,8.476372160876935e-6) Dual{Cells()}(0.0005918083491787016,0.5000021499968934,-1.3626389944601355e-5) Dual{Cells()}(0.0005918083491787016,-0.24103644655648038,5.965826913622911e-6) Dual{Cells()}(0.0005918083491787016,-1.7157564682630554e-7,4.7113255094218846e-12) Dual{Cells()}(0.0006074999744120623,-4.206569492796489e-5,1.017273723329329e-9) Dual{Cells()}(0.0006074999744120623,-4.2802029828125316e-5,1.0464934363835064e-9) Dual{Cells()}(0.0006074999744120623,-0.24103644655648038,6.42932057764296e-6) Dual{Cells()}(0.0006074999744120623,0.24112147354156535,-5.967893847282665e-6) Dual{Cells()}(0.0006074999744120623,-1.592603289024255e-7,3.874259975993482e-12) Dual{Cells()}(0.0005431607446598446,-4.337820585600399e-5,1.1231421805587898e-9) Dual{Cells()}(0.0005431607446598446,-4.4163853879156804e-5,1.1362929875204065e-9) Dual{Cells()}(0.0005431607446598446,0.25572379307455073,-6.685344229888634e-6) Dual{Cells()}(0.0005431607446598446,-0.25563608163733464,7.1229994080800774e-6) Dual{Cells()}(0.0005431607446598446,-1.6937748093426537e-7,4.374151631338662e-12) Dual{Cells()}(0.0005433181335183238,-4.5503300688825314e-5,1.2973586930879363e-9) Dual{Cells()}(0.0005433181335183238,-4.6311388301037135e-5,1.3144450644175122e-9) Dual{Cells()}(0.0005433181335183238,-0.25563608163733464,6.683080043087384e-6) Dual{Cells()}(0.0005433181335183238,0.529847282922217,-1.499776929379859e-5) Dual{Cells()}(0.0005433181335183238,-0.2741192051129754,9.03348676336121e-6) Dual{Cells()}(0.0005433181335183238,-1.814829171850562e-7,5.164699749094702e-12) Dual{Cells()}(0.0005393864804415293,-4.781867683931018e-5,1.61911661436518e-9) Dual{Cells()}(0.0005393864804415293,-4.865295729108816e-5,1.6440306109625593e-9) Dual{Cells()}(0.0005393864804415293,-0.2741192051129754,7.872152608260315e-6) Dual{Cells()}(0.0005393864804415293,0.7550976162031653,-2.390424801534503e-5) Dual{Cells()}(0.0005393864804415293,-0.4808817446913908,1.6970041115428443e-5) Dual{Cells()}(0.0005393864804415293,-1.9476466874519444e-7,6.5890282551274935e-12) Dual{Cells()}(-2.328140171703094e-16,-1.7532739051572345e-5,6.885814548395442e-10) Dual{Cells()}(-2.328140171703094e-16,-1.783669714119706e-5,7.001878211741589e-10) Dual{Cells()}(-2.328140171703094e-16,-0.4808817446913908,1.4867491349343475e-5) Dual{Cells()}(-2.328140171703094e-16,2.0344520597962896,-7.790605601126635e-5) Dual{Cells()}(-2.328140171703094e-16,-1.553534873401622,6.359420376215739e-5) Dual{Cells()}(-2.328140171703094e-16,-7.226708403096752e-8,2.8375606212250646e-12) Dual{Cells()}(1.873850004753938e-16,-1.749841460386399e-5,7.168693398729683e-10) Dual{Cells()}(1.873850004753938e-16,-1.780151000075825e-5,7.292045758322565e-10) Dual{Cells()}(1.873850004753938e-16,-1.553534873401622,6.0934623277235754e-5) Dual{Cells()}(1.873850004753938e-16,3.107151794808812,-0.000127133545028553) Dual{Cells()}(1.873850004753938e-16,-1.553581549144844,6.637619156966547e-5) Dual{Cells()}(1.873850004753938e-16,-7.233774167531659e-8,2.963239905887477e-12) Dual{Cells()}(-3.018929890754149e-16,-1.7430520247451995e-5,7.446859071169243e-10) Dual{Cells()}(-3.018929890754149e-16,-1.773224829006633e-5,7.577368299795414e-10) Dual{Cells()}(-3.018929890754149e-16,-1.553581549144844,6.353789223153324e-5) Dual{Cells()}(-3.018929890754149e-16,2.3073984247049566,-9.990734519926754e-5) Dual{Cells()}(-3.018929890754149e-16,-0.7537816405227221,3.6752533503661485e-5) Dual{Cells()}(-3.018929890754149e-16,-7.226885313302322e-8,3.0876569584206155e-12) Dual{Cells()}(-0.0005373455291145798,-6.5052955018053e-5,3.0222394002713147e-9) Dual{Cells()}(-0.0005373455291145798,-6.617571619744867e-5,3.076732678073264e-9) Dual{Cells()}(-0.0005373455291145798,-0.7537816405227221,3.3529648135354736e-5) Dual{Cells()}(-0.0005373455291145798,1.2505191612818474,-5.969610648935156e-5) Dual{Cells()}(-0.0005373455291145798,-0.49660601947984784,2.5303411805491798e-5) Dual{Cells()}(-0.0005373455291145798,-2.7260806195638046e-7,1.2667926790429388e-11) Dual{Cells()}(-0.000541785328644487,-6.33702025608331e-5,3.210054652372084e-9) Dual{Cells()}(-0.000541785328644487,-6.44577012484884e-5,3.2690379809744157e-9) Dual{Cells()}(-0.000541785328644487,-0.49660601947984784,2.2937461508419104e-5) Dual{Cells()}(-0.000541785328644487,0.9909299613115244,-5.0260941667666596e-5) Dual{Cells()}(-0.000541785328644487,-0.4941958434729887,2.625079932537713e-5) Dual{Cells()}(-0.000541785328644487,-2.704548786261223e-7,1.3705496343334932e-11) Dual{Cells()}(-0.0005467273716967136,-6.212224182076046e-5,3.286485262301527e-9) Dual{Cells()}(-0.0005467273716967136,-6.318097258366217e-5,3.347053044722919e-9) Dual{Cells()}(-0.0005467273716967136,-0.4941958434729887,2.4951037323830616e-5) Dual{Cells()}(-0.0005467273716967136,0.49432141665903284,-2.625744684956501e-5) Dual{Cells()}(-0.0005467273716967136,-2.6997163971107097e-7,1.4288937952023551e-11) Dual{Cells()}(-0.0006628209277588641,-5.9776227930805935e-5,3.435540032331248e-9) Dual{Cells()}(-0.0006628209277588641,-6.075511321551654e-5,3.485702151961614e-9) Dual{Cells()}(-0.0006628209277588641,0.49543258214594654,-2.8625668714199386e-5) Dual{Cells()}(-0.0006628209277588641,-0.49531178331754616,2.6848545514779105e-5) Dual{Cells()}(-0.0006628209277588641,-2.6748725406815816e-7,1.5355389499870815e-11) Dual{Cells()}(-0.0006703003902073695,-6.022097261355961e-5,3.2819037060431627e-9) Dual{Cells()}(-0.0006703003902073695,-6.120160687264429e-5,3.330104758263625e-9) Dual{Cells()}(-0.0006703003902073695,-0.49531178331754616,2.8618731647834575e-5) Dual{Cells()}(-0.0006703003902073695,1.00570817380736,-5.49295903302151e-5) Dual{Cells()}(-0.0006703003902073695,-0.5102746936260419,2.4867788204251946e-5) Dual{Cells()}(-0.0006703003902073695,-2.742842856541008e-7,1.4932203481617426e-11) Dual{Cells()}(-0.0006752981104450602,-6.125662009260397e-5,3.0076524985131334e-9) Dual{Cells()}(-0.0006752981104450602,-6.225078688598112e-5,3.053110981496491e-9) Dual{Cells()}(-0.0006752981104450602,-0.5102746936260419,2.8074417474427128e-5) Dual{Cells()}(-0.0006752981104450602,1.3006689201161823,-6.608940715240268e-5) Dual{Cells()}(-0.0006752981104450602,-0.7902704351454147,3.687969734976884e-5) Dual{Cells()}(-0.0006752981104450602,-2.8393774703690085e-7,1.3930790455593694e-11) Dual{Cells()}(-5.605600543400206e-16,-1.6343558157827936e-5,7.264164439226882e-10) Dual{Cells()}(-5.605600543400206e-16,-1.6608497073692158e-5,7.378417231059591e-10) Dual{Cells()}(-5.605600543400206e-16,-0.7902704351454147,4.121554398914455e-5) Dual{Cells()}(-5.605600543400206e-16,2.43949396632355,-0.00011033905951367654) Dual{Cells()}(-5.605600543400206e-16,-1.6491905025977993,6.971042995831294e-5) Dual{Cells()}(-5.605600543400206e-16,-7.652510457898985e-8,3.4000420884235012e-12) Dual{Cells()}(-1.0840738695867698e-15,-1.6396799795398882e-5,6.935809532248317e-10) Dual{Cells()}(-1.0840738695867698e-15,-1.66626214595519e-5,7.047563816313244e-10) Dual{Cells()}(-1.0840738695867698e-15,-1.6491905025977993,7.345789447100513e-5) Dual{Cells()}(-1.0840738695867698e-15,3.306319914992084,-0.00013990642586801004) Dual{Cells()}(-1.0840738695867698e-15,-1.6570962759864885,6.671404226202011e-5) Dual{Cells()}(-1.0840738695867698e-15,-7.69865414020602e-8,3.2560425618256016e-12) Dual{Cells()}(-9.262165399480031e-17,-1.640901223072646e-5,6.604688766694679e-10) Dual{Cells()}(-9.262165399480031e-17,-1.6674958289426063e-5,6.713940732835532e-10) Dual{Cells()}(-9.262165399480031e-17,-1.6570962759864885,7.019459429935137e-5) Dual{Cells()}(-9.262165399480031e-17,2.1752685549492843,-8.516654297488634e-5) Dual{Cells()}(-9.262165399480031e-17,-0.5181391177359546,1.5790242273252688e-5) Dual{Cells()}(-9.262165399480031e-17,-7.725632155854664e-8,3.1099107158304396e-12) Dual{Cells()}(0.0006488159202543561,-4.4242662576849215e-5,1.4942915587017846e-9) Dual{Cells()}(0.0006488159202543561,-4.495602462832518e-5,1.5217886227164494e-9) Dual{Cells()}(0.0006488159202543561,-0.5181391177359546,1.8451165740856823e-5) Dual{Cells()}(0.0006488159202543561,0.8151317350407536,-2.5518810314803492e-5) Dual{Cells()}(0.0006488159202543561,-0.2969032079944023,8.272414648935335e-6) Dual{Cells()}(0.0006488159202543561,-2.1062319171511797e-7,7.122202859528359e-12) Dual{Cells()}(0.0006715066247598171,-4.055236438604695e-5,1.1131371722662494e-9) Dual{Cells()}(0.0006715066247598171,-4.119285212433086e-5,1.1369838418984451e-9) Dual{Cells()}(0.0006715066247598171,-0.2969032079944023,9.725545008680946e-6) Dual{Cells()}(0.0006715066247598171,0.5736076685134922,-1.5678851959966352e-5) Dual{Cells()}(0.0006715066247598171,-0.27662251849843533,6.87658012490206e-6) Dual{Cells()}(0.0006715066247598171,-1.9680414425712348e-7,5.418411996547543e-12) Dual{Cells()}(0.0006880897490547217,-3.697302682951986e-5,8.996683864465239e-10) Dual{Cells()}(0.0006880897490547217,-3.754145905568699e-5,9.208828326297152e-10) Dual{Cells()}(0.0006880897490547217,-0.27662251849843533,7.4041821057161875e-6) Dual{Cells()}(0.0006880897490547217,0.27669721586302926,-6.878404749604504e-6) Dual{Cells()}(0.0006880897490547217,-1.828787087176839e-7,4.469598732646765e-12) Dual{Cells()}(0.0006240320106988184,-3.797225609793922e-5,9.797215765127664e-10) Dual{Cells()}(0.0006240320106988184,-3.85732917377103e-5,9.903029429119004e-10) Dual{Cells()}(0.0006240320106988184,0.29126334664825104,-7.594555964721407e-6) Dual{Cells()}(0.0006240320106988184,-0.2911866081460502,8.096624337152749e-6) Dual{Cells()}(0.0006240320106988184,-1.9295436522812246e-7,4.968605388672946e-12) Dual{Cells()}(0.0006232502064647492,-3.9928656607805285e-5,1.135858667246568e-9) Dual{Cells()}(0.0006232502064647492,-4.0549695745338655e-5,1.1494423167377545e-9) Dual{Cells()}(0.0006232502064647492,-0.2911866081460502,7.59258074534388e-6) Dual{Cells()}(0.0006232502064647492,0.6034141122046336,-1.704875499438264e-5) Dual{Cells()}(0.0006232502064647492,-0.31214681900374375,1.0283057590674254e-5) Dual{Cells()}(0.0006232502064647492,-2.0670248660658058e-7,5.871789178932563e-12) Dual{Cells()}(0.0006177206473557196,-4.204984956813569e-5,1.4233464612605505e-9) Dual{Cells()}(0.0006177206473557196,-4.269369805468328e-5,1.4428584289440814e-9) Dual{Cells()}(0.0006177206473557196,-0.31214681900374375,8.94983929902962e-6) Dual{Cells()}(0.0006177206473557196,0.8595849442209976,-2.7194656190875983e-5) Dual{Cells()}(0.0006177206473557196,-0.5473531599358034,1.932355614354171e-5) Dual{Cells()}(0.0006177206473557196,-2.2173382768120507e-7,7.500552059228257e-12) Dual{Cells()}(2.6294132840585967e-16,-1.5429129897310994e-5,6.066858317029722e-10) Dual{Cells()}(2.6294132840585967e-16,-1.566406792153339e-5,6.157025484050098e-10) Dual{Cells()}(2.6294132840585967e-16,-0.5473531599358034,1.690872479527692e-5) Dual{Cells()}(2.6294132840585967e-16,2.314709646714362,-8.873579621027619e-5) Dual{Cells()}(2.6294132840585967e-16,-1.7673253113638876,7.247112172352524e-5) Dual{Cells()}(2.6294132840585967e-16,-8.22168526005152e-8,3.2321778183529426e-12) Dual{Cells()}(-4.2153474806642254e-16,-1.5400509729140795e-5,6.319339786011738e-10) Dual{Cells()}(-4.2153474806642254e-16,-1.5634833653746234e-5,6.415001920116402e-10) Dual{Cells()}(-4.2153474806642254e-16,-1.7673253113638876,6.941101443945865e-5) Dual{Cells()}(-4.2153474806642254e-16,3.534261739132684,-0.0001448558503789972) Dual{Cells()}(-4.2153474806642254e-16,-1.7669053101487637,7.565074312362574e-5) Dual{Cells()}(-4.2153474806642254e-16,-8.227664954369938e-8,3.375744291897302e-12) Dual{Cells()}(-1.3272880266224414e-16,-1.5341880959519432e-5,6.567747988551429e-10) Dual{Cells()}(-1.3272880266224414e-16,-1.557518704261447e-5,6.668809305637372e-10) Dual{Cells()}(-1.3272880266224414e-16,-1.7669053101487637,7.238345184733895e-5) Dual{Cells()}(-1.3272880266224414e-16,2.6235944018765247,-0.00011385183102448315) Dual{Cells()}(-1.3272880266224414e-16,-0.8566580924843864,4.191349129131303e-5) Dual{Cells()}(-1.3272880266224414e-16,-8.217537226236973e-8,3.517828149449535e-12) Dual{Cells()}(-0.0006170189334532894,-5.7277641742515296e-5,2.6686647318020294e-9) Dual{Cells()}(-0.0006170189334532894,-5.814644534275553e-5,2.7107867467898433e-9) Dual{Cells()}(-0.0006170189334532894,-0.8566580924843864,3.819976073745693e-5) Dual{Cells()}(-0.0006170189334532894,1.4204976327456769,-6.802844077620311e-5) Dual{Cells()}(-0.0006170189334532894,-0.563723806485791,2.8836784460524594e-5) Dual{Cells()}(-0.0006170189334532894,-3.096884139572964e-7,1.4430816774165823e-11) Dual{Cells()}(-0.0006215332076715724,-5.5833119913391864e-5,2.839094349908753e-9) Dual{Cells()}(-0.0006215332076715724,-5.667582001561985e-5,2.884673725823451e-9) Dual{Cells()}(-0.0006215332076715724,-0.563723806485791,2.6109555702493722e-5) Dual{Cells()}(-0.0006215332076715724,1.1240278412406017,-5.722948360667165e-5) Dual{Cells()}(-0.0006215332076715724,-0.5601912190361364,2.9885495407831114e-5) Dual{Cells()}(-0.0006215332076715724,-3.0677874524371494e-7,1.5603188606227538e-11) Dual{Cells()}(-0.0006264464504811143,-5.477768678198054e-5,2.9105251352115058e-9) Dual{Cells()}(-0.0006264464504811143,-5.559945550051879e-5,2.957378745339187e-9) Dual{Cells()}(-0.0006264464504811143,-0.5601912190361364,2.8386959933542413e-5) Dual{Cells()}(-0.0006264464504811143,0.5603019020013517,-2.9891379380432718e-5) Dual{Cells()}(-0.0006264464504811143,-3.0582293271385186e-7,1.6253685144979523e-11) Dual{Cells()}(-0.0007424492063303193,-5.294888925525713e-5,3.026002972783883e-9) Dual{Cells()}(-0.0007424492063303193,-5.371601774872675e-5,3.065731429345887e-9) Dual{Cells()}(-0.0007424492063303193,0.5614436003126363,-3.2256868362534694e-5) Dual{Cells()}(-0.0007424492063303193,-0.5613366320414188,3.0282864416282693e-5) Dual{Cells()}(-0.0007424492063303193,-3.0336421358089114e-7,1.7318241629525815e-11) Dual{Cells()}(-0.0007499353377153475,-5.3376789715125594e-5,2.894429630681461e-9) Dual{Cells()}(-0.0007499353377153475,-5.414621039138509e-5,2.9326188110483547e-9) Dual{Cells()}(-0.0007499353377153475,-0.5613366320414188,3.22507590293951e-5) Dual{Cells()}(-0.0007499353377153475,1.1388616756670213,-6.18933814670345e-5) Dual{Cells()}(-0.0007499353377153475,-0.5774172099946353,2.803855607904125e-5) Dual{Cells()}(-0.0007499353377153475,-3.1063086052800515e-7,1.6828048899174057e-11) Dual{Cells()}(-0.0007548661663821904,-5.4315618434901004e-5,2.656772092047663e-9) Dual{Cells()}(-0.0007548661663821904,-5.509612136644818e-5,2.6926948689162897e-9) Dual{Cells()}(-0.0007548661663821904,-0.5774172099946353,3.160467293463254e-5) Dual{Cells()}(-0.0007548661663821904,1.470701052882385,-7.441572771662268e-5) Dual{Cells()}(-0.0007548661663821904,-0.8931741101144942,4.1547264265188e-5) Dual{Cells()}(-0.0007548661663821904,-3.210334540603112e-7,1.5691979248227814e-11) Dual{Cells()}(3.363810683100185e-16,-1.449367595741468e-5,6.424427326820405e-10) Dual{Cells()}(3.363810683100185e-16,-1.4701703406357375e-5,6.51431560157725e-10) Dual{Cells()}(3.363810683100185e-16,-0.8931741101144942,4.637180632044696e-5) Dual{Cells()}(3.363810683100185e-16,2.755743019552652,-0.00012427470888800408) Dual{Cells()}(3.363810683100185e-16,-1.8625396276249258,7.855124388928554e-5) Dual{Cells()}(3.363810683100185e-16,-8.643386837231506e-8,3.829785608256314e-12) Dual{Cells()}(1.652763193707344e-16,-1.4540823485786893e-5,6.137151933180384e-10) Dual{Cells()}(1.652763193707344e-16,-1.474952966067511e-5,6.224828151914717e-10) Dual{Cells()}(1.652763193707344e-16,-1.8625396276249258,8.272614689814788e-5) Dual{Cells()}(1.652763193707344e-16,3.7334688205703928,-0.00015761815033179985) Dual{Cells()}(1.652763193707344e-16,-1.8708998156654575,7.518591013461965e-5) Dual{Cells()}(1.652763193707344e-16,-8.692686318720106e-8,3.6681262345478335e-12) Dual{Cells()}(-1.873429317863036e-16,-1.4552145784956778e-5,5.84732515639074e-10) Dual{Cells()}(-1.873429317863036e-16,-1.4760953631512234e-5,5.932780998394132e-10) Dual{Cells()}(-1.873429317863036e-16,-1.8708998156654575,7.906566656645586e-5) Dual{Cells()}(-1.873429317863036e-16,2.4555357188091094,-9.599047954295666e-5) Dual{Cells()}(-1.873429317863036e-16,-0.584606502837476,1.78309103362829e-5) Dual{Cells()}(-1.873429317863036e-16,-8.720675941077417e-8,3.5041105126210244e-12) Dual{Cells()}(0.0007270701222934237,-3.92588154652456e-5,1.3261834317448199e-9) Dual{Cells()}(0.0007270701222934237,-3.981952921042552e-5,1.3474484635531176e-9) Dual{Cells()}(0.0007270701222934237,-0.584606502837476,2.080338789440875e-5) Dual{Cells()}(0.0007270701222934237,0.9196168319663514,-2.880836286449141e-5) Dual{Cells()}(0.0007270701222934237,-0.3349310131942095,9.350043873580384e-6) Dual{Cells()}(0.0007270701222934237,-2.3758999025172444e-7,8.032642568744774e-12) Dual{Cells()}(0.0007513373565553909,-3.6065282568949204e-5,9.926608493597906e-10) Dual{Cells()}(0.0007513373565553909,-3.657120968956966e-5,1.0108569849096418e-9) Dual{Cells()}(0.0007513373565553909,-0.3349310131942095,1.0974770966428355e-5) Dual{Cells()}(0.0007513373565553909,0.6471924271500953,-1.773025277885566e-5) Dual{Cells()}(0.0007513373565553909,-0.3121885554328467,7.786465568455803e-6) Dual{Cells()}(0.0007513373565553909,-2.2203078060405348e-7,6.124705100664739e-12) Dual{Cells()}(0.0007688388912006735,-3.297582036295971e-5,8.060591618319481e-10) Dual{Cells()}(0.0007688388912006735,-3.342784247017267e-5,8.221492803246771e-10) Dual{Cells()}(0.0007688388912006735,-0.3121885554328467,8.378199464794618e-6) Dual{Cells()}(0.0007688388912006735,0.312255165580887,-7.788098600544673e-6) Dual{Cells()}(0.0007688388912006735,-2.0648520723506154e-7,5.0637011237068345e-12) Dual{Cells()}(0.000704977778874231,-3.3762246144422335e-5,8.687112564940809e-10) Dual{Cells()}(0.000704977778874231,-3.423688887117834e-5,8.773974439256861e-10) Dual{Cells()}(0.000704977778874231,0.32679486696828564,-8.50326838297528e-6) Dual{Cells()}(0.000704977778874231,-0.32672665130527856,9.069698391672026e-6) Dual{Cells()}(0.000704977778874231,-2.165279914544859e-7,5.562304700870418e-12) Dual{Cells()}(0.0007032442236550657,-3.55698222637816e-5,1.010095051854628e-9) Dual{Cells()}(0.0007032442236550657,-3.606198818241807e-5,1.0211449435069672e-9) Dual{Cells()}(0.0007032442236550657,-0.32672665130527856,8.501516568788374e-6) Dual{Cells()}(0.0007032442236550657,0.6769700248005852,-1.9098981998841983e-5) Dual{Cells()}(0.0007032442236550657,-0.3501715097635116,1.1532485724918476e-5) Dual{Cells()}(0.0007032442236550657,-2.319213487458498e-7,6.578299226631779e-12) Dual{Cells()}(0.0006961028072238664,-3.7522694816074404e-5,1.2698251244440633e-9) Dual{Cells()}(0.0006961028072238664,-3.8034571978836137e-5,1.28551407966516e-9) Dual{Cells()}(0.0006961028072238664,-0.3501715097635116,1.0027245671342221e-5) Dual{Cells()}(0.0006961028072238664,0.9640712088215516,-3.0484862174603333e-5) Dual{Cells()}(0.0006961028072238664,-0.6138238930881315,2.1677238335222563e-5) Dual{Cells()}(0.0006961028072238664,-2.487031136821804e-7,8.411727173150848e-12) Dual{Cells()}(7.973355735890825e-17,-1.3776073154995065e-5,5.422054327029942e-10) Dual{Cells()}(7.973355735890825e-17,-1.3963078375653357e-5,5.494090782164714e-10) Dual{Cells()}(7.973355735890825e-17,-0.6138238930881315,1.8949812635659547e-5) Dual{Cells()}(7.973355735890825e-17,2.594951249116857,-9.956660989840351e-5) Dual{Cells()}(7.973355735890825e-17,-1.9810995247106882,8.134945961127258e-5) Dual{Cells()}(7.973355735890825e-17,-9.216650658592293e-8,3.626715562597173e-12) Dual{Cells()}(-3.5249400889795856e-16,-1.375160928697181e-5,5.649977621323829e-10) Dual{Cells()}(-3.5249400889795856e-16,-1.3938159091352323e-5,5.72629683812162e-10) Dual{Cells()}(-3.5249400889795856e-16,-1.9810995247106882,7.788827631769435e-5) Dual{Cells()}(-3.5249400889795856e-16,3.9613363100535453,-0.00016258071461628488) Dual{Cells()}(-3.5249400889795856e-16,-1.9802090033590922,8.492702952652774e-5) Dual{Cells()}(-3.5249400889795856e-16,-9.221538653329648e-8,3.788180029037893e-12) Dual{Cells()}(2.493552189401226e-16,-1.3700019105341e-5,5.874318242997465e-10) Dual{Cells()}(2.493552189401226e-16,-1.3885783955351712e-5,5.954847517155958e-10) Dual{Cells()}(2.493552189401226e-16,-1.9802090033590922,8.123011359051398e-5) Dual{Cells()}(2.493552189401226e-16,2.9397604760523657,-0.00012779899653529435) Dual{Cells()}(2.493552189401226e-16,-0.9595237948085487,4.7076191627400615e-5) Dual{Cells()}(2.493552189401226e-16,-9.208166392268994e-8,3.947939037927353e-12) Dual{Cells()}(-0.000696765127567441,-5.116150699284738e-5,2.3891567093572927e-9) Dual{Cells()}(-0.000696765127567441,-5.185368832421757e-5,2.4226712566945128e-9) Dual{Cells()}(-0.000696765127567441,-0.9595237948085487,4.287078015068463e-5) Dual{Cells()}(-0.000696765127567441,1.5904598054487509,-7.636319252908939e-5) Dual{Cells()}(-0.000696765127567441,-0.6308326486773328,3.2371330942678446e-5) Dual{Cells()}(-0.000696765127567441,-3.46767552530593e-7,1.6193492856859162e-11) Dual{Cells()}(-0.000701342218142182,-4.989701766869454e-5,2.5449709336654436e-9) Dual{Cells()}(-0.000701342218142182,-5.05691599258834e-5,2.581224865862595e-9) Dual{Cells()}(-0.000701342218142182,-0.6308326486773328,2.9282172943472828e-5) Dual{Cells()}(-0.000701342218142182,1.2571088789063296,-6.419997464374267e-5) Dual{Cells()}(-0.000701342218142182,-0.6261754209500313,3.352118292677018e-5) Dual{Cells()}(-0.000701342218142182,-3.431013708517953e-7,1.7500583172441578e-11) Dual{Cells()}(-0.0007062147608340608,-4.898474439072382e-5,2.611714524009347e-9) Dual{Cells()}(-0.0007062147608340608,-4.9641058595751957e-5,2.649011852449725e-9) Dual{Cells()}(-0.0007062147608340608,-0.6261754209500313,3.18235001050651e-5) Dual{Cells()}(-0.0007062147608340608,0.626274388426397,-3.3526461754154766e-5) Dual{Cells()}(-0.0007062147608340608,-3.416733792581016e-7,1.821802122605428e-11) Dual{Cells()}(-0.0008222251154148827,-4.751839547239124e-5,2.7039009064499268e-9) Dual{Cells()}(-0.0008222251154148827,-4.813558633518484e-5,2.7361183269652713e-9) Dual{Cells()}(-0.0008222251154148827,0.6274287167502929,-3.589138682168959e-5) Dual{Cells()}(-0.0008222251154148827,-0.6273327235720364,3.3719293300103185e-5) Dual{Cells()}(-0.0008222251154148827,-3.39196448964995e-7,1.928543647895411e-11) Dual{Cells()}(-0.0008297378293029972,-4.79270940095208e-5,2.588978240393227e-9) Dual{Cells()}(-0.0008297378293029972,-4.8546739341873814e-5,2.619958156703041e-9) Dual{Cells()}(-0.0008297378293029972,-0.6273327235720364,3.5885927336516434e-5) Dual{Cells()}(-0.0008297378293029972,1.271966812966209,-6.886286696698901e-5) Dual{Cells()}(-0.0008297378293029972,-0.6445372686204803,3.1210973287818654e-5) Dual{Cells()}(-0.0008297378293029972,-3.469403409715584e-7,1.8727907165464828e-11) Dual{Cells()}(-0.0008346093019222831,-4.878583854437514e-5,2.3793670486592342e-9) Dual{Cells()}(-0.0008346093019222831,-4.9414746977320335e-5,2.4084543154701084e-9) Dual{Cells()}(-0.0008346093019222831,-0.6445372686204803,3.513834584823256e-5) Dual{Cells()}(-0.0008346093019222831,1.6406890521697957,-8.274881273435636e-5) Dual{Cells()}(-0.0008346093019222831,-0.9960532248568188,4.62175834834582e-5) Dual{Cells()}(-0.0008346093019222831,-3.58106974777022e-7,1.745662375645807e-11) Dual{Cells()}(6.748763804119947e-17,-1.3019707947315769e-5,5.75903260321528e-10) Dual{Cells()}(6.748763804119947e-17,-1.3187357674965769e-5,5.83157915508083e-10) Dual{Cells()}(6.748763804119947e-17,-0.9960532248568188,5.153303406648814e-5) Dual{Cells()}(6.748763804119947e-17,3.07193658728973,-0.0001382189201661034) Dual{Cells()}(6.748763804119947e-17,-2.0758570590273484,8.739614693378949e-5) Dual{Cells()}(6.748763804119947e-17,-9.633994108856204e-8,4.260364421987661e-12) Dual{Cells()}(1.0301773571530856e-15,-1.3062081153991182e-5,5.503682970544351e-10) Dual{Cells()}(1.0301773571530856e-15,-1.3230272180019454e-5,5.574295393591907e-10) Dual{Cells()}(1.0301773571530856e-15,-2.0758570590273484,9.200017334775203e-5) Dual{Cells()}(1.0301773571530856e-15,4.1605652623579,-0.00017533892353077077) Dual{Cells()}(1.0301773571530856e-15,-2.0846818141114505,8.366123502911327e-5) Dual{Cells()}(1.0301773571530856e-15,-9.686576668387493e-8,4.081021743752059e-12) Dual{Cells()}(-2.765349178265672e-16,-1.3072660786132625e-5,5.24597207602574e-10) Dual{Cells()}(-2.765349178265672e-16,-1.3240939324687235e-5,5.314640349329962e-10) Dual{Cells()}(-2.765349178265672e-16,-2.0846818141114505,8.794166471161093e-5) Dual{Cells()}(-2.765349178265672e-16,2.7357823989561365,-0.00010681852604690713) Dual{Cells()}(-2.765349178265672e-16,-0.6510741740877866,1.9871339169242987e-5) Dual{Cells()}(-2.765349178265672e-16,-9.715678898361283e-8,3.899108621947232e-12) Dual{Cells()}(0.0008054618036345131,-3.528392295674915e-5,1.1920484978768283e-9) Dual{Cells()}(0.0008054618036345131,-3.573621338866525e-5,1.2089883836159092e-9) Dual{Cells()}(0.0008054618036345131,-0.6510741740877866,2.315623105780231e-5) Dual{Cells()}(0.0008054618036345131,1.024098468200011,-3.209751222257444e-5) Dual{Cells()}(0.0008054618036345131,-0.37295300941867787,1.0427060413057205e-5) Dual{Cells()}(0.0008054618036345131,-2.6455720099678974e-7,8.945078985882769e-12) Dual{Cells()}(0.0008313322528318764,-3.247090446323292e-5,8.955583535476605e-10) Dual{Cells()}(0.0008313322528318764,-3.2880572147639735e-5,9.099017635523986e-10) Dual{Cells()}(0.0008313322528318764,-0.37295300941867787,1.222376313675977e-5) Dual{Cells()}(0.0008313322528318764,0.7207493839220686,-1.9779873790009517e-5) Dual{Cells()}(0.0008313322528318764,-0.3477307757951112,8.695091389629545e-6) Dual{Cells()}(0.0008313322528318764,-2.4723166860790473e-7,6.832491110467202e-12) Dual{Cells()}(0.000849775399696717,-2.975501999096065e-5,7.298202378884556e-10) Dual{Cells()}(0.000849775399696717,-3.012290598344603e-5,7.424414440996224e-10) Dual{Cells()}(0.000849775399696717,-0.3477307757951112,9.351001213468454e-6) Dual{Cells()}(0.000849775399696717,0.34779088374777706,-8.696569156013558e-6) Dual{Cells()}(0.000849775399696717,-2.3002669144953718e-7,5.658579064431245e-12) Dual{Cells()}(0.0008034001843320281,-3.254968460089906e-5,9.979042676886057e-9) Dual{Cells()}(0.0008034001843320281,-3.2792644493197445e-5,6.569440781241527e-10) Dual{Cells()}(0.0008034001843320281,0.3991465986034687,-1.329269857660767e-5) Dual{Cells()}(0.0008034001843320281,-0.39908098578872314,1.4372992878044544e-5) Dual{Cells()}(0.0008034001843320281,-2.704856514201243e-7,8.984752999018429e-12) Dual{Cells()}(0.0008009935274814224,-3.255050272811003e-5,1.0013708692562797e-8) Dual{Cells()}(0.0008009935274814224,-3.377430084877504e-5,8.142461772863796e-10) Dual{Cells()}(0.0008009935274814224,-0.39908098578872314,1.329426155165405e-5) Dual{Cells()}(0.0008009935274814224,0.804623861973952,-2.9029461722071393e-5) Dual{Cells()}(0.0008009935274814224,-0.40547627474369735,1.7323818094980116e-5) Dual{Cells()}(0.0008009935274814224,-2.7663795462227504e-7,1.0027535224325033e-11) Dual{Cells()}(0.0007918957220514792,-3.2362825359139886e-5,9.891402499879486e-9) Dual{Cells()}(0.0007918957220514792,-3.4552772016542285e-5,1.1043807149928832e-9) Dual{Cells()}(0.0007918957220514792,-0.40547627474369735,1.4656025520140444e-5) Dual{Cells()}(0.0007918957220514792,1.0903006117939054,-4.349542955549337e-5) Dual{Cells()}(0.0007918957220514792,-0.6847571422674835,3.083898290894451e-5) Dual{Cells()}(0.0007918957220514792,-2.7918534873572087e-7,1.1963469119765176e-11) Dual{Cells()}(-5.946661308232345e-16,-1.1579296101655651e-5,3.4748197808895943e-9) Dual{Cells()}(-5.946661308232345e-16,-1.2427447593559579e-5,4.911813741451598e-10) Dual{Cells()}(-5.946661308232345e-16,-0.6847571422674835,2.616720338958163e-5) Dual{Cells()}(-5.946661308232345e-16,2.810876134119841,-0.0001365236980833975) Dual{Cells()}(-5.946661308232345e-16,-2.126094885685114,0.0001114907446727411) Dual{Cells()}(-5.946661308232345e-16,-9.942354828468822e-8,4.96244871818425e-12) Dual{Cells()}(7.086793963287885e-16,-1.1508216678609138e-5,3.430280067300656e-9) Dual{Cells()}(7.086793963287885e-16,-1.233769067777628e-5,5.16215111509808e-10) Dual{Cells()}(7.086793963287885e-16,-2.126094885685114,0.00010568169584442686) Dual{Cells()}(7.086793963287885e-16,4.229308555756983,-0.00022089944169898683) Dual{Cells()}(7.086793963287885e-16,-2.1031897257266823,0.00011561574126369166) Dual{Cells()}(7.086793963287885e-16,-9.843783056423082e-8,5.144594108168859e-12) Dual{Cells()}(-4.1870489416047548e-16,-1.1426603610401581e-5,3.3821425317289117e-9) Dual{Cells()}(-4.1870489416047548e-16,-1.2225625848364084e-5,5.406602777546185e-10) Dual{Cells()}(-4.1870489416047548e-16,-2.1031897257266823,0.00010940522151359124) Dual{Cells()}(-4.1870489416047548e-16,3.1014267749240005,-0.00017271597363998912) Dual{Cells()}(-4.1870489416047548e-16,-0.9982132996761474,6.419273237288732e-5) Dual{Cells()}(-4.1870489416047548e-16,-9.729171268309723e-8,5.326607416103327e-12) Dual{Cells()}(-0.0008487250391838003,-4.517360079061622e-5,2.2244349268697788e-9) Dual{Cells()}(-0.0008487250391838003,-0.9982132996761474,5.709628108060405e-5) Dual{Cells()}(-0.0008487250391838003,1.644085675729249,-0.00010261991262292022) Dual{Cells()}(-0.0008487250391838003,-0.6458268435586522,4.3646546028284485e-5) Dual{Cells()}(-0.0008487250391838003,-3.5889365870847476e-7,2.1615929297621392e-11) Dual{Cells()}(-0.0008477014531892907,-4.358311269396663e-5,2.389624598174158e-9) Dual{Cells()}(-0.0008477014531892907,-0.6458268435586522,3.842469663847242e-5) Dual{Cells()}(-0.0008477014531892907,1.2764681242479303,-8.534992181035782e-5) Dual{Cells()}(-0.0008477014531892907,-0.6305973500746166,4.45825181514318e-5) Dual{Cells()}(-0.0008477014531892907,-3.475019677482547e-7,2.314517421404214e-11) Dual{Cells()}(-0.0008510559359175291,-4.255963830767935e-5,2.460200248977789e-9) Dual{Cells()}(-0.0008510559359175291,-0.6305973500746166,4.170075958037279e-5) Dual{Cells()}(-0.0008510559359175291,0.6306402518298047,-4.458519367920781e-5) Dual{Cells()}(-0.0008510559359175291,-3.4211688040243844e-7,2.3992889489769214e-11) Dual{Cells()}(-0.0009020861745060485,-4.360332632597019e-5,2.4705315597623614e-9) Dual{Cells()}(-0.0009020861745060485,0.6933350399223738,-3.95282242891104e-5) Dual{Cells()}(-0.0009020861745060485,-0.6932910615783152,3.715943913508497e-5) Dual{Cells()}(-0.0009020861745060485,-3.7501773256507607e-7,2.125383519477552e-11) Dual{Cells()}(-0.0009096391297094748,-4.399494143708231e-5,2.3675804411335254e-9) Dual{Cells()}(-0.0009096391297094748,-0.6932910615783152,3.952572929760044e-5) Dual{Cells()}(-0.0009096391297094748,1.4049623151295545,-7.583887699949652e-5) Dual{Cells()}(-0.0009096391297094748,-0.7116268753704975,3.4386806109481906e-5) Dual{Cells()}(-0.0009096391297094748,-3.8323930471721366e-7,2.062908626810691e-11) Dual{Cells()}(-0.0009144589520460063,-4.479419259498e-5,2.178533912523776e-9) Dual{Cells()}(-0.0009144589520460063,-0.7116268753704975,3.8677046892017934e-5) Dual{Cells()}(-0.0009144589520460063,1.810570012734397,-9.109099517367017e-5) Dual{Cells()}(-0.0009144589520460063,-1.0988979479991239,5.089353307276506e-5) Dual{Cells()}(-0.0009144589520460063,-3.95172180689655e-7,1.922264493283492e-11) Dual{Cells()}(-5.656638543384012e-16,-1.1955625746874552e-5,5.278479683226632e-10) Dual{Cells()}(-5.656638543384012e-16,-1.0988979479991239,5.670198944242867e-5) Dual{Cells()}(-5.656638543384012e-16,3.388044053475392,-0.0001521807976738484) Dual{Cells()}(-5.656638543384012e-16,-2.289134043605861,9.625188091135212e-5) Dual{Cells()}(-5.656638543384012e-16,-1.062446599794911e-7,4.691284025858035e-12) Dual{Cells()}(8.625120454649549e-16,-1.1994606833176466e-5,5.04696430529029e-10) Dual{Cells()}(8.625120454649549e-16,-2.289134043605861,0.00010128673180496132) Dual{Cells()}(8.625120454649549e-16,4.587586873233466,-0.00019308223363032794) Dual{Cells()}(8.625120454649549e-16,-2.298440728216944,9.2147200533396e-5) Dual{Cells()}(8.625120454649549e-16,-1.0680382810817096e-7,4.494238553634016e-12) Dual{Cells()}(-1.1654086427019713e-16,-1.200464821143267e-5,4.813244689247584e-10) Dual{Cells()}(-1.1654086427019713e-16,-2.298440728216944,9.682984339037417e-5) Dual{Cells()}(-1.1654086427019713e-16,3.0160084115748123,-0.00011766043015042787) Dual{Cells()}(-1.1654086427019713e-16,-0.7175555716031004,2.1914312095005578e-5) Dual{Cells()}(-1.1654086427019713e-16,-1.0710655631281384e-7,4.294405176352246e-12) Dual{Cells()}(0.0008839202453274148,-3.2412710916521256e-5,1.0963466937565109e-9) Dual{Cells()}(0.0008839202453274148,-0.7175555716031004,2.5512743979939686e-5) Dual{Cells()}(0.0008839202453274148,1.128579879461581,-3.539044114395434e-5) Dual{Cells()}(0.0008839202453274148,-0.41099160361616666,1.150571543183474e-5) Dual{Cells()}(0.0008839202453274148,-2.915313975368338e-7,9.858152389360062e-12) Dual{Cells()}(0.0009114082554964956,-2.986700218770714e-5,8.272678085733392e-10) Dual{Cells()}(0.0009114082554964956,-0.41099160361616666,1.3475023915913384e-5) Dual{Cells()}(0.0009114082554964956,0.7943185735084491,-2.1832191332598474e-5) Dual{Cells()}(0.0009114082554964956,-0.38329683043626844,9.605321848199254e-6) Dual{Cells()}(0.0009114082554964956,-2.724538262945514e-7,7.540705684323406e-12) Dual{Cells()}(0.0009308055738510594,-2.7412637250275312e-5,6.767772470526011e-10) Dual{Cells()}(0.0009308055738510594,-0.38329683043626844,1.0325643291057403e-5) Dual{Cells()}(0.0009308055738510594,0.38332449667378377,-9.606002224361084e-6) Dual{Cells()}(0.0009308055738510594,-2.536002650763047e-7,6.253825019573898e-12) Dual{Cells()}(-3.047694876576158e-11,-3.2125154257291946e-5,1.2225520603678335e-9) Dual{Cells()}(-3.047694876576158e-11,0.4436549375057227,-1.688369237512611e-5) Dual{Cells()}(-3.047694876576158e-11,-0.4436225093388575,1.6882458282278478e-5) Dual{Cells()}(-3.047694876576158e-11,-3.030126079471655e-7,1.153188578067579e-11) Dual{Cells()}(-3.018560125405212e-11,-3.1904893776611666e-5,1.2141698460333874e-9) Dual{Cells()}(-3.018560125405212e-11,-0.4436225093388575,1.6882458292274185e-5) Dual{Cells()}(-3.018560125405212e-11,0.8903135970121112,-3.388169410431683e-5) Dual{Cells()}(-3.018560125405212e-11,-0.4466588776858443,1.699801002291829e-5) Dual{Cells()}(-3.018560125405212e-11,-3.0509363280132714e-7,1.1611084263600305e-11) Dual{Cells()}(-3.0658404811774985e-11,-3.1687632418760206e-5,1.2059017653844844e-9) Dual{Cells()}(-3.0658404811774985e-11,-0.4466588776858443,1.6998010042207567e-5) Dual{Cells()}(-3.0658404811774985e-11,1.2027894511824997,-4.577324704889049e-5) Dual{Cells()}(-3.0658404811774985e-11,-0.756098578689579,2.877401940599786e-5) Dual{Cells()}(-3.0658404811774985e-11,-3.0717465764699746e-7,1.1690282739822735e-11) Dual{Cells()}(-1.179984040699774e-17,-1.1459954135657847e-5,4.3611901092141036e-10) Dual{Cells()}(-1.179984040699774e-17,-0.756098578689579,2.877401943502888e-5) Dual{Cells()}(-1.179984040699774e-17,3.1631737057211478,-0.00012037745355876376) Dual{Cells()}(-1.179984040699774e-17,-2.4070635551236212,9.160299375411704e-5) Dual{Cells()}(-1.179984040699774e-17,-1.1195381210128388e-7,4.260676079148735e-12) Dual{Cells()}(2.221830147110973e-17,-1.14490158437357e-5,4.3570274414618307e-10) Dual{Cells()}(2.221830147110973e-17,-2.4070635551236212,9.16029937734811e-5) Dual{Cells()}(2.221830147110973e-17,4.816426102876691,-0.00018329347776365238) Dual{Cells()}(2.221830147110973e-17,-2.409350986677,9.169004403278085e-5) Dual{Cells()}(2.221830147110973e-17,-1.120602257514766e-7,4.264725909926287e-12) Dual{Cells()}(-7.363838703579169e-18,-1.143809840807993e-5,4.3528727112324354e-10) Dual{Cells()}(-7.363838703579169e-18,-2.409350986677,9.169004404246776e-5) Dual{Cells()}(-7.363838703579169e-18,2.4093625369420475,-9.169048358842496e-5) Dual{Cells()}(-7.363838703579169e-18,-1.1216663940225036e-7,4.2687757411712964e-12) Dual{Cells()}(-1.6386675736838582e-10,-2.0528976069238136e-7,7.812246803415078e-12) Dual{Cells()}(-1.6386675736838582e-10,0.3778420474955034,-1.4379152581732773e-5) Dual{Cells()}(-1.6386675736838582e-10,-0.37775363303363996,1.4375787885909611e-5) Dual{Cells()}(-1.6386675736838582e-10,-8.820917210275313e-5,3.3569876441375564e-9) Dual{Cells()}(-1.668253864736854e-10,-2.0783073761661302e-7,7.908942998800639e-12) Dual{Cells()}(-1.668253864736854e-10,-0.37775363303363996,1.4375787886567307e-5) Dual{Cells()}(-1.668253864736854e-10,0.76024219190397,-2.8931768050424104e-5) Dual{Cells()}(-1.668253864736854e-10,-0.3824012063459115,1.4552655882201183e-5) Dual{Cells()}(-1.668253864736854e-10,-8.714469368096643e-5,3.3164766574757427e-9) Dual{Cells()}(-1.7074822487446834e-10,-2.1037171454120892e-7,8.00563919447927e-12) Dual{Cells()}(-1.7074822487446834e-10,-0.3824012063459115,1.4552655882361478e-5) Dual{Cells()}(-1.7074822487446834e-10,0.3824875222959773,-1.4555940716557793e-5) Dual{Cells()}(-1.7074822487446834e-10,-8.61055783512497e-5,3.2769309176957066e-9) Dual{Cells()}(-0.0005136566495618909,-2.0026789844210406e-7,1.1672334094243943e-11) Dual{Cells()}(-0.0005136566495618909,0.37165037249064775,-2.1801784602175012e-5) Dual{Cells()}(-0.0005136566495618909,-0.3715713443988072,2.0397361410149706e-5) Dual{Cells()}(-0.0005136566495618909,-7.88278239421378e-5,4.603751661427062e-9) Dual{Cells()}(-0.0005212043031794214,-2.0617668781403544e-7,1.1374399195133058e-11) Dual{Cells()}(-0.0005212043031794214,-0.3715713443988072,2.1797191760062254e-5) Dual{Cells()}(-0.0005212043031794214,0.7560777828986088,-4.184570278097292e-5) Dual{Cells()}(-0.0005212043031794214,-0.38442695782808417,1.8911007521483527e-5) Dual{Cells()}(-0.0005212043031794214,-7.927449502972832e-5,4.381864875300508e-9) Dual{Cells()}(-0.0005263492553638598,-2.1441324449875935e-7,1.0623985778251914e-11) Dual{Cells()}(-0.0005263492553638598,-0.38442695782808417,2.1443967779195877e-5) Dual{Cells()}(-0.0005263492553638598,0.9818817718906152,-5.044443507708278e-5) Dual{Cells()}(-0.0005263492553638598,-0.5973740460268729,2.810995814330445e-5) Dual{Cells()}(-0.0005263492553638598,-8.055362241355766e-5,3.997802107514222e-9) Dual{Cells()}(-2.493580533442849e-15,-5.795058709979033e-8,2.592590453888286e-12) Dual{Cells()}(-2.493580533442849e-15,-0.5973740460268729,3.152943305881627e-5) Dual{Cells()}(-2.493580533442849e-15,1.8465699205217714,-8.414947826526231e-5) Dual{Cells()}(-2.493580533442849e-15,-1.249174332570558,5.309343256482509e-5) Dual{Cells()}(-2.493580533442849e-15,-2.1483973753570216e-5,9.622974214944918e-10) Dual{Cells()}(-4.316109389813724e-15,-5.83508261552472e-8,2.48143379775819e-12) Dual{Cells()}(-4.316109389813724e-15,-1.249174332570558,5.603855743972508e-5) Dual{Cells()}(-4.316109389813724e-15,2.505385462510549,-0.00010661261148553511) Dual{Cells()}(-4.316109389813724e-15,-1.2561895174032383,5.0787424135943496e-5) Dual{Cells()}(-4.316109389813724e-15,-2.1554185926501673e-5,9.174799868880155e-10) Dual{Cells()}(-5.001641683489187e-17,-5.85992915618787e-8,2.3685529069618963e-12) Dual{Cells()}(-5.001641683489187e-17,-1.2561895174032383,5.3518260434242157e-5) Dual{Cells()}(-5.001641683489187e-17,1.6496507217052956,-6.481272358272232e-5) Dual{Cells()}(-5.001641683489187e-17,-0.39343957767112814,1.1949875056282111e-5) Dual{Cells()}(-5.001641683489187e-17,-2.1568031637556223e-5,8.723423051274128e-10) Dual{Cells()}(0.0005023018456970723,-1.6002647386053389e-7,5.4058175638553285e-12) Dual{Cells()}(0.0005023018456970723,-0.39343957767112814,1.4024425476322514e-5) Dual{Cells()}(0.0005023018456970723,0.6189755008041147,-1.9321635858763558e-5) Dual{Cells()}(0.0005023018456970723,-0.22547770940504072,6.2402674816556055e-6) Dual{Cells()}(0.0005023018456970723,-5.805370147200721e-5,1.9599568414038056e-9) Dual{Cells()}(0.0005221228484082814,-1.4938370470431334e-7,4.0804896247910354e-12) Dual{Cells()}(0.0005221228484082814,-0.22547770940504072,7.369790674392649e-6) Dual{Cells()}(0.0005221228484082814,0.4351917946889164,-1.1803255061102239e-5) Dual{Cells()}(0.0005221228484082814,-0.20966107697580388,5.1554989799929435e-6) Dual{Cells()}(0.0005221228484082814,-5.285892436708803e-5,1.4399213575411738e-9) Dual{Cells()}(0.0005370685396515597,-1.383971657515476e-7,3.339102390286721e-12) Dual{Cells()}(0.0005370685396515597,-0.20966107697580388,5.561532058621458e-6) Dual{Cells()}(0.0005370685396515597,0.2097090011172409,-5.156664330386808e-6) Dual{Cells()}(0.0005370685396515597,-4.778574427124229e-5,1.1478664576900155e-9) Dual{Cells()}(0.00045509268593744447,-7.371922959524122e-8,1.0796770275576053e-12) Dual{Cells()}(0.00045509268593744447,0.11662376914668085,-1.7474708268450232e-6) Dual{Cells()}(0.00045509268593744447,-0.11659184472174436,1.7553529404427125e-6) Dual{Cells()}(0.00045509268593744447,-3.185070570690115e-5,7.151860156376327e-10) Dual{Cells()}(0.0004536077174214454,-8.72725393433505e-8,1.4479073935401303e-12) Dual{Cells()}(0.0004536077174214454,-0.11659184472174436,1.747209316769176e-6) Dual{Cells()}(0.0004536077174214454,0.2691815982219216,-4.4172567996345875e-6) Dual{Cells()}(0.0004536077174214454,-0.1525537519106399,2.7994313246030294e-6) Dual{Cells()}(0.0004536077174214454,-3.591431699800131e-5,8.989073212384644e-10) Dual{Cells()}(0.00044806102671290704,-1.305357846630355e-7,2.8461520948246673e-12) Dual{Cells()}(0.00044806102671290704,-0.1525537519106399,2.6617676715715315e-6) Dual{Cells()}(0.00044806102671290704,0.482858933426777,-9.610937081724457e-6) Dual{Cells()}(0.00044806102671290704,-0.3302585009933556,7.496203427548149e-6) Dual{Cells()}(0.00044806102671290704,-4.654998699682558e-5,1.4644793941327388e-9) Dual{Cells()}(-2.0322528663603836e-16,-5.753183346631477e-8,1.5658474451497412e-12) Dual{Cells()}(-2.0322528663603836e-16,-0.3302585009933556,6.811000890099547e-6) Dual{Cells()}(-2.0322528663603836e-16,1.583068154254219,-4.181635532939842e-5) Dual{Cells()}(-2.0322528663603836e-16,-1.2527907245338201,3.545880395369669e-5) Dual{Cells()}(-2.0322528663603836e-16,-1.88711952097453e-5,6.829345529844624e-10) Dual{Cells()}(1.0117340741866667e-16,-5.9143578472451666e-8,1.6891162310339118e-12) Dual{Cells()}(1.0117340741866667e-16,-1.2527907245338201,3.431976327106583e-5) Dual{Cells()}(1.0117340741866667e-16,2.5373914222189455,-7.23357352587836e-5) Dual{Cells()}(1.0117340741866667e-16,-1.2845815096784314,3.813119608665743e-5) Dual{Cells()}(1.0117340741866667e-16,-1.9128863115533564e-5,7.14167813509077e-10) Dual{Cells()}(-1.8895641514433282e-16,-6.047793890965737e-8,1.8085973810829437e-12) Dual{Cells()}(-1.8895641514433282e-16,-1.2845815096784314,3.687649581238793e-5) Dual{Cells()}(-1.8895641514433282e-16,1.934233915855763,-5.847330230105152e-5) Dual{Cells()}(-1.8895641514433282e-16,-0.6496330315859373,2.1829969239662437e-5) Dual{Cells()}(-1.8895641514433282e-16,-1.931411345538673e-5,7.433043733243599e-10) Dual{Cells()}(-0.00044214320828931986,-2.3733934658016793e-7,7.737921657642746e-12) Dual{Cells()}(-0.00044214320828931986,-0.6496330315859373,2.0341625523046196e-5) Dual{Cells()}(-0.00044214320828931986,1.089718936115197,-3.622923023075912e-5) Dual{Cells()}(-0.00044214320828931986,-0.4399908098964787,1.5513081800516548e-5) Dual{Cells()}(-0.00044214320828931986,-7.372430856658357e-5,3.01147853693546e-9) Dual{Cells()}(-0.00044214320828931986,-2.113298486794153e-5,1.8755335882846957e-7) Dual{Cells()}(-0.000445733170426855,-2.439314038439939e-7,8.663136195738687e-12) Dual{Cells()}(-0.000445733170426855,-0.4399908098964787,1.4396431972824016e-5) Dual{Cells()}(-0.000445733170426855,0.8895156958075962,-3.14934465381365e-5) Dual{Cells()}(-0.000445733170426855,-0.449430464888532,1.660122128020574e-5) Dual{Cells()}(-0.000445733170426855,-7.321486161919631e-5,3.1817134434962606e-9) Dual{Cells()}(-0.000445733170426855,-2.096222956240129e-5,1.8537412096933806e-7) Dual{Cells()}(-0.00045101737998992853,-2.4758535446055425e-7,9.163933873716386e-12) Dual{Cells()}(-0.00045101737998992853,-0.449430464888532,1.597694276154457e-5) Dual{Cells()}(-0.00045101737998992853,0.4495238315241277,-1.6604903727203775e-5) Dual{Cells()}(-0.00045101737998992853,-7.23603533223566e-5,3.2446948863902714e-9) Dual{Cells()}(-0.00045101737998992853,-2.0758696918943718e-5,1.8314796669574977e-7) Dual{Cells()}(-0.0005931711997121919,-2.3608739437767827e-7,1.364449774645876e-11) Dual{Cells()}(-0.0005931711997121919,0.43766071079728347,-2.5449534999028833e-5) Dual{Cells()}(-0.0005931711997121919,-0.43752448085730633,2.38439703216797e-5) Dual{Cells()}(-0.0005931711997121919,-6.737439584698752e-5,3.8971308061965485e-9) Dual{Cells()}(-0.0005931711997121919,-6.861945673579993e-5,3.960104939225463e-9) Dual{Cells()}(-0.0006006656648587397,-2.424737158944369e-7,1.3279161082543943e-11) Dual{Cells()}(-0.0006006656648587397,-0.43752448085730633,2.5441663342959e-5) Dual{Cells()}(-0.0006006656648587397,0.889172903697223,-4.8838282721717486e-5) Dual{Cells()}(-0.0006006656648587397,-0.4515112787123242,2.209386312282569e-5) Dual{Cells()}(-0.0006006656648587397,-6.782799938404885e-5,3.7174597325666545e-9) Dual{Cells()}(-0.0006006656648587397,-6.90736544925911e-5,3.777954554013661e-9) Dual{Cells()}(-0.0006057314798217098,-2.5147352399461355e-7,1.2393805661202108e-11) Dual{Cells()}(-0.0006057314798217098,-0.4515112787123242,2.4986803044491328e-5) Dual{Cells()}(-0.0006057314798217098,1.1518632733565404,-5.880670409813913e-5) Dual{Cells()}(-0.0006057314798217098,-0.7002125494125035,3.279666746512942e-5) Dual{Cells()}(-0.0006057314798217098,-6.896583727542338e-5,3.4007609766378144e-9) Dual{Cells()}(-0.0006057314798217098,-7.022792091308207e-5,3.458001191002525e-9) Dual{Cells()}(1.7529665398840355e-17,-6.785405901870723e-8,3.0246206371341948e-12) Dual{Cells()}(1.7529665398840355e-17,-0.7002125494125035,3.6705969380609944e-5) Dual{Cells()}(1.7529665398840355e-17,2.1627308232389577,-9.814904362562874e-5) Dual{Cells()}(1.7529665398840355e-17,-1.4624810741318006,6.197650656021388e-5) Dual{Cells()}(1.7529665398840355e-17,-1.8397769352308054e-5,8.202532176498076e-10) Dual{Cells()}(1.7529665398840355e-17,-1.8734071242441153e-5,8.347167354669436e-10) Dual{Cells()}(-1.079640814387127e-15,-6.828816746123745e-8,2.895839345889725e-12) Dual{Cells()}(-1.079640814387127e-15,-1.4624810741318006,6.53507181078708e-5) Dual{Cells()}(-1.079640814387127e-15,2.9325141902902643,-0.00012441288374847212) Dual{Cells()}(-1.079640814387127e-15,-1.4699957946463105,5.930290957497117e-5) Dual{Cells()}(-1.079640814387127e-15,-1.8457884276043675e-5,7.827272335229463e-10) Dual{Cells()}(-1.079640814387127e-15,-1.879533970938924e-5,7.969216952704713e-10) Dual{Cells()}(-1.2737120895089715e-16,-6.85493630308488e-8,2.7651237916877113e-12) Dual{Cells()}(-1.2737120895089715e-16,-1.4699957946463105,6.243479461449576e-5) Dual{Cells()}(-1.2737120895089715e-16,1.9300145991530402,-7.569808859004241e-5) Dual{Cells()}(-1.2737120895089715e-16,-0.4599814563137516,1.4005020613580698e-5) Dual{Cells()}(-1.2737120895089715e-16,-1.8471015584762474e-5,7.449042876330059e-10) Dual{Cells()}(-1.2737120895089715e-16,-1.8808628030189946e-5,7.588301643141807e-10) Dual{Cells()}(0.000580368119492048,-1.8702821036840366e-7,6.323783597813676e-12) Dual{Cells()}(0.000580368119492048,-0.4599814563137516,1.6393672515708883e-5) Dual{Cells()}(0.000580368119492048,0.723711046646692,-2.2641127686765545e-5) Dual{Cells()}(0.000580368119492048,-0.2636289569741194,7.329586905356641e-6) Dual{Cells()}(0.000580368119492048,-4.9770900351019616e-5,1.680675579046694e-9) Dual{Cells()}(0.000580368119492048,-5.067543025954927e-5,1.7161900224233587e-9) Dual{Cells()}(0.000601696192982907,-1.7472922561991144e-7,4.796363469919309e-12) Dual{Cells()}(0.000601696192982907,-0.2636289569741194,8.632704158289989e-6) Dual{Cells()}(0.000601696192982907,0.5092157303908134,-1.3883874901416664e-5) Dual{Cells()}(0.000601696192982907,-0.24549478025639035,6.080281883322566e-6) Dual{Cells()}(0.000601696192982907,-4.5505401011060376e-5,1.2451987383236916e-9) Dual{Cells()}(0.000601696192982907,-4.631303006692001e-5,1.276467578464822e-9) Dual{Cells()}(0.0006174925136891702,-1.6221328094423764e-7,3.944632864839684e-12) Dual{Cells()}(0.0006174925136891702,-0.24549478025639035,6.551762076243641e-6) Dual{Cells()}(0.0006174925136891702,0.24557836657416604,-6.082315320798119e-6) Dual{Cells()}(0.0006174925136891702,-4.135640484787905e-5,1.0010669727507882e-9) Dual{Cells()}(0.0006174925136891702,-4.206769964687389e-5,1.029067694010137e-9) Dual{Cells()}(0.000553214505653725,-1.7232474653235974e-7,4.4442329614757695e-12) Dual{Cells()}(0.000553214505653725,0.2601722655440707,-6.79943273356752e-6) Dual{Cells()}(0.000553214505653725,-0.26008609252612697,7.2451195588270806e-6) Dual{Cells()}(0.000553214505653725,-4.2621313546112506e-5,1.103043199124613e-9) Dual{Cells()}(0.000553214505653725,-4.337937965105722e-5,1.1158276301093405e-9) Dual{Cells()}(0.0005532571786117862,-1.8463536494870936e-7,5.249536167878307e-12) Dual{Cells()}(0.0005532571786117862,-0.26008609252612697,6.797209055023753e-6) Dual{Cells()}(0.0005532571786117862,0.5390513781288497,-1.5254834665797517e-5) Dual{Cells()}(0.0005532571786117862,-0.2788748735618403,9.189854274854088e-6) Dual{Cells()}(0.0005532571786117862,-4.472354566159552e-5,1.2747542992512232e-9) Dual{Cells()}(0.0005532571786117862,-4.5503859855843355e-5,1.29133709198023e-9) Dual{Cells()}(0.0005491298619766768,-1.981357862431861e-7,6.701122159290501e-12) Dual{Cells()}(0.0005491298619766768,-0.2788748735618403,8.00714346834746e-6) Dual{Cells()}(0.0005491298619766768,0.7681610313654268,-2.4315954614533296e-5) Dual{Cells()}(0.0005491298619766768,-0.48919112838223466,1.7264242103132565e-5) Dual{Cells()}(0.0005491298619766768,-4.70125641600594e-5,1.5917556918669224e-9) Dual{Cells()}(0.0005491298619766768,-4.7818721405584936e-5,1.6158845929515915e-9) Dual{Cells()}(-3.6192053988627394e-16,-7.351081259845827e-8,2.8868760135035224e-12) Dual{Cells()}(-3.6192053988627394e-16,-0.48919112838223466,1.5122885838253426e-5) Dual{Cells()}(-3.6192053988627394e-16,2.069486063196302,-7.925907538913276e-5) Dual{Cells()}(-3.6192053988627394e-16,-1.580260089607708,6.470275271712941e-5) Dual{Cells()}(-3.6192053988627394e-16,-1.723895875780699e-5,6.771461229659071e-10) Dual{Cells()}(-3.6192053988627394e-16,-1.7532736788999204e-5,6.883742237298858e-10) Dual{Cells()}(2.890608764222285e-16,-7.358011803552056e-8,3.014992498245821e-12) Dual{Cells()}(2.890608764222285e-16,-1.580260089607708,6.199346486774606e-5) Dual{Cells()}(2.890608764222285e-16,3.1605448627899015,-0.0001293468085851586) Dual{Cells()}(2.890608764222285e-16,-1.5802499957068399,6.753415389583663e-5) Dual{Cells()}(2.890608764222285e-16,-1.7205471698460997e-5,7.050123944896558e-10) Dual{Cells()}(2.890608764222285e-16,-1.749842353736377e-5,7.169427426634801e-10) Dual{Cells()}(-3.823491563373572e-16,-7.350718619720269e-8,3.1418233582845446e-12) Dual{Cells()}(-3.823491563373572e-16,-1.5802499957068399,6.464263090048558e-5) Dual{Cells()}(-3.823491563373572e-16,2.3469293707603383,-0.00010164833346583309) Dual{Cells()}(-3.823491563373572e-16,-0.7666447320896677,3.739644438478954e-5) Dual{Cells()}(-3.823491563373572e-16,-1.7138910971587387e-5,7.32416434503848e-10) Dual{Cells()}(-3.823491563373572e-16,-1.7430545672931984e-5,7.450364410992491e-10) Dual{Cells()}(-0.0005472531458264614,-2.7724320889190124e-7,1.289140282647424e-11) Dual{Cells()}(-0.0005472531458264614,-0.7666447320896677,3.411269899130891e-5) Dual{Cells()}(-0.0005472531458264614,1.2717736132980284,-6.073593578504832e-5) Dual{Cells()}(-0.0005472531458264614,-0.5049995828025837,2.574420072960655e-5) Dual{Cells()}(-0.0005472531458264614,-6.396793635047439e-5,2.972927337096299e-9) Dual{Cells()}(-0.0005472531458264614,-6.505322621784588e-5,3.0256095327940375e-9) Dual{Cells()}(-0.0005517009587488614,-2.749954763522376e-7,1.3947589716406196e-11) Dual{Cells()}(-0.0005517009587488614,-0.5049995828025837,2.3333480131206618e-5) Dual{Cells()}(-0.0005517009587488614,1.0075764277850523,-5.1130419952826244e-5) Dual{Cells()}(-0.0005517009587488614,-0.5024508799336906,2.6704215560363796e-5) Dual{Cells()}(-0.0005517009587488614,-6.231933987727727e-5,3.1583740643800583e-9) Dual{Cells()}(-0.0005517009587488614,-6.33707134242152e-5,3.2153973912035644e-9) Dual{Cells()}(-0.0005566405623040772,-2.7445314355402915e-7,1.4540358894640898e-11) Dual{Cells()}(-0.0005566405623040772,-0.5024508799336906,2.537983175785908e-5) Dual{Cells()}(-0.0005566405623040772,0.5025743763862123,-2.6710756690669684e-5) Dual{Cells()}(-0.0005566405623040772,-6.109911188877088e-5,3.234160230053842e-9) Dual{Cells()}(-0.0005566405623040772,-6.212288748929894e-5,3.292725782269793e-9) Dual{Cells()}(-0.0006725241911507251,-2.7197249288301073e-7,1.5607729097900405e-11) Dual{Cells()}(-0.0006725241911507251,0.5037163139792341,-2.9074848882666027e-5) Dual{Cells()}(-0.0006725241911507251,-0.5035974292825375,2.7274384596917624e-5) Dual{Cells()}(-0.0006725241911507251,-5.883265296918038e-5,3.377851331606085e-9) Dual{Cells()}(-0.0006725241911507251,-5.9780071234635405e-5,3.426559347426514e-9) Dual{Cells()}(-0.0006799976422846733,-2.7882817320525033e-7,1.5175128976130678e-11) Dual{Cells()}(-0.0006799976422846733,-0.5035974292825375,2.9068028441520464e-5) Dual{Cells()}(-0.0006799976422846733,1.0224077601177026,-5.57919749593072e-5) Dual{Cells()}(-0.0006799976422846733,-0.5186905533572065,2.5261657458708227e-5) Dual{Cells()}(-0.0006799976422846733,-5.927463685800237e-5,3.227411120637849e-9) Dual{Cells()}(-0.0006799976422846733,-6.0224012927326484e-5,3.2742114509962204e-9) Dual{Cells()}(-0.0006849896087485522,-2.8857509907044245e-7,1.4154947213101864e-11) Dual{Cells()}(-0.0006849896087485522,-0.5186905533572065,2.851107320382401e-5) Dual{Cells()}(-0.0006849896087485522,1.321967604350913,-6.712126733445436e-5) Dual{Cells()}(-0.0006849896087485522,-0.803155208540198,3.7459407112320447e-5) Dual{Cells()}(-0.0006849896087485522,-6.029556888458411e-5,2.9584338540999783e-9) Dual{Cells()}(-0.0006849896087485522,-6.125830952493711e-5,3.002547846888989e-9) Dual{Cells()}(-4.47820463094498e-16,-7.776375704783932e-8,3.4543794507355067e-12) Dual{Cells()}(-4.47820463094498e-16,-0.803155208540198,4.185363450058526e-5) Dual{Cells()}(-4.47820463094498e-16,2.479063885715459,-0.00011206978909412204) Dual{Cells()}(-4.47820463094498e-16,-1.675876168528598,7.08101856088332e-5) Dual{Cells()}(-4.47820463094498e-16,-1.6087139569498472e-5,7.14665374361802e-10) Dual{Cells()}(-4.47820463094498e-16,-1.6343743336650235e-5,7.257454964828653e-10) Dual{Cells()}(-3.965147785520834e-16,-7.822911810585951e-8,3.3079723869101886e-12) Dual{Cells()}(-3.965147785520834e-16,-1.675876168528598,7.460893808531322e-5) Dual{Cells()}(-3.965147785520834e-16,3.359737632253927,-0.00014210896736005092) Dual{Cells()}(-3.965147785520834e-16,-1.6838288491903501,6.77688507722942e-5) Dual{Cells()}(-3.965147785520834e-16,-1.6139418404233758e-5,6.824186135265255e-10) Dual{Cells()}(-3.965147785520834e-16,-1.6396887456244187e-5,6.932523742169239e-10) Dual{Cells()}(-2.2392500901782063e-16,-7.850014515466804e-8,3.159416506797793e-12) Dual{Cells()}(-2.2392500901782063e-16,-1.6838288491903501,7.129740275699578e-5) Dual{Cells()}(-2.2392500901782063e-16,2.2103102621250987,-8.651518109231934e-5) Dual{Cells()}(-2.2392500901782063e-16,-0.526448773978828,1.604631681272568e-5) Dual{Cells()}(-2.2392500901782063e-16,-1.615142813675701e-5,6.498981572856715e-10) Dual{Cells()}(-2.2392500901782063e-16,-1.6409027638688276e-5,6.604853192455466e-10) Dual{Cells()}(0.0006583675117617866,-2.139940229345253e-7,7.235016103637925e-12) Dual{Cells()}(0.0006583675117617866,-0.526448773978828,1.87450167779313e-5) Dual{Cells()}(0.0006583675117617866,0.8282046192797539,-2.5931772029478723e-5) Dual{Cells()}(0.0006583675117617866,-0.30166783682559434,8.408437224447622e-6) Dual{Cells()}(0.0006583675117617866,-4.3551708272029815e-5,1.4709928223684105e-9) Dual{Cells()}(0.0006583675117617866,-4.424277303653675e-5,1.4976013173325298e-9) Dual{Cells()}(0.000681229380979323,-1.9995783329124405e-7,5.5043397025739855e-12) Dual{Cells()}(0.000681229380979323,-0.30166783682559434,9.882479540486155e-6) Dual{Cells()}(0.000681229380979323,0.5828513296709653,-1.593869176569513e-5) Dual{Cells()}(0.000681229380979323,-0.2811028036002203,6.992510862895665e-6) Dual{Cells()}(0.000681229380979323,-3.993436471195729e-5,1.0967059018135223e-9) Dual{Cells()}(0.000681229380979323,-4.055492260551064e-5,1.1197445189089334e-9) Dual{Cells()}(0.0006979081244623877,-1.8583062828041073e-7,4.541024485190081e-12) Dual{Cells()}(0.0006979081244623877,-0.2811028036002203,7.528032887649701e-6) Dual{Cells()}(0.0006979081244623877,0.28117639618486867,-6.994309790316141e-6) Dual{Cells()}(0.0006979081244623877,-3.642798201184533e-5,8.87132438735741e-10) Dual{Cells()}(0.0006979081244623877,-3.697877200827227e-5,9.076108842534585e-10) Dual{Cells()}(0.000633941686838472,-1.9590158420727339e-7,5.039025457729481e-12) Dual{Cells()}(0.000633941686838472,0.2957283247306485,-7.709854526666707e-6) Dual{Cells()}(0.000633941686838472,-0.2956527589741153,8.219878753061588e-6) Dual{Cells()}(0.000633941686838472,-3.7393878846026334e-5,9.64563717588203e-10) Dual{Cells()}(0.000633941686838472,-3.7975976102902595e-5,9.74887716704003e-10) Dual{Cells()}(0.0006330494024377514,-2.0985507253059403e-7,5.956913458580626e-12) Dual{Cells()}(0.0006330494024377514,-0.2956527589741153,7.707909809885808e-6) Dual{Cells()}(0.0006330494024377514,0.6126408447737578,-1.730775987108737e-5) Dual{Cells()}(0.0006330494024377514,-0.3169086171257748,1.0439939131872957e-5) Dual{Cells()}(0.0006330494024377514,-3.9328377165434233e-5,1.118607869062913e-9) Dual{Cells()}(0.0006330494024377514,-3.993044162968629e-5,1.1318443634809159e-9) Dual{Cells()}(0.0006273322110787442,-2.2510501891004708e-7,7.612872336176924e-12) Dual{Cells()}(0.0006273322110787442,-0.3169086171257748,9.085624523221266e-6) Dual{Cells()}(0.0006273322110787442,0.8726562295667325,-2.7607616489505907e-5) Dual{Cells()}(0.0006273322110787442,-0.555663912023055,1.961789806028067e-5) Dual{Cells()}(0.0006273322110787442,-4.142530570922638e-5,1.4021804066352619e-9) Dual{Cells()}(0.0006273322110787442,-4.2050007174560376e-5,1.4211589389852476e-9) Dual{Cells()}(-2.414449871990903e-16,-8.346056477456722e-8,3.281588742296447e-12) Dual{Cells()}(-2.414449871990903e-16,-0.555663912023055,1.716484630592135e-5) Dual{Cells()}(-2.414449871990903e-16,2.3497438313714354,-9.008721605717516e-5) Dual{Cells()}(-2.414449871990903e-16,-1.7940492056380428,7.3577018622087e-5) Dual{Cells()}(-2.414449871990903e-16,-1.5201125674559534e-5,5.977726928961466e-10) Dual{Cells()}(-2.414449871990903e-16,-1.5429124098392774e-5,6.065342709332273e-10) Dual{Cells()}(3.5108131450808363e-16,-8.351900030529162e-8,3.4276013812992526e-12) Dual{Cells()}(3.5108131450808363e-16,-1.7940492056380428,7.046811040179021e-5) Dual{Cells()}(3.5108131450808363e-16,3.587655687461949,-0.00014706403691851596) Dual{Cells()}(3.5108131450808363e-16,-1.7935758246335658,7.68052679364343e-5) Dual{Cells()}(3.5108131450808363e-16,-1.5173134030640495e-5,6.226768173272355e-10) Dual{Cells()}(3.5108131450808363e-16,-1.5400537309365415e-5,6.319703408046579e-10) Dual{Cells()}(-4.2471574524119137e-16,-8.341367199952549e-8,3.57211226580383e-12) Dual{Cells()}(-4.2471574524119137e-16,-1.7935758246335658,7.348576022368016e-5) Dual{Cells()}(-4.2471574524119137e-16,2.6631346038715056,-0.00011558757387118738) Dual{Cells()}(-4.2471574524119137e-16,-0.8695282383199265,4.255435600086465e-5) Dual{Cells()}(-4.2471574524119137e-16,-1.5115545905489906e-5,6.471806041024001e-10) Dual{Cells()}(-4.2471574524119137e-16,-1.5341958436016933e-5,6.569969677933016e-10) Dual{Cells()}(-0.0006267931778419361,-3.1432340166757957e-7,1.465489064003629e-11) Dual{Cells()}(-0.0006267931778419361,-0.8695282383199265,3.8780998195523225e-5) Dual{Cells()}(-0.0006267931778419361,1.4417682631017656,-6.906395611039765e-5) Dual{Cells()}(-0.0006267931778419361,-0.5721259966442573,2.9275311394459646e-5) Dual{Cells()}(-0.0006267931778419361,-5.6435344879484594e-5,2.629971450838096e-9) Dual{Cells()}(-0.0006267931778419361,-5.7278469300561096e-5,2.670878803750621e-9) Dual{Cells()}(-0.0006313077516281647,-3.113192167632303e-7,1.5846127556326188e-11) Dual{Cells()}(-0.0006313077516281647,-0.5721259966442573,2.6504284706053704e-5) Dual{Cells()}(-0.0006313077516281647,1.1406966881509704,-5.809484625068247e-5) Dual{Cells()}(-0.0006313077516281647,-0.5684595286262152,3.0336472547547684e-5) Dual{Cells()}(-0.0006313077516281647,-5.501687635296713e-5,2.7983682487431057e-9) Dual{Cells()}(-0.0006313077516281647,-5.5834684927987605e-5,2.8426367035801425e-9) Dual{Cells()}(-0.0006362180901131992,-3.103043923761249e-7,1.6506107962170357e-11) Dual{Cells()}(-0.0006362180901131992,-0.5684595286262152,2.8813878166468634e-5) Dual{Cells()}(-0.0006362180901131992,0.5685686006952411,-3.0342272700818407e-5) Dual{Cells()}(-0.0006362180901131992,-5.398209535585766e-5,2.869160174263605e-9) Dual{Cells()}(-0.0006362180901131992,-5.4779669277672886e-5,2.9146752863626672e-9) Dual{Cells()}(-0.0007519491831411169,-3.0784269223593643e-7,1.757194969549628e-11) Dual{Cells()}(-0.0007519491831411169,0.5697512928691321,-3.270236404419795e-5) Dual{Cells()}(-0.0007519491831411169,-0.5696458206028702,3.07059240624551e-5) Dual{Cells()}(-0.0007519491831411169,-5.220885421076094e-5,2.9809072499954304e-9) Dual{Cells()}(-0.0007519491831411169,-5.295556935895597e-5,3.019446638559034e-9) Dual{Cells()}(-0.0007594275945575218,-3.151690982125401e-7,1.7072143994090417e-11) Dual{Cells()}(-0.0007594275945575218,-0.5696458206028702,3.2696345856275144e-5) Dual{Cells()}(-0.0007594275945575218,1.1556013166615264,-6.274945447516837e-5) Dual{Cells()}(-0.0007594275945575218,-0.585849165536879,2.8430464365396088e-5) Dual{Cells()}(-0.0007594275945575218,-5.2633269029540435e-5,2.8517391177365494e-9) Dual{Cells()}(-0.0007594275945575218,-5.3382083649691616e-5,2.8887939613437257e-9) Dual{Cells()}(-0.0007643573104686754,-3.256673583007589e-7,1.5917083641915796e-11) Dual{Cells()}(-0.0007643573104686754,-0.585849165536879,3.20377725806216e-5) Dual{Cells()}(-0.0007643573104686754,1.4920306280217297,-7.544075458751783e-5) Dual{Cells()}(-0.0007643573104686754,-0.9060732589318885,4.2124095382541036e-5) Dual{Cells()}(-0.0007643573104686754,-5.355931764537936e-5,2.618128032547939e-9) Dual{Cells()}(-0.0007643573104686754,-5.4318567958522434e-5,2.65298088797545e-9) Dual{Cells()}(5.325846545654146e-16,-8.76720905560523e-8,3.884374111967607e-12) Dual{Cells()}(5.325846545654146e-16,-0.9060732589318885,4.7005003038339174e-5) Dual{Cells()}(5.325846545654146e-16,2.7953356790153037,-0.00012599689517646674) Dual{Cells()}(5.325846545654146e-16,-1.8892335466998837,7.964694564191932e-5) Dual{Cells()}(5.325846545654146e-16,-1.429171199680737e-5,6.332053786894236e-10) Dual{Cells()}(5.325846545654146e-16,-1.4493999444390858e-5,6.419215628335295e-10) Dual{Cells()}(3.0181396000694606e-16,-8.816920875984541e-8,3.7203240692260265e-12) Dual{Cells()}(3.0181396000694606e-16,-1.8892335466998837,8.387152075873907e-5) Dual{Cells()}(3.0181396000694606e-16,3.7868964001269694,-0.00015981211599843764) Dual{Cells()}(3.0181396000694606e-16,-1.897633886221637,7.62376339839617e-5) Dual{Cells()}(3.0181396000694606e-16,-1.4338060417937396e-5,6.049383338330757e-10) Dual{Cells()}(3.0181396000694606e-16,-1.4540975821509504e-5,6.134363945946088e-10) Dual{Cells()}(-2.327458029239544e-16,-8.84505163354741e-8,3.5539107635028056e-12) Dual{Cells()}(-2.327458029239544e-16,-1.897633886221637,8.016394824648258e-5) Dual{Cells()}(-2.327458029239544e-16,2.4905803673737417,-9.733603966579718e-5) Dual{Cells()}(-2.327458029239544e-16,-0.5929174913515182,1.8087888234935637e-5) Dual{Cells()}(-2.327458029239544e-16,-1.4349179712157996e-5,5.764191320313327e-10) Dual{Cells()}(-2.327458029239544e-16,-1.4552170358103975e-5,5.846978446185216e-10) Dual{Cells()}(0.0007364346870927405,-2.4096114122205405e-7,8.14660109787563e-12) Dual{Cells()}(0.0007364346870927405,-0.5929174913515182,2.109724100487548e-5) Dual{Cells()}(0.0007364346870927405,0.9327005105210344,-2.9222928654307928e-5) Dual{Cells()}(0.0007364346870927405,-0.3397048053995131,9.487178385615177e-6) Dual{Cells()}(0.0007364346870927405,-3.871384613482231e-5,1.3078531778012368e-9) Dual{Cells()}(0.0007364346870927405,-3.925896272705222e-5,1.3284141818811938e-9) Dual{Cells()}(0.0007608554124587055,-2.2518163302406926e-7,6.21226629886056e-12) Dual{Cells()}(0.0007608554124587055,-0.3397048053995131,1.1132396071487803e-5) Dual{Cells()}(0.0007608554124587055,0.6564721233600457,-1.799290802060766e-5) Dual{Cells()}(0.0007608554124587055,-0.31669544630738955,7.904177102150686e-6) Dual{Cells()}(0.0007608554124587055,-3.557690936645745e-5,9.797354010030873e-10) Dual{Cells()}(0.0007608554124587055,-3.606956214357495e-5,9.972877163151895e-10) Dual{Cells()}(0.0007784404883161564,-2.0942917580367173e-7,5.136957525594643e-12) Dual{Cells()}(0.0007784404883161564,-0.31669544630738955,8.50374654766086e-6) Dual{Cells()}(0.0007784404883161564,0.31676118544000825,-7.905789971227528e-6) Dual{Cells()}(0.0007784404883161564,-3.254421021858945e-5,7.962015727320851e-10) Dual{Cells()}(0.0007784404883161564,-3.298549322435513e-5,8.117105332949175e-10) Dual{Cells()}(0.0007147036102572222,-2.194701427606927e-7,5.6336563732382725e-12) Dual{Cells()}(0.0007147036102572222,0.331280837082253,-8.62008635032906e-6) Dual{Cells()}(0.0007147036102572222,-0.33121354241016954,9.194382790977893e-6) Dual{Cells()}(0.0007147036102572222,-3.3306333128269235e-5,8.569606655988577e-10) Dual{Cells()}(0.0007147036102572222,-3.376886881238254e-5,8.654137722912483e-10) Dual{Cells()}(0.0007128662322191361,-2.3507179503766231e-7,6.664281031517317e-12) Dual{Cells()}(0.0007128662322191361,-0.33121354241016954,8.618358170618154e-6) Dual{Cells()}(0.0007128662322191361,0.6862254430013389,-1.936041038443615e-5) Dual{Cells()}(0.0007128662322191361,-0.3549409988991662,1.1689993801332144e-5) Dual{Cells()}(0.0007128662322191361,-3.509366168345878e-5,9.965632943255945e-10) Dual{Cells()}(0.0007128662322191361,-3.5572958524748056e-5,1.0073078381767417e-9) Dual{Cells()}(0.000705548643868448,-2.5207438316155213e-7,8.524749577791443e-12) Dual{Cells()}(0.000705548643868448,-0.3549409988991662,1.0164016914197163e-5) Dual{Cells()}(0.000705548643868448,0.9771520454903571,-3.089933710159556e-5) Dual{Cells()}(0.000705548643868448,-0.622136246936868,2.197170598206724e-5) Dual{Cells()}(0.000705548643868448,-3.702464814500517e-5,1.2529966124566225e-9) Dual{Cells()}(0.000705548643868448,-3.752293179473995e-5,1.2682427550477864e-9) Dual{Cells()}(-3.06875737574737e-16,-9.341022107992475e-8,3.676369793715676e-12) Dual{Cells()}(-3.06875737574737e-16,-0.622136246936868,1.920681345205774e-5) Dual{Cells()}(-3.06875737574737e-16,2.6299869418955844,-0.00010091584179616799) Dual{Cells()}(-3.06875737574737e-16,-2.007823231484579,8.24518667901099e-5) Dual{Cells()}(-3.06875737574737e-16,-1.3594001073531701e-5,5.350669968894945e-10) Dual{Cells()}(-3.06875737574737e-16,-1.3776062842571538e-5,5.420648213497793e-10) Dual{Cells()}(-8.277434858973637e-17,-9.345765136049371e-8,3.840283230594821e-12) Dual{Cells()}(-8.277434858973637e-17,-2.007823231484579,7.894305499601354e-5) Dual{Cells()}(-8.277434858973637e-17,4.014734652073124,-0.00016478223868401703) Dual{Cells()}(-8.277434858973637e-17,-2.0068840054365733,8.607707264869835e-5) Dual{Cells()}(-8.277434858973637e-17,-1.3570029779477396e-5,5.575720615634625e-10) Dual{Cells()}(-8.277434858973637e-17,-1.3751664541253668e-5,5.649853534151575e-10) Dual{Cells()}(6.30412295999009e-17,-9.33197633719079e-8,4.002478948075371e-12) Dual{Cells()}(6.30412295999009e-17,-2.0068840054365733,8.23292454922419e-5) Dual{Cells()}(6.30412295999009e-17,2.979315168386363,-0.00012952791171900446) Dual{Cells()}(6.30412295999009e-17,-0.9724038501806227,4.7713102159452585e-5) Dual{Cells()}(6.30412295999009e-17,-1.351927956359075e-5,5.797246217051543e-10) Dual{Cells()}(6.30412295999009e-17,-1.3700169839575903e-5,5.875461375498229e-10) Dual{Cells()}(-0.0007063689693786849,-3.5140066526618536e-7,1.6418696716810356e-11) Dual{Cells()}(-0.0007063689693786849,-0.9724038501806227,4.3449667798943067e-5) Dual{Cells()}(-0.0007063689693786849,1.6117523640234748,-7.739311604932755e-5) Dual{Cells()}(-0.0007063689693786849,-0.6392465105063404,3.280693990806562e-5) Dual{Cells()}(-0.0007063689693786849,-5.048885116112484e-5,2.357979785074867e-9) Dual{Cells()}(-0.0007063689693786849,-5.1163084685235486e-5,2.3905252696263516e-9) Dual{Cells()}(-0.000710938156564943,-3.4763851621518573e-7,1.7744983577818886e-11) Dual{Cells()}(-0.000710938156564943,-0.6392465105063404,2.967524901606607e-5) Dual{Cells()}(-0.000710938156564943,1.273807383819677,-6.506005378301986e-5) Dual{Cells()}(-0.000710938156564943,-0.6344613807524544,3.3969046210662656e-5) Dual{Cells()}(-0.000710938156564943,-4.924494835479314e-5,2.51204142122106e-9) Dual{Cells()}(-0.000710938156564943,-4.9899974011128856e-5,2.547238639419383e-9) Dual{Cells()}(-0.0007158083270502238,-3.461507073035354e-7,1.8472135876543294e-11) Dual{Cells()}(-0.0007158083270502238,-0.6344613807524544,3.2248036941054254e-5) Dual{Cells()}(-0.0007158083270502238,0.6345590640353823,-3.3974257150694256e-5) Dual{Cells()}(-0.0007158083270502238,-4.8348651611972305e-5,2.5781851551758265e-9) Dual{Cells()}(-0.0007158083270502238,-4.8988480608602306e-5,2.6143926237978395e-9) Dual{Cells()}(-0.0008320872498836562,-3.4367584747985035e-7,1.9540625731620892e-11) Dual{Cells()}(-0.0008320872498836562,0.635690314699121,-3.634366286830994e-5) Dual{Cells()}(-0.0008320872498836562,-0.6355955334354335,3.4147316370455065e-5) Dual{Cells()}(-0.0008320872498836562,-4.691784624635758e-5,2.668270374620605e-9) Dual{Cells()}(-0.0008320872498836562,-4.751974159366307e-5,2.6996718547277614e-9) Dual{Cells()}(-0.0008396018768633736,-3.5147928349880914e-7,1.8973348678145495e-11) Dual{Cells()}(-0.0008396018768633736,-0.6355955334354335,3.633827523523538e-5) Dual{Cells()}(-0.0008396018768633736,1.2886276169231272,-6.973055280108202e-5) Dual{Cells()}(-0.0008396018768633736,-0.6529364799802854,3.160643453651391e-5) Dual{Cells()}(-0.0008396018768633736,-4.732386887128307e-5,2.555158676978595e-9) Dual{Cells()}(-0.0008396018768633736,-4.7928159253515796e-5,2.5853577689660127e-9) Dual{Cells()}(-0.0008444681646465279,-3.627412765964709e-7,1.7682525121026092e-11) Dual{Cells()}(-0.0008444681646465279,-0.6529364799802854,3.557807681281416e-5) Dual{Cells()}(-0.0008444681646465279,1.66195530655586,-8.378662910825486e-5) Dual{Cells()}(-0.0008444681646465279,-1.008921504227709,4.679975745566004e-5) Dual{Cells()}(-0.0008444681646465279,-4.8173178200884266e-5,2.348626428903483e-9) Dual{Cells()}(-0.0008444681646465279,-4.878642838817897e-5,2.37697773716517e-9) Dual{Cells()}(1.6549864828531485e-15,-9.75782055488586e-8,4.314942588932807e-12) Dual{Cells()}(1.6549864828531485e-15,-1.008921504227709,5.217545120127243e-5) Dual{Cells()}(1.6549864828531485e-15,3.1114745749335593,-0.00013995712316479335) Dual{Cells()}(1.6549864828531485e-15,-2.1025270970417496,8.84994466205519e-5) Dual{Cells()}(1.6549864828531485e-15,-1.2856314108731506e-5,5.685266134715666e-10) Dual{Cells()}(1.6549864828531485e-15,-1.3019771786555829e-5,5.755951604641683e-10) Dual{Cells()}(1.832728706019319e-15,-9.810812671412894e-8,4.133076359229156e-12) Dual{Cells()}(1.832728706019319e-15,-2.1025270970417496,9.315621726180468e-5) Dual{Cells()}(1.832728706019319e-15,4.21395915097784,-0.0001775491161489618) Dual{Cells()}(1.832728706019319e-15,-2.111405995583647,8.471885711844532e-5) Dual{Cells()}(1.832728706019319e-15,-1.2898133579137042e-5,5.43345183538377e-10) Dual{Cells()}(1.832728706019319e-15,-1.3062110737939258e-5,5.502234854488382e-10) Dual{Cells()}(-4.1554543966924034e-16,-9.840053373373928e-8,3.9486200848722235e-12) Dual{Cells()}(-4.1554543966924034e-16,-2.111405995583647,8.904857182185176e-5) Dual{Cells()}(-4.1554543966924034e-16,2.770815247711422,-0.00010817018930846245) Dual{Cells()}(-4.1554543966924034e-16,-0.6593831724544779,2.0126841382394397e-5) Dual{Cells()}(-4.1554543966924034e-16,-1.2908607632045258e-5,5.179299546875979e-10) Dual{Cells()}(-4.1554543966924034e-16,-1.307266513076575e-5,5.246168919111104e-10) Dual{Cells()}(0.0008151597140446841,-2.67928081111924e-7,9.056737014646135e-12) Dual{Cells()}(0.0008151597140446841,-0.6593831724544779,2.3450285695568705e-5) Dual{Cells()}(0.0008151597140446841,1.0371640585981272,-3.2509449993288396e-5) Dual{Cells()}(0.0008151597140446841,-0.37771049128499884,1.0562262790697723e-5) Dual{Cells()}(0.0008151597140446841,-3.4842966372903096e-5,1.1771793719404166e-9) Dual{Cells()}(0.0008151597140446841,-3.528396419661341e-5,1.1936567505145123e-9) Dual{Cells()}(0.0008412206328377899,-2.503818634963827e-7,6.9159381499360355e-12) Dual{Cells()}(0.0008412206328377899,-0.37771049128499884,1.2380228775589256e-5) Dual{Cells()}(0.0008412206328377899,0.7299630063366174,-2.0037545950802912e-5) Dual{Cells()}(0.0008412206328377899,-0.3521877208466509,8.809607916154087e-6) Dual{Cells()}(0.0008412206328377899,-3.207200697851375e-5,8.848036190774092e-10) Dual{Cells()}(0.0008412206328377899,-3.24718161256258e-5,8.987362185457856e-10) Dual{Cells()}(0.0008597745532645571,-2.329694909058349e-7,5.726855422405195e-12) Dual{Cells()}(0.0008597745532645571,-0.3521877208466509,9.473492816006445e-6) Dual{Cells()}(0.0008597745532645571,0.35224710841288076,-8.81106853582509e-6) Dual{Cells()}(0.0008597745532645571,-2.9397542711332437e-5,7.213858283313832e-10) Dual{Cells()}(0.0008597745532645571,-2.9757054027594068e-5,7.33639528537146e-10) Dual{Cells()}(4.998083226151506e-5,-2.479455157847575e-7,6.537520772521422e-12) Dual{Cells()}(4.998083226151506e-5,0.3633037831339275,-9.598196035391933e-6) Dual{Cells()}(4.998083226151506e-5,-0.3632385700423762,9.592980090844443e-6) Dual{Cells()}(4.998083226151506e-5,-3.24154878159167e-5,1.167252384152802e-9) Dual{Cells()}(4.998083226151506e-5,-3.2549658219617127e-5,-2.689048299996771e-9) Dual{Cells()}(5.1097261761053854e-5,-2.499809700735273e-7,6.598730039342939e-12) Dual{Cells()}(5.1097261761053854e-5,-0.3632385700423762,9.587552605029442e-6) Dual{Cells()}(5.1097261761053854e-5,0.7296640585077209,-1.928751981187871e-5) Dual{Cells()}(5.1097261761053854e-5,-0.36636049832895434,9.695804656707235e-6) Dual{Cells()}(5.1097261761053854e-5,-3.218989437469408e-5,1.1596480766183088e-9) Dual{Cells()}(5.1097261761053854e-5,-3.255026104556215e-5,-7.963372062918307e-10) Dual{Cells()}(5.3046091711552564e-5,-2.5222693112588086e-7,6.674145954492185e-12) Dual{Cells()}(5.3046091711552564e-5,-0.36636049832895434,9.6838647383727e-6) Dual{Cells()}(5.3046091711552564e-5,0.9874757891925103,-2.614101201595092e-5) Dual{Cells()}(5.3046091711552564e-5,-0.6210506946716768,1.645537482525764e-5) Dual{Cells()}(5.3046091711552564e-5,-3.198155757779766e-5,1.1532181275479813e-9) Dual{Cells()}(5.3046091711552564e-5,-3.2362407370206124e-5,2.9678825841581127e-9) Dual{Cells()}(2.3660791405946017e-16,-9.209807954835548e-8,2.4427950820436477e-12) Dual{Cells()}(2.3660791405946017e-16,-0.6210506946716768,1.643465574905614e-5) Dual{Cells()}(2.3660791405946017e-16,2.601554196034959,-6.903468793212988e-5) Dual{Cells()}(2.3660791405946017e-16,-1.9804802577064409,5.258950579943465e-5) Dual{Cells()}(2.3660791405946017e-16,-1.1572409381344944e-5,4.1766449299512114e-10) Dual{Cells()}(2.3660791405946017e-16,-1.1579149380836247e-5,2.4351246179505786e-9) Dual{Cells()}(2.661611335426262e-16,-9.222224187517059e-8,2.4473002272315205e-12) Dual{Cells()}(2.661611335426262e-16,-1.9804802577064409,5.257559822506493e-5) Dual{Cells()}(2.661611335426262e-16,3.9634976018325,-0.00010525861912543653) Dual{Cells()}(2.661611335426262e-16,-1.9829941813074252,5.267241800835268e-5) Dual{Cells()}(2.661611335426262e-16,-1.1562517190987037e-5,4.1738558779086326e-10) Dual{Cells()}(2.661611335426262e-16,-1.1508079201467896e-5,2.873429884818565e-9) Dual{Cells()}(4.3139904797673906e-18,-9.233178360344733e-8,2.4508129187200046e-12) Dual{Cells()}(4.3139904797673906e-18,-1.9829941813074252,5.266544294225018e-5) Dual{Cells()}(4.3139904797673906e-18,1.9830172517894267,-5.2676040157175506e-5) Dual{Cells()}(4.3139904797673906e-18,-1.1551671674010224e-5,4.1703312681569005e-10) Dual{Cells()}(4.3139904797673906e-18,-1.142647854391662e-5,3.33133052447812e-9) Dual{Cells()}(-1.1272098992255948e-9,-2.099989323729416e-7,7.991682546928622e-12) Dual{Cells()}(-1.1272098992255948e-9,-8.820917210275313e-5,3.3568823826847966e-9) Dual{Cells()}(-1.1272098992255948e-9,0.38654161560789524,-1.4710645354748995e-5) Dual{Cells()}(-1.1272098992255948e-9,-0.3863669392990544,1.4703997710788347e-5) Dual{Cells()}(-1.1272098992255948e-9,-8.625713780571126e-5,3.2834744171988036e-9) Dual{Cells()}(-1.1463152460302634e-9,-2.1253991289773123e-7,8.088381654052687e-12) Dual{Cells()}(-1.1463152460302634e-9,-8.714469368096643e-5,3.31637266740595e-9) Dual{Cells()}(-1.1463152460302634e-9,-0.3863669392990544,1.4703997716441172e-5) Dual{Cells()}(-1.1463152460302634e-9,0.7775540398548683,-2.9591436656666014e-5) Dual{Cells()}(-1.1463152460302634e-9,-0.39101450437621604,1.4880870468073996e-5) Dual{Cells()}(-1.1463152460302634e-9,-8.523894600400347e-5,3.24471583262202e-9) Dual{Cells()}(-1.1710982826390813e-9,-2.1508089342464287e-7,8.18508076289458e-12) Dual{Cells()}(-1.1710982826390813e-9,-8.61055783512497e-5,3.276828168168925e-9) Dual{Cells()}(-1.1710982826390813e-9,-0.39101450437621604,1.4880870470793946e-5) Dual{Cells()}(-1.1710982826390813e-9,0.3911850695272085,-1.4887361648551234e-5) Dual{Cells()}(-1.1710982826390813e-9,-8.424449174778983e-5,3.206860846766962e-9) Dual{Cells()}(-0.0005237180379594798,-2.0468391929623808e-7,1.1926090525487769e-11) Dual{Cells()}(-0.0005237180379594798,-7.88278239421378e-5,4.581175340065895e-9) Dual{Cells()}(-0.0005237180379594798,0.3798652376468704,-2.2276133316972135e-5) Dual{Cells()}(-0.0005237180379594798,-0.37970903013042806,2.084052919023466e-5) Dual{Cells()}(-0.0005237180379594798,-7.717500858087445e-5,4.502761487969344e-9) Dual{Cells()}(-0.0005312611238604573,-2.1065922483843583e-7,1.1619730120625972e-11) Dual{Cells()}(-0.0005312611238604573,-7.927449502972832e-5,4.3622220344764455e-9) Dual{Cells()}(-0.0005312611238604573,-0.37970903013042806,2.2267034871008627e-5) Dual{Cells()}(-0.0005312611238604573,0.7725920711859459,-4.275118197514498e-5) Dual{Cells()}(-0.0005312611238604573,-0.39272593008079615,1.9320530253145715e-5) Dual{Cells()}(-0.0005312611238604573,-7.762582046709153e-5,4.287052955649014e-9) Dual{Cells()}(-0.0005364022045329238,-2.1900644657025048e-7,1.0852418145105921e-11) Dual{Cells()}(-0.0005364022045329238,-8.055362241355766e-5,3.983876052560361e-9) Dual{Cells()}(-0.0005364022045329238,-0.39272593008079615,2.190198936648248e-5) Dual{Cells()}(-0.0005364022045329238,1.0030163012308135,-5.152867431557998e-5) Dual{Cells()}(-0.0005364022045329238,-0.6101307096323875,2.8714791457966574e-5) Dual{Cells()}(-0.0005364022045329238,-7.888888876993443e-5,3.912703524841943e-9) Dual{Cells()}(-7.323136633639589e-16,-5.918255195242827e-8,2.648488435899421e-12) Dual{Cells()}(-7.323136633639589e-16,-2.1483973753570216e-5,9.600901100851876e-10) Dual{Cells()}(-7.323136633639589e-16,-0.6101307096323875,3.22002341310545e-5) Dual{Cells()}(-7.323136633639589e-16,1.885909305569465,-8.59622969710229e-5) Dual{Cells()}(-7.323136633639589e-16,-1.275736011178142,5.424270254928918e-5) Dual{Cells()}(-7.323136633639589e-16,-2.1041602629965244e-5,9.420548576678369e-10) Dual{Cells()}(-4.0227395437364875e-15,-5.95894316933058e-8,2.5351313495226044e-12) Dual{Cells()}(-4.0227395437364875e-15,-2.1554185926501673e-5,9.160053099410015e-10) Dual{Cells()}(-4.0227395437364875e-15,-1.275736011178142,5.7245600050137296e-5) Dual{Cells()}(-4.0227395437364875e-15,2.5586461101614,-0.00010892034673643077) Dual{Cells()}(-4.0227395437364875e-15,-1.2828673743590187,5.1890971695257026e-5) Dual{Cells()}(-4.0227395437364875e-15,-2.111084888095574e-5,8.982721997834588e-10) Dual{Cells()}(2.323703221046606e-17,-5.984207669562136e-8,2.4200286489621272e-12) Dual{Cells()}(2.323703221046606e-17,-2.1568031637556223e-5,8.71601990298488e-10) Dual{Cells()}(2.323703221046606e-17,-1.2828673743590187,5.467582669294979e-5) Dual{Cells()}(2.323703221046606e-17,1.6847256221784088,-6.622768252839643e-5) Dual{Cells()}(2.323703221046606e-17,-0.4018154948155835,1.2217825161084291e-5) Dual{Cells()}(2.323703221046606e-17,-2.112513009253554e-5,8.541719275309926e-10) Dual{Cells()}(0.0005121123136474935,-1.6343031294948777e-7,5.526176158920702e-12) Dual{Cells()}(0.0005121123136474935,-5.805370147200721e-5,1.9647207747886372e-9) Dual{Cells()}(0.0005121123136474935,-0.4018154948155835,1.4334981943084812e-5) Dual{Cells()}(0.0005121123136474935,0.6322636948084784,-1.9759695558464553e-5) Dual{Cells()}(0.0005121123136474935,-0.23033310649281946,6.384641214657417e-6) Dual{Cells()}(0.0005121123136474935,-5.687636829045312e-5,1.9201130945260885e-9) Dual{Cells()}(0.0005321198065854714,-1.5263802990783312e-7,4.1763574267034116e-12) Dual{Cells()}(0.0005321198065854714,-5.285892436708803e-5,1.4514371510995876e-9) Dual{Cells()}(0.0005321198065854714,-0.23033310649281946,7.537977902094944e-6) Dual{Cells()}(0.0005321198065854714,0.44474355327823345,-1.2083441494381685e-5) Dual{Cells()}(0.0005321198065854714,-0.21430560620990483,5.280680151479622e-6) Dual{Cells()}(0.0005321198065854714,-5.182901311222516e-5,1.4122292748060218e-9) Dual{Cells()}(0.0005471669810252742,-1.4151097209248682e-7,3.4218762577246336e-12) Dual{Cells()}(0.0005471669810252742,-4.778574427124229e-5,1.1620074227975417e-9) Dual{Cells()}(0.0005471669810252742,-0.21430560620990483,5.695930119694976e-6) Dual{Cells()}(0.0005471669810252742,0.2144004343847171,-5.2829750785130806e-6) Dual{Cells()}(0.0005471669810252742,-4.690091956894112e-5,1.1271736472083393e-9) Dual{Cells()}(0.00047932151911190857,-1.3909407013015689e-7,3.2377729375464456e-12) Dual{Cells()}(0.00047932151911190857,-3.185070570690115e-5,2.6042931562675144e-10) Dual{Cells()}(0.00047932151911190857,0.21314833202085975,-5.056199460980586e-6) Dual{Cells()}(0.00047932151911190857,-0.21307009498054227,5.3610406180303405e-6) Dual{Cells()}(0.00047932151911190857,-4.624724054045105e-5,1.2236720848569752e-9) Dual{Cells()}(0.00047986678169417067,-1.5373787785602643e-7,3.985329918435704e-12) Dual{Cells()}(0.00047986678169417067,-3.591431699800131e-5,1.3473658040054795e-10) Dual{Cells()}(0.00047986678169417067,-0.21307009498054227,5.054478998995543e-6) Dual{Cells()}(0.00047986678169417067,0.4491602803989825,-1.1576717075516162e-5) Dual{Cells()}(0.00047986678169417067,-0.23600485953581476,7.07299273111574e-6) Dual{Cells()}(0.00047986678169417067,-4.925782774958767e-5,1.4250149235492209e-9) Dual{Cells()}(0.00047692961453842857,-1.7069191790593207e-7,5.315950222711391e-12) Dual{Cells()}(0.00047692961453842857,-4.654998699682558e-5,5.020164186086043e-10) Dual{Cells()}(0.00047692961453842857,-0.23600485953581476,6.213560873740578e-6) Dual{Cells()}(0.00047692961453842857,0.6587527183187291,-1.91929838409941e-5) Dual{Cells()}(0.00047692961453842857,-0.42264849024869394,1.3715478961607014e-5) Dual{Cells()}(0.00047692961453842857,-5.264785530555716e-5,1.7830718765835578e-9) Dual{Cells()}(-1.4490480708262077e-16,-6.450265051251608e-8,2.341293718877837e-12) Dual{Cells()}(-1.4490480708262077e-16,-1.88711952097453e-5,3.870636697134077e-10) Dual{Cells()}(-1.4490480708262077e-16,-0.42264849024869394,1.2116922131800003e-5) Dual{Cells()}(-1.4490480708262077e-16,1.8120149594231563,-6.415284126529854e-5) Dual{Cells()}(-1.4490480708262077e-16,-1.3893280516670503,5.249683400258966e-5) Dual{Cells()}(-1.4490480708262077e-16,-1.9481809551801472e-5,7.56639707253806e-10) Dual{Cells()}(4.798421251023633e-18,-6.483295082928994e-8,2.454994681797551e-12) Dual{Cells()}(4.798421251023633e-18,-1.9128863115533564e-5,4.3380244449276574e-10) Dual{Cells()}(4.798421251023633e-18,-1.3893280516670503,5.0435976057253705e-5) Dual{Cells()}(4.798421251023633e-18,2.7843119371364033,-0.00010529037456571523) Dual{Cells()}(4.798421251023633e-18,-1.3949452073172628,5.499739391665966e-5) Dual{Cells()}(4.798421251023633e-18,-1.9484456023961192e-5,7.869605082226897e-10) Dual{Cells()}(-1.1145474981659674e-16,-6.502195372615216e-8,2.5672096969676958e-12) Dual{Cells()}(-1.1145474981659674e-16,-1.931411345538673e-5,4.788817493737889e-10) Dual{Cells()}(-1.1145474981659674e-16,-1.3949452073172628,5.279208986002309e-5) Dual{Cells()}(-1.1145474981659674e-16,2.0768893562008484,-8.302656462150606e-5) Dual{Cells()}(-1.1145474981659674e-16,-0.6819053228561147,3.054005236134746e-5) Dual{Cells()}(-1.1145474981659674e-16,-1.9446892062051553e-5,8.167045199368393e-10) Dual{Cells()}(-0.00047160499072342244,-2.471143452436205e-7,1.0596484370785389e-11) Dual{Cells()}(-0.00047160499072342244,-7.372430856658357e-5,2.1305094524804886e-9) Dual{Cells()}(-0.00047160499072342244,-0.6819053228561147,2.802765831605939e-5) Dual{Cells()}(-0.00047160499072342244,1.1339441609491747,-4.983871546326338e-5) Dual{Cells()}(-0.00047160499072342244,-0.45189204175989167,2.1139941773224515e-5) Dual{Cells()}(-0.00047160499072342244,-7.282491025660762e-5,3.3074770458713055e-9) Dual{Cells()}(-0.0004760723430429202,-2.4704964820901806e-7,1.1527708302250828e-11) Dual{Cells()}(-0.0004760723430429202,-7.321486161919631e-5,2.429049557925583e-9) Dual{Cells()}(-0.0004760723430429202,-0.45189204175989167,1.9292504842819778e-5) Dual{Cells()}(-0.0004760723430429202,0.9044236446223471,-4.21914523326135e-5) Dual{Cells()}(-0.0004760723430429202,-0.45238699501542107,2.206111929813875e-5) Dual{Cells()}(-0.0004760723430429202,-7.114593576708669e-5,3.5047740044198387e-9) Dual{Cells()}(-0.00048111917518836296,-2.476588875622585e-7,1.2052795304247094e-11) Dual{Cells()}(-0.00048111917518836296,-7.23603533223566e-5,2.5565048515906227e-9) Dual{Cells()}(-0.00048111917518836296,-0.45238699501542107,2.1044965853089097e-5) Dual{Cells()}(-0.00048111917518836296,0.45252941230887145,-2.2067813802110156e-5) Dual{Cells()}(-0.00048111917518836296,-6.980928124048059e-5,3.582660959182502e-9) Dual{Cells()}(-0.0006030947128021143,-2.4057364217272613e-7,1.3889893003506843e-11) Dual{Cells()}(-0.0006030947128021143,-6.737439584698752e-5,3.884539680132553e-9) Dual{Cells()}(-0.0006030947128021143,0.44591793121326917,-2.5902717745631406e-5) Dual{Cells()}(-0.0006030947128021143,-0.44578414262414023,2.427281998312232e-5) Dual{Cells()}(-0.0006030947128021143,-6.617361963975974e-5,3.823663422669334e-9) Dual{Cells()}(-0.0006105849202250235,-2.4701862533341915e-7,1.3516139377069876e-11) Dual{Cells()}(-0.0006105849202250235,-6.782799938404885e-5,3.7067025991734874e-9) Dual{Cells()}(-0.0006105849202250235,-0.44578414262414023,2.5894994937000462e-5) Dual{Cells()}(-0.0006105849202250235,0.9058281571041564,-4.9707524143455435e-5) Dual{Cells()}(-0.0006105849202250235,-0.45990931307090976,2.2489856288848368e-5) Dual{Cells()}(-0.0006105849202250235,-6.662639109705963e-5,3.6482217176634065e-9) Dual{Cells()}(-0.0006156406794678764,-2.561116823519481e-7,1.261392114947225e-11) Dual{Cells()}(-0.0006156406794678764,-6.896583727542338e-5,3.393673849165108e-9) Dual{Cells()}(-0.0006156406794678764,-0.45990931307090976,2.5427335109090165e-5) Dual{Cells()}(-0.0006156406794678764,1.1731276259728403,-5.9846002911491465e-5) Dual{Cells()}(-0.0006156406794678764,-0.713081342704446,3.337950765248669e-5) Dual{Cells()}(-0.0006156406794678764,-6.774824852673592e-5,3.338370582757785e-9) Dual{Cells()}(-1.3162666200263868e-15,-6.909284670846873e-8,3.078330998319274e-12) Dual{Cells()}(-1.3162666200263868e-15,-1.8397769352308054e-5,8.193412257362537e-10) Dual{Cells()}(-1.3162666200263868e-15,-0.713081342704446,3.73494015596348e-5) Dual{Cells()}(-1.3162666200263868e-15,2.2022754313583484,-9.988909189747116e-5) Dual{Cells()}(-1.3162666200263868e-15,-1.4891575484762551,6.308068835479917e-5) Dual{Cells()}(-1.3162666200263868e-15,-1.8073315448490975e-5,8.053794707711117e-10) Dual{Cells()}(-2.196993978240267e-15,-6.953083759665416e-8,2.9473453136121452e-12) Dual{Cells()}(-2.196993978240267e-15,-1.8457884276043675e-5,7.822997560707656e-10) Dual{Cells()}(-2.196993978240267e-15,-1.4891575484762551,6.650795639246183e-5) Dual{Cells()}(-2.196993978240267e-15,2.985920889838484,-0.00012662479984090373) Dual{Cells()}(-2.196993978240267e-15,-1.4967266816256253,6.0361096111171736e-5) Dual{Cells()}(-2.196993978240267e-15,-1.8132321489907116e-5,7.686051533732439e-10) Dual{Cells()}(-1.1210715239981573e-16,-6.979323870804124e-8,2.8143983745581968e-12) Dual{Cells()}(-1.1210715239981573e-16,-1.8471015584762474e-5,7.449646410826885e-10) Dual{Cells()}(-1.1210715239981573e-16,-1.4967266816256253,6.354255760718721e-5) Dual{Cells()}(-1.1210715239981573e-16,1.9650530717442076,-7.705010467400167e-5) Dual{Cells()}(-1.1210715239981573e-16,-0.46828970400922226,1.4260121063476517e-5) Dual{Cells()}(-1.1210715239981573e-16,-1.8145300536573865e-5,7.315368537842103e-10) Dual{Cells()}(0.00059012199011675,-1.9039882316301642e-7,6.437640771166582e-12) Dual{Cells()}(0.00059012199011675,-4.9770900351019616e-5,1.6854271236064403e-9) Dual{Cells()}(0.00059012199011675,-0.46828970400922226,1.66875292472438e-5) Dual{Cells()}(0.00059012199011675,0.7367720534993591,-2.3052346006245203e-5) Dual{Cells()}(0.00059012199011675,-0.26838349010257756,7.464397237251287e-6) Dual{Cells()}(0.00059012199011675,-4.889808838511784e-5,1.6512552795129772e-9) Dual{Cells()}(0.0006116410016739167,-1.7788278271776723e-7,4.884804169523224e-12) Dual{Cells()}(0.0006116410016739167,-4.5505401011060376e-5,1.2544990029575707e-9) Dual{Cells()}(0.0006116410016739167,-0.26838349010257756,8.78888207649757e-6) Dual{Cells()}(0.0006116410016739167,0.51841938582356,-1.4140631588773594e-5) Dual{Cells()}(0.0006116410016739167,-0.24994548699069022,6.194262617030532e-6) Dual{Cells()}(0.0006116410016739167,-4.472544649837423e-5,1.2244841025108864e-9) Dual{Cells()}(0.0006275466625450785,-1.6516597718803799e-7,4.01913121314777e-12) Dual{Cells()}(0.0006275466625450785,-4.135640484787905e-5,1.0121199333443697e-9) Dual{Cells()}(0.0006275466625450785,-0.24994548699069022,6.6737509853672006e-6) Dual{Cells()}(0.0006275466625450785,0.2500276772590355,-6.196263432524885e-6) Dual{Cells()}(0.0006275466625450785,-4.066869752026449e-5,9.852698938814515e-10) Dual{Cells()}(0.0005633108909366943,-1.7527191538312636e-7,4.51854132749803e-12) Dual{Cells()}(0.0005633108909366943,-4.2621313546112506e-5,1.0960205861882414e-9) Dual{Cells()}(0.0005633108909366943,0.264616118327717,-6.913182984576784e-6) Dual{Cells()}(0.0005633108909366943,-0.2645314324707795,7.3669199411432925e-6) Dual{Cells()}(0.0005633108909366943,-4.188927147600848e-5,1.0835889128957993e-9) Dual{Cells()}(0.0005632370957751692,-1.8778778791018278e-7,5.337921061978756e-12) Dual{Cells()}(0.0005632370957751692,-4.472354566159552e-5,1.268984003155853e-9) Dual{Cells()}(0.0005632370957751692,-0.2645314324707795,6.910998515349409e-6) Dual{Cells()}(0.0005632370957751692,0.548249162840715,-1.5511364259394133e-5) Dual{Cells()}(0.0005632370957751692,-0.2836288495015768,9.346089282118357e-6) Dual{Cells()}(0.0005632370957751692,-4.396953490924956e-5,1.2528853158594023e-9) Dual{Cells()}(0.0005589112712008257,-2.0150690938929327e-7,6.815067674157941e-12) Dual{Cells()}(0.0005589112712008257,-4.70125641600594e-5,1.588675899034309e-9) Dual{Cells()}(0.0005589112712008257,-0.2836288495015768,8.14191683151538e-6) Dual{Cells()}(0.0005589112712008257,0.7812224749993562,-2.472734182907644e-5) Dual{Cells()}(0.0005589112712008257,-0.4975001782996345,1.755843179081196e-5) Dual{Cells()}(0.0005589112712008257,-4.623312707534946e-5,1.5652992256363607e-9) Dual{Cells()}(-2.359592520455362e-16,-7.475453887764802e-8,2.936211554570051e-12) Dual{Cells()}(-2.359592520455362e-16,-1.723895875780699e-5,6.769578343097102e-10) Dual{Cells()}(-2.359592520455362e-16,-0.4975001782996345,1.537809160660133e-5) Dual{Cells()}(-2.359592520455362e-16,2.1045191572499795,-8.061264505685844e-5) Dual{Cells()}(-2.359592520455362e-16,-1.6069847103787676,6.58121380915081e-5) Dual{Cells()}(-2.359592520455362e-16,-1.695485828068569e-5,6.660916340446605e-10) Dual{Cells()}(-7.829022083811728e-17,-7.48224900793354e-8,3.066566354686625e-12) Dual{Cells()}(-7.829022083811728e-17,-1.7205471698460997e-5,7.050938539672063e-10) Dual{Cells()}(-7.829022083811728e-17,-1.6069847103787676,6.30528672700851e-5) Dual{Cells()}(-7.829022083811728e-17,3.213935598241861,-0.00013156166625315606) Dual{Cells()}(-7.829022083811728e-17,-1.6069166854070551,6.869318013268598e-5) Dual{Cells()}(-7.829022083811728e-17,-1.6922161850270374e-5,6.935507615683207e-10) Dual{Cells()}(1.1350095910308388e-16,-7.474551272679832e-8,3.1956084006153313e-12) Dual{Cells()}(1.1350095910308388e-16,-1.7138910971587387e-5,7.327642928745593e-10) Dual{Cells()}(1.1350095910308388e-16,-1.6069166854070551,6.574812645298551e-5) Dual{Cells()}(1.1350095910308388e-16,2.3864560383239786,-0.00010339094523914146) Dual{Cells()}(1.1350095910308388e-16,-0.7795052823915309,3.804129213712929e-5) Dual{Cells()}(1.1350095910308388e-16,-1.6856868908097247e-5,7.205563741351557e-10) Dual{Cells()}(-0.00055720052105199,-2.8187831404144983e-7,1.3111843397756342e-11) Dual{Cells()}(-0.00055720052105199,-6.396793635047439e-5,2.9762086578481656e-9) Dual{Cells()}(-0.00055720052105199,-0.7795052823915309,3.469630860532041e-5) Dual{Cells()}(-0.00055720052105199,1.2930227437007473,-6.177709506537989e-5) Dual{Cells()}(-0.00055720052105199,-0.5133902932511388,2.618567669168283e-5) Dual{Cells()}(-0.00055720052105199,-6.291824341308869e-5,2.925258779413893e-9) Dual{Cells()}(-0.000561657826720229,-2.7953601941048893e-7,1.4184920607238108e-11) Dual{Cells()}(-0.000561657826720229,-6.231933987727727e-5,3.1635545131738717e-9) Dual{Cells()}(-0.000561657826720229,-0.5133902932511388,2.372988849900098e-5) Dual{Cells()}(-0.000561657826720229,1.0242158759833153,-5.200114173707968e-5) Dual{Cells()}(-0.000561657826720229,-0.5107016815917202,2.715835640875453e-5) Dual{Cells()}(-0.000561657826720229,-6.130226455952474e-5,3.108407928919244e-9) Dual{Cells()}(-0.0005665944530619454,-2.789345940440575e-7,1.4786097835620637e-11) Dual{Cells()}(-0.0005665944530619454,-6.109911188877088e-5,3.240206216481738e-9) Dual{Cells()}(-0.0005665944530619454,-0.5107016815917202,2.580917913692398e-5) Dual{Cells()}(-0.0005665944530619454,0.5108231681549844,-2.7164794681995233e-5) Dual{Cells()}(-0.0005665944530619454,-6.010851678125489e-5,3.1835597240537836e-9) Dual{Cells()}(-0.000682431523427342,-2.7645770190512527e-7,1.5853105868182367e-11) Dual{Cells()}(-0.000682431523427342,-5.883265296918038e-5,3.3697598910193784e-9) Dual{Cells()}(-0.000682431523427342,0.5119738272313468,-2.9527863747742472e-5) Dual{Cells()}(-0.000682431523427342,-0.5118568033037155,2.7703037850899832e-5) Dual{Cells()}(-0.000682431523427342,-5.7914816960151026e-5,3.3224901497811555e-9) Dual{Cells()}(-0.0006899040050491423,-2.833720127746078e-7,1.5412110661506066e-11) Dual{Cells()}(-0.0006899040050491423,-5.927463685800237e-5,3.2204949297413052e-9) Dual{Cells()}(-0.0006899040050491423,-0.5118568033037155,2.952115525054407e-5) Dual{Cells()}(-0.0006899040050491423,1.0390625865944394,-5.6660932519656596e-5) Dual{Cells()}(-0.0006899040050491423,-0.5270878705433554,2.565754275887719e-5) Dual{Cells()}(-0.0006899040050491423,-5.835473849770666e-5,3.1750753356371948e-9) Dual{Cells()}(-0.0006948878368092448,-2.93212397859825e-7,1.4375094548595426e-11) Dual{Cells()}(-0.0006948878368092448,-6.029556888458411e-5,2.9538892616207657e-9) Dual{Cells()}(-0.0006948878368092448,-0.5270878705433554,2.89514833499954e-5) Dual{Cells()}(-0.0006948878368092448,1.3432303555172687,-6.816036987222986e-5) Dual{Cells()}(-0.0006948878368092448,-0.8160225335758261,3.8042150477756835e-5) Dual{Cells()}(-0.0006948878368092448,-5.9362616804575045e-5,2.911093204006065e-9) Dual{Cells()}(7.05005727360439e-18,-7.900239839564555e-8,3.5081059741322094e-12) Dual{Cells()}(7.05005727360439e-18,-1.6087139569498472e-5,7.140886146832418e-10) Dual{Cells()}(7.05005727360439e-18,-0.8160225335758261,4.2496947533516006e-5) Dual{Cells()}(7.05005727360439e-18,2.5186031730704874,-0.0001138096279394116) Dual{Cells()}(7.05005727360439e-18,-1.7025486348873278,7.191428157312971e-5) Dual{Cells()}(7.05005727360439e-18,-1.583846536590659e-5,7.033460482873412e-10) Dual{Cells()}(-1.1056952692104148e-15,-7.947168621091522e-8,3.3594986721996507e-12) Dual{Cells()}(-1.1056952692104148e-15,-1.6139418404233758e-5,6.821573717744902e-10) Dual{Cells()}(-1.1056952692104148e-15,-1.7025486348873278,7.576605648980264e-5) Dual{Cells()}(-1.1056952692104148e-15,3.4131369167431043,-0.00014432077368142006) Dual{Cells()}(-1.1056952692104148e-15,-1.7105561730597205,6.882704306473201e-5) Dual{Cells()}(-1.1056952692104148e-15,-1.588990596562933e-5,6.71657631458916e-10) Dual{Cells()}(-4.9809994963968695e-18,-7.97439631986723e-8,3.2087160662568845e-12) Dual{Cells()}(-4.9809994963968695e-18,-1.615142813675701e-5,6.499549403690086e-10) Dual{Cells()}(-4.9809994963968695e-18,-1.7105561730597205,7.240513491960931e-5) Dual{Cells()}(-4.9809994963968695e-18,2.2453457155031082,-8.786733503475232e-5) Dual{Cells()}(-4.9809994963968695e-18,-0.5347574094840852,1.630157521100148e-5) Dual{Cells()}(-4.9809994963968695e-18,-1.590178720260869e-5,6.396983052049818e-10) Dual{Cells()}(0.0006681066967100837,-2.173648815693043e-7,7.348991017820689e-12) Dual{Cells()}(0.0006681066967100837,-4.3551708272029815e-5,1.474142510062268e-9) Dual{Cells()}(0.0006681066967100837,-0.5347574094840852,1.9038999108862744e-5) Dual{Cells()}(0.0006681066967100837,0.8412674183002012,-2.634327664795032e-5) Dual{Cells()}(0.0006681066967100837,-0.30642335784481955,8.543380667062775e-6) Dual{Cells()}(0.0006681066967100837,-4.2881898142939684e-5,1.4484035265336168e-9) Dual{Cells()}(0.0006911605097918514,-2.031115965401492e-7,5.592944103742934e-12) Dual{Cells()}(0.0006911605097918514,-3.993436471195729e-5,1.1028418025024745e-9) Dual{Cells()}(0.0006911605097918514,-0.30642335784481955,1.0038771684717198e-5) Dual{Cells()}(0.0006911605097918514,0.5920578683696793,-1.6195742501018856e-5) Dual{Cells()}(0.0006911605097918514,-0.2855550405003844,7.106651935891775e-6) Dual{Cells()}(0.0006911605097918514,-3.933254816687604e-5,1.080595197595151e-9) Dual{Cells()}(0.0007079501575378735,-1.8878259409981528e-7,4.6156894617502595e-12) Dual{Cells()}(0.0007079501575378735,-3.642798201184533e-5,8.944384465592768e-10) Dual{Cells()}(0.0007079501575378735,-0.2855550405003844,7.650173085193533e-6) Dual{Cells()}(0.0007079501575378735,0.28562755068436274,-7.108425336574805e-6) Dual{Cells()}(0.0007079501575378735,-3.589341937240136e-5,8.746798793239123e-10) Dual{Cells()}(0.0006440204268504245,-1.9884891241241257e-7,5.113464313169811e-12) Dual{Cells()}(0.0006440204268504245,-3.7393878846026334e-5,9.597424571951203e-10) Dual{Cells()}(0.0006440204268504245,0.3001742677505508,-7.823766760547919e-6) Dual{Cells()}(0.0006440204268504245,-0.300099845603407,8.341821651371741e-6) Dual{Cells()}(0.0006440204268504245,-3.682941938536152e-5,9.496750413777725e-10) Dual{Cells()}(0.0006430110623735333,-2.1300772867918653e-7,6.045411303417516e-12) Dual{Cells()}(0.0006430110623735333,-3.9328377165434233e-5,1.11464143187304e-9) Dual{Cells()}(0.0006430110623735333,-0.300099845603407,7.821852015226968e-6) Dual{Cells()}(0.0006430110623735333,0.6218414995587452,-1.7564553294553206e-5) Dual{Cells()}(0.0006430110623735333,-0.3216633683417519,1.0596250091389927e-5) Dual{Cells()}(0.0006430110623735333,-3.87442286922207e-5,1.1017499299170997e-9) Dual{Cells()}(0.0006370952791785527,-2.2847622334265874e-7,7.726882878359886e-12) Dual{Cells()}(0.0006370952791785527,-4.142530570922638e-5,1.4000693627445366e-9) Dual{Cells()}(0.0006370952791785527,-0.3216633683417519,9.220509030532579e-6) Dual{Cells()}(0.0006370952791785527,0.8857189660728051,-2.8019204995574386e-5) Dual{Cells()}(0.0006370952791785527,-0.5639731250576852,1.9912130189301764e-5) Dual{Cells()}(0.0006370952791785527,-4.0818891435402384e-5,1.3816153217679102e-9) Dual{Cells()}(-1.844199706237712e-16,-8.470427514103034e-8,3.330932474774964e-12) Dual{Cells()}(-1.844199706237712e-16,-1.5201125674559534e-5,5.976507493975918e-10) Dual{Cells()}(-1.844199706237712e-16,-0.5639731250576852,1.74201653983951e-5) Dual{Cells()}(-1.844199706237712e-16,2.3847751627876805,-9.144061115543105e-5) Dual{Cells()}(-1.844199706237712e-16,-1.8207717721354937,7.46860794875998e-5) Dual{Cells()}(-1.844199706237712e-16,-1.4979764551869614e-5,5.891388354291675e-10) Dual{Cells()}(6.621142256398459e-17,-8.476134929062495e-8,3.479179406256649e-12) Dual{Cells()}(6.621142256398459e-17,-1.5173134030640495e-5,6.227421231776528e-10) Dual{Cells()}(6.621142256398459e-17,-1.8207717721354937,7.152729083943669e-5) Dual{Cells()}(6.621142256398459e-17,3.641042634700369,-0.0001492782560110662) Dual{Cells()}(6.621142256398459e-17,-1.8202406523232388,7.796386347577135e-5) Dual{Cells()}(6.621142256398459e-17,-1.495234625619006e-5,6.137151651776481e-10) Dual{Cells()}(-1.0190555890762183e-16,-8.465197066239612e-8,3.625897796513808e-12) Dual{Cells()}(-1.0190555890762183e-16,-1.5115545905489906e-5,6.474310345402664e-10) Dual{Cells()}(-1.0190555890762183e-16,-1.8202406523232388,7.459093658894104e-5) Dual{Cells()}(-1.0190555890762183e-16,2.702659625859917,-0.00011732953306518969) Dual{Cells()}(-1.0190555890762183e-16,-0.882388877621529,4.319884675478887e-5) Dual{Cells()}(-1.0190555890762183e-16,-1.4895717272924768e-5,6.378977941280434e-10) Dual{Cells()}(-0.0006367246567973092,-3.1895839830726676e-7,1.487530705589941e-11) Dual{Cells()}(-0.0006367246567973092,-5.6435344879484594e-5,2.6322876954580053e-9) Dual{Cells()}(-0.0006367246567973092,-0.882388877621529,3.9364380644639457e-5) Dual{Cells()}(-0.0006367246567973092,1.463018529050625,-7.010460483379103e-5) Dual{Cells()}(-0.0006367246567973092,-0.5805172804404166,2.9716509318402023e-5) Dual{Cells()}(-0.0006367246567973092,-5.561668540151122e-5,2.5925678977085546e-9) Dual{Cells()}(-0.0006412460504007973,-3.1585972397404884e-7,1.608340903989917e-11) Dual{Cells()}(-0.0006412460504007973,-5.501687635296713e-5,2.802013576572126e-9) Dual{Cells()}(-0.0006412460504007973,-0.5805172804404166,2.690051844463199e-5) Dual{Cells()}(-0.0006412460504007973,1.1573383311919623,-5.896504224162748e-5) Dual{Cells()}(-0.0006412460504007973,-0.5767114953182755,3.0790283575087696e-5) Dual{Cells()}(-0.0006412460504007973,-5.422269719333062e-5,2.759031212187394e-9) Dual{Cells()}(-0.0006461520071421247,-3.147859100819358e-7,1.6751781089677682e-11) Dual{Cells()}(-0.0006461520071421247,-5.398209535585766e-5,2.8734156042479637e-9) Dual{Cells()}(-0.0006461520071421247,-0.5767114953182755,2.9242955948142865e-5) Dual{Cells()}(-0.0006461520071421247,0.5768189996401568,-3.079600278116409e-5) Dual{Cells()}(-0.0006461520071421247,-5.32074406153675e-5,2.829217410409323e-9) Dual{Cells()}(-0.0007619779517603233,-3.123217538619263e-7,1.7818083397579888e-11) Dual{Cells()}(-0.0007619779517603233,-5.220885421076094e-5,2.9754382048609083e-9) Dual{Cells()}(-0.0007619779517603233,0.5779923265186814,-3.3157740696936004e-5) Dual{Cells()}(-0.0007619779517603233,-0.5778883223072548,3.113627367714906e-5) Dual{Cells()}(-0.0007619779517603233,-5.1483035461828706e-5,2.937896219845362e-9) Dual{Cells()}(-0.0007694604306315448,-3.197078443278495e-7,1.7309836336282486e-11) Dual{Cells()}(-0.0007694604306315448,-5.2633269029540435e-5,2.847067848664253e-9) Dual{Cells()}(-0.0007694604306315448,-0.5778883223072548,3.3151809313544256e-5) Dual{Cells()}(-0.0007694604306315448,1.1722274828518804,-6.362246447905608e-5) Dual{Cells()}(-0.0007694604306315448,-0.5942343022861223,2.8827585298924443e-5) Dual{Cells()}(-0.0007694604306315448,-5.1905281629177266e-5,2.810969958256983e-9) Dual{Cells()}(-0.0007743816537142754,-3.3030162186558243e-7,1.61377893406038e-11) Dual{Cells()}(-0.0007743816537142754,-5.355931764537936e-5,2.6150623915636236e-9) Dual{Cells()}(-0.0007743816537142754,-0.5942343022861223,3.248051525705001e-5) Dual{Cells()}(-0.0007743816537142754,1.5132696997872255,-7.648438664529749e-5) Dual{Cells()}(-0.0007743816537142754,-0.9189286868106239,4.2708731231029176e-5) Dual{Cells()}(-0.0007743816537142754,-5.282107121214858e-5,2.5811166755856977e-9) Dual{Cells()}(1.3355155101287343e-17,-8.89103653367006e-8,3.938196457361361e-12) Dual{Cells()}(1.3355155101287343e-17,-1.429171199680737e-5,6.328153440993057e-10) Dual{Cells()}(1.3355155101287343e-17,-0.9189286868106239,4.7651588899001885e-5) Dual{Cells()}(1.3355155101287343e-17,2.8348525141504415,-0.00012774245472288166) Dual{Cells()}(1.3355155101287343e-17,-1.9158953517151236,8.075377849160404e-5) Dual{Cells()}(1.3355155101287343e-17,-1.4095002331929862e-5,6.243291152678087e-10) Dual{Cells()}(6.885694922720694e-16,-8.941158371329866e-8,3.771916244079468e-12) Dual{Cells()}(6.885694922720694e-16,-1.4338060417937396e-5,6.047598672197935e-10) Dual{Cells()}(6.885694922720694e-16,-1.9158953517151236,8.503246239201855e-5) Dual{Cells()}(6.885694922720694e-16,3.840279772506943,-0.00016202980107993766) Dual{Cells()}(6.885694922720694e-16,-1.9243558525854207,7.729800177449298e-5) Dual{Cells()}(6.885694922720694e-16,-1.4140734396784857e-5,5.964879287737431e-10) Dual{Cells()}(-8.730593356960208e-17,-8.96942773413206e-8,3.603244111979225e-12) Dual{Cells()}(-8.730593356960208e-17,-1.4349179712157996e-5,5.764534408267231e-10) Dual{Cells()}(-8.730593356960208e-17,-1.9243558525854207,8.127481756013088e-5) Dual{Cells()}(-8.730593356960208e-17,2.5256101500416315,-9.869053163942041e-5) Dual{Cells()}(-8.730593356960208e-17,-0.6012257068089457,1.834271660125191e-5) Dual{Cells()}(-8.730593356960208e-17,-1.4151773275825253e-5,5.68396990579899e-10) Dual{Cells()}(0.0007462857526029938,-2.4433198863909496e-7,8.260316735336824e-12) Dual{Cells()}(0.0007462857526029938,-3.871384613482231e-5,1.3099454874773047e-9) Dual{Cells()}(0.0007462857526029938,-0.6012257068089457,2.1391381411488153e-5) Dual{Cells()}(0.0007462857526029938,0.9457579735667936,-2.9633672096015363e-5) Dual{Cells()}(0.0007462857526029938,-0.34445512497498976,9.621511130889285e-6) Dual{Cells()}(0.0007462857526029938,-3.81836047346997e-5,1.289954152496774e-9) Dual{Cells()}(0.0007709121361010431,-2.2833156918767858e-7,6.300130555042194e-12) Dual{Cells()}(0.0007709121361010431,-3.557690936645745e-5,9.838150534130571e-10) Dual{Cells()}(0.0007709121361010431,-0.34445512497498976,1.1288347417212445e-5) Dual{Cells()}(0.0007709121361010431,0.6656568805304994,-1.824835520448419e-5) Dual{Cells()}(0.0007709121361010431,-0.3211308529154792,8.017271778184943e-6) Dual{Cells()}(0.0007709121361010431,-3.509739909477053e-5,9.667657440325615e-10) Dual{Cells()}(0.0007886186193608107,-2.1237165519298172e-7,5.210581173832283e-12) Dual{Cells()}(0.0007886186193608107,-3.254421021858945e-5,8.010654264454092e-10) Dual{Cells()}(0.0007886186193608107,-0.3211308529154792,8.624887355740208e-6) Dual{Cells()}(0.0007886186193608107,0.3211957238784659,-8.018863866660714e-6) Dual{Cells()}(0.0007886186193608107,-3.2114381112880584e-5,7.86006507694436e-10) Dual{Cells()}(0.0007248849861284093,-2.2241124165269057e-7,5.707384230981337e-12) Dual{Cells()}(0.0007248849861284093,-3.3306333128269235e-5,8.533751300140964e-10) Dual{Cells()}(0.0007248849861284093,0.33571529442353726,-8.7331731670908e-6) Dual{Cells()}(0.0007248849861284093,-0.33564890952076565,9.315538378391515e-6) Dual{Cells()}(0.0007248849861284093,-3.285615840171404e-5,8.450933538002032e-10) Dual{Cells()}(0.0007229255427608226,-2.38221538282022e-7,6.7522554436286e-12) Dual{Cells()}(0.0007229255427608226,-3.509366168345878e-5,9.936112572016826e-10) Dual{Cells()}(0.0007229255427608226,-0.33564890952076565,8.731468847150282e-6) Dual{Cells()}(0.0007229255427608226,0.6954104071167332,-1.9615893770088624e-5) Dual{Cells()}(0.0007229255427608226,-0.3596915387012702,1.184597585810951e-5) Dual{Cells()}(0.0007229255427608226,-3.4627011475594914e-5,9.831009995640026e-10) Dual{Cells()}(0.0007154017807404187,-2.5544538226974225e-7,8.638548927138007e-12) Dual{Cells()}(0.0007154017807404187,-3.702464814500517e-5,1.2514228563889272e-9) Dual{Cells()}(0.0007154017807404187,-0.3596915387012702,1.0298371808644418e-5) Dual{Cells()}(0.0007154017807404187,0.9902099360966606,-3.1310147524278035e-5) Dual{Cells()}(0.0007154017807404187,-0.6304445779208613,2.2265903704745308e-5) Dual{Cells()}(0.0007154017807404187,-3.653938100179998e-5,1.2365380953047417e-9) Dual{Cells()}(2.4204947906683213e-16,-9.465392958471367e-8,3.7257212930917736e-12) Dual{Cells()}(2.4204947906683213e-16,-1.3594001073531701e-5,5.349724188403627e-10) Dual{Cells()}(2.4204947906683213e-16,-0.6304445779208613,1.9461675002728715e-5) Dual{Cells()}(2.4204947906683213e-16,2.665015221431091,-0.00010227050089463731) Dual{Cells()}(2.4204947906683213e-16,-2.034543538168907,8.356288781766313e-5) Dual{Cells()}(2.4204947906683213e-16,-1.3416686319538517e-5,5.281475863125094e-10) Dual{Cells()}(-3.1559862507883096e-16,-9.469993169680047e-8,3.8918902417311e-12) Dual{Cells()}(-3.1559862507883096e-16,-1.3570029779477396e-5,5.57615681012486e-10) Dual{Cells()}(-3.1559862507883096e-16,-2.034543538168907,8.000353033974571e-5) Dual{Cells()}(-3.1559862507883096e-16,4.068114288258608,-0.00016700018038542515) Dual{Cells()}(-3.1559862507883096e-16,-2.03354369222821,8.723817023643655e-5) Dual{Cells()}(-3.1559862507883096e-16,-1.3393131779802962e-5,5.503872439956654e-10) Dual{Cells()}(-2.6098780776693113e-17,-9.455789832711258e-8,4.056313182390497e-12) Dual{Cells()}(-2.6098780776693113e-17,-1.351927956359075e-5,5.799045590531133e-10) Dual{Cells()}(-2.6098780776693113e-17,-2.03354369222821,8.343618067397126e-5) Dual{Cells()}(-2.6098780776693113e-17,3.0188286644345066,-0.00013127368985443215) Dual{Cells()}(-2.6098780776693113e-17,-0.9852580152603638,4.8359826888192184e-5) Dual{Cells()}(-2.6098780776693113e-17,-1.3343108470698285e-5,5.722795104305916e-10) Dual{Cells()}(-0.0007163962276988918,-3.5603405301829997e-7,1.6639427591085836e-11) Dual{Cells()}(-0.0007163962276988918,-5.048885116112484e-5,2.3596649608292505e-9) Dual{Cells()}(-0.0007163962276988918,-0.9852580152603638,4.4034363384006905e-5) Dual{Cells()}(-0.0007163962276988918,1.6329893929827715,-7.84369222249977e-5) Dual{Cells()}(-0.0007163962276988918,-0.6476307006368571,3.324977070108361e-5) Dual{Cells()}(-0.0007163962276988918,-4.983220033620265e-5,2.3279447456608653e-9) Dual{Cells()}(-0.0007209747708041284,-3.5217607179857113e-7,1.7982684623857677e-11) Dual{Cells()}(-0.0007209747708041284,-4.924494835479314e-5,2.5146957808278877e-9) Dual{Cells()}(-0.0007209747708041284,-0.6476307006368571,3.007239115140436e-5) Dual{Cells()}(-0.0007209747708041284,1.2904318543100213,-6.593318591655709e-5) Dual{Cells()}(-0.0007209747708041284,-0.6427029495825467,3.44245635113196e-5) Dual{Cells()}(-0.0007209747708041284,-4.860696619088386e-5,2.4803939787062195e-9) Dual{Cells()}(-0.0007258385918776049,-3.506285156696639e-7,1.8718266830146367e-11) Dual{Cells()}(-0.0007258385918776049,-4.8348651611972305e-5,2.5812829671103415e-9) Dual{Cells()}(-0.0007258385918776049,-0.6427029495825467,3.267840224485293e-5) Dual{Cells()}(-0.0007258385918776049,0.6427993742657342,-3.4429709387341944e-5) Dual{Cells()}(-0.0007258385918776049,-4.772540305983074e-5,2.5459939739289713e-9) Dual{Cells()}(-0.0008420896942603052,-3.48155161337028e-7,1.978664141905907e-11) Dual{Cells()}(-0.0008420896942603052,-4.691784624635758e-5,2.664370575458133e-9) Dual{Cells()}(-0.0008420896942603052,0.6439342406024733,-3.6798574261397145e-5) Dual{Cells()}(-0.0008420896942603052,-0.6438406435874917,3.457728834017889e-5) Dual{Cells()}(-0.0008420896942603052,-4.6331013573838485e-5,2.6337252700504733e-9) Dual{Cells()}(-0.0008496093547837391,-3.5601814164898993e-7,1.9210940468576114e-11) Dual{Cells()}(-0.0008496093547837391,-4.732386887128307e-5,2.5518262548620823e-9) Dual{Cells()}(-0.0008496093547837391,-0.6438406435874917,3.679325623666381e-5) Dual{Cells()}(-0.0008496093547837391,1.305258323731847,-7.060275970683554e-5) Dual{Cells()}(-0.0008496093547837391,-0.6613232656281045,3.200329305402027e-5) Dual{Cells()}(-0.0008496093547837391,-4.673462923783554e-5,2.522353601346718e-9) Dual{Cells()}(-0.0008544684201377426,-3.6737551021120053e-7,1.790316783033034e-11) Dual{Cells()}(-0.0008544684201377426,-4.8173178200884266e-5,2.3464433559284285e-9) Dual{Cells()}(-0.0008544684201377426,-0.6613232656281045,3.6020377854518085e-5) Dual{Cells()}(-0.0008544684201377426,1.6831975534189187,-8.482941483447132e-5) Dual{Cells()}(-0.0008544684201377426,-1.0217781720856305,4.738402217653025e-5) Dual{Cells()}(-0.0008544684201377426,-4.75751514726786e-5,2.3187797914960804e-9) Dual{Cells()}(2.977773757998793e-16,-9.881645859861851e-8,4.368760603381362e-12) Dual{Cells()}(2.977773757998793e-16,-1.2856314108731506e-5,5.682518389205911e-10) Dual{Cells()}(2.977773757998793e-16,-1.0217781720856305,5.282143857443561e-5) Dual{Cells()}(2.977773757998793e-16,3.150992384501092,-0.00014170158671266211) Dual{Cells()}(2.977773757998793e-16,-2.1291885603763756,8.960573871816957e-5) Dual{Cells()}(2.977773757998793e-16,-1.269690851839285e-5,5.613571350765996e-10) Dual{Cells()}(4.769923937365078e-16,-9.935047931011381e-8,4.1846712510333575e-12) Dual{Cells()}(4.769923937365078e-16,-1.2898133579137042e-5,5.432229223176602e-10) Dual{Cells()}(4.769923937365078e-16,-2.1291885603763756,9.431643054818145e-5) Dual{Cells()}(4.769923937365078e-16,4.267341226441135,-0.00017976568115438466) Dual{Cells()}(4.769923937365078e-16,-2.1381269303597312,8.577881189805941e-5) Dual{Cells()}(4.769923937365078e-16,-1.273822097027763e-5,5.365152580464663e-10) Dual{Cells()}(2.888179727027773e-16,-9.96442754497829e-8,3.9979638603675755e-12) Dual{Cells()}(2.888179727027773e-16,-1.2908607632045258e-5,5.179612501729366e-10) Dual{Cells()}(2.888179727027773e-16,-2.1381269303597312,9.015885850860229e-5) Dual{Cells()}(2.888179727027773e-16,2.8058441875635878,-0.00010952427774774317) Dual{Cells()}(2.888179727027773e-16,-0.6676915003365118,2.0381786495563944e-5) Dual{Cells()}(2.888179727027773e-16,-1.2748615437343675e-5,5.114417375021336e-10) Dual{Cells()}(0.0008249868334017339,-2.712990076475487e-7,9.170563697017094e-12) Dual{Cells()}(0.0008249868334017339,-3.4842966372903096e-5,1.1787094482634935e-9) Dual{Cells()}(0.0008249868334017339,-0.6676915003365118,2.3744432449454876e-5) Dual{Cells()}(0.0008249868334017339,1.0502229143436856,-3.29204018891423e-5) Dual{Cells()}(0.0008249868334017339,-0.38246188688402805,1.0696733974485504e-5) Dual{Cells()}(0.0008249868334017339,-3.44128577651232e-5,1.1626592791471583e-9) Dual{Cells()}(0.0008512519054086667,-2.535321883996308e-7,7.004012130570623e-12) Dual{Cells()}(0.0008512519054086667,-3.207200697851375e-5,8.877763663993744e-10) Dual{Cells()}(0.0008512519054086667,-0.38246188688402805,1.2536264907742067e-5) Dual{Cells()}(0.0008512519054086667,0.7391519601011679,-2.0293337001884485e-5) Dual{Cells()}(0.0008512519054086667,-0.3566260657337838,8.922916385927956e-6) Dual{Cells()}(0.0008512519054086667,-3.1681944189192005e-5,8.74220391514638e-10) Dual{Cells()}(0.0008699264842378877,-2.3591246205238593e-7,5.8007337509075955e-12) Dual{Cells()}(0.0008699264842378877,-2.9397542711332437e-5,7.249335832566406e-10) Dual{Cells()}(0.0008699264842378877,-0.3566260657337838,9.594834130969896e-6) Dual{Cells()}(0.0008699264842378877,0.3566847458405834,-8.924360014214298e-6) Dual{Cells()}(0.0008699264842378877,-2.9046651626180206e-5,7.130179562360358e-10) Dual{Cells()}(7.384523181876137e-7,-2.821400932721097e-7,1.052754257187536e-11) Dual{Cells()}(7.384523181876137e-7,-3.24154878159167e-5,6.566508772621494e-10) Dual{Cells()}(7.384523181876137e-7,0.41323302648774385,-1.5420257652164183e-5) Dual{Cells()}(7.384523181876137e-7,-0.4131662920184122,1.5418002764095502e-5) Dual{Cells()}(7.384523181876137e-7,-3.403684142242232e-5,1.2944876173623209e-9) Dual{Cells()}(7.514966915690291e-7,-2.842188865475023e-7,1.0605250181953434e-11) Dual{Cells()}(7.514966915690291e-7,-3.218989437469408e-5,6.536012392913295e-10) Dual{Cells()}(7.514966915690291e-7,-0.4131662920184122,1.541781089621772e-5) Dual{Cells()}(7.514966915690291e-7,0.8294321787934286,-3.095164879767174e-5) Dual{Cells()}(7.514966915690291e-7,-0.41619962310468533,1.5531608296145575e-5) Dual{Cells()}(7.514966915690291e-7,-3.378955706985671e-5,1.2850845887140671e-9) Dual{Cells()}(7.727372058620179e-7,-2.8629797321713967e-7,1.0683117668390508e-11) Dual{Cells()}(7.727372058620179e-7,-3.198155757779766e-5,6.52577156206582e-10) Dual{Cells()}(7.727372058620179e-7,-0.41619962310468533,1.5531216006536013e-5) Dual{Cells()}(7.727372058620179e-7,1.1210377691746496,-4.183410717976787e-5) Dual{Cells()}(7.727372058620179e-7,-0.7047723323576138,2.630069953799375e-5) Dual{Cells()}(7.727372058620179e-7,-3.354585679960092e-5,1.2758191935991852e-9) Dual{Cells()}(7.382217162371998e-18,-1.0437399653565865e-7,3.894780107354546e-12) Dual{Cells()}(7.382217162371998e-18,-1.1572409381344944e-5,2.372805520386959e-10) Dual{Cells()}(7.382217162371998e-18,-0.7047723323576138,2.6300084260532185e-5) Dual{Cells()}(7.382217162371998e-18,2.9489247132276812,-0.00011004945849462407) Dual{Cells()}(7.382217162371998e-18,-2.2441285748746376,8.3748295728001e-5) Dual{Cells()}(7.382217162371998e-18,-1.2129212051999834e-5,4.6130029592968734e-10) Dual{Cells()}(-1.6844658295435315e-17,-1.044803226937593e-7,3.898768221361987e-12) Dual{Cells()}(-1.6844658295435315e-17,-1.1562517190987037e-5,2.3731694063868914e-10) Dual{Cells()}(-1.6844658295435315e-17,-2.2441285748746376,8.374788516116032e-5) Dual{Cells()}(-1.6844658295435315e-17,4.490566313007987,-0.0001675827767144379) Dual{Cells()}(-1.6844658295435315e-17,-2.246413954181207,8.383381341292703e-5) Dual{Cells()}(-1.6844658295435315e-17,-1.2116954628000375e-5,4.608343231485044e-10) Dual{Cells()}(1.422101953997919e-17,-1.0458662873743802e-7,3.9027453712542005e-12) Dual{Cells()}(1.422101953997919e-17,-1.1551671674010224e-5,2.3721383088145426e-10) Dual{Cells()}(1.422101953997919e-17,-2.246413954181207,8.383360792052444e-5) Dual{Cells()}(1.422101953997919e-17,2.2464377151602544,-8.383468567541056e-5) Dual{Cells()}(1.422101953997919e-17,-1.2104720744954375e-5,4.60369152241126e-10) Dual{Cells()}(-7.887792548463984e-9,-2.1471022655453473e-7,8.172841209109483e-12) Dual{Cells()}(-7.887792548463984e-9,-8.625713780571126e-5,3.2826584331381476e-9) Dual{Cells()}(-7.887792548463984e-9,0.3951549878670373,-1.5041877444275321e-5) Dual{Cells()}(-7.887792548463984e-9,-0.394984123098045,1.5035373521929486e-5) Dual{Cells()}(-7.887792548463984e-9,-8.439292096006553e-5,3.218082437928067e-9) Dual{Cells()}(-8.014131881497739e-9,-2.172512356191718e-7,8.269563472603513e-12) Dual{Cells()}(-8.014131881497739e-9,-8.523894600400347e-5,3.2439094899583058e-9) Dual{Cells()}(-8.014131881497739e-9,-0.394984123098045,1.503537357125116e-5) Dual{Cells()}(-8.014131881497739e-9,0.7947847238378991,-3.0254089747503397e-5) Dual{Cells()}(-8.014131881497739e-9,-0.3996317265179067,1.5212288089782776e-5) Dual{Cells()}(-8.014131881497739e-9,-8.3418024707806e-5,3.180907723322993e-9) Dual{Cells()}(-8.174649265673306e-9,-2.1979224469644012e-7,8.366285746376134e-12) Dual{Cells()}(-8.174649265673306e-9,-8.424449174778983e-5,3.206063917516634e-9) Dual{Cells()}(-8.174649265673306e-9,-0.3996317265179067,1.5212288121387232e-5) Dual{Cells()}(-8.174649265673306e-9,0.39979865617913596,-1.5218642175573316e-5) Dual{Cells()}(-8.174649265673306e-9,-8.246537723680046e-5,3.144581412811423e-9) Dual{Cells()}(-0.0005336479771798287,-2.0916367127999948e-7,1.2172404601709694e-11) Dual{Cells()}(-0.0005336479771798287,-7.717500858087445e-5,4.482773890260229e-9) Dual{Cells()}(-0.0005336479771798287,0.3881100706044424,-2.2731077197967324e-5) Dual{Cells()}(-0.0005336479771798287,-0.3879570834562036,2.127104282029067e-5) Dual{Cells()}(-0.0005336479771798287,-7.5602975986666e-5,4.40504258391585e-9) Dual{Cells()}(-0.000541182186668532,-2.151984350158075e-7,1.1857614729685156e-11) Dual{Cells()}(-0.000541182186668532,-7.762582046709153e-5,4.269938729941944e-9) Dual{Cells()}(-0.000541182186668532,-0.3879570834562036,2.272217570649192e-5) Dual{Cells()}(-0.000541182186668532,0.7892256821679668,-4.362389317400016e-5) Dual{Cells()}(-0.000541182186668532,-0.4011147021592004,1.9718099379447596e-5) Dual{Cells()}(-0.000541182186668532,-7.605553366074965e-5,4.195287782127339e-9) Dual{Cells()}(-0.0005463128591287841,-2.2364044461721007e-7,1.107344060163645e-11) Dual{Cells()}(-0.0005463128591287841,-7.888888876993443e-5,3.901280179809906e-9) Dual{Cells()}(-0.0005463128591287841,-0.4011147021592004,2.234437194689645e-5) Dual{Cells()}(-0.0005463128591287841,1.0242603815320421,-5.2572417316453e-5) Dual{Cells()}(-0.0005463128591287841,-0.6229892673906788,2.930013701056886e-5) Dual{Cells()}(-0.0005463128591287841,-7.729945294828102e-5,3.830377947864093e-9) Dual{Cells()}(1.8626775690251574e-16,-6.04207041842825e-8,2.702440520194917e-12) Dual{Cells()}(1.8626775690251574e-16,-2.1041602629965244e-5,9.405174879524587e-10) Dual{Cells()}(1.8626775690251574e-16,-0.6229892673906788,3.2846574221897784e-5) Dual{Cells()}(1.8626775690251574e-16,1.9254351435664987,-8.771050962285552e-5) Dual{Cells()}(1.8626775690251574e-16,-1.3024041558956665,5.5352155821704065e-5) Dual{Cells()}(1.8626775690251574e-16,-2.061825681919088e-5,9.224948797775177e-10) Dual{Cells()}(-2.5192351519042838e-15,-6.083173366637199e-8,2.5868817483117322e-12) Dual{Cells()}(-2.5192351519042838e-15,-2.111084888095574e-5,8.974793569437994e-10) Dual{Cells()}(-2.5192351519042838e-15,-1.3024041558956665,5.8408506723213594e-5) Dual{Cells()}(-2.5192351519042838e-15,2.6120422316332084,-0.00011114325458367923) Dual{Cells()}(-2.5192351519042838e-15,-1.3095962179808116,5.2954494601687306e-5) Dual{Cells()}(-2.5192351519042838e-15,-2.0686076115526115e-5,8.797277087938815e-10) Dual{Cells()}(-1.7576836710936948e-16,-6.108588742844727e-8,2.4695509993705332e-12) Dual{Cells()}(-1.7576836710936948e-16,-2.112513009253554e-5,8.541278117129647e-10) Dual{Cells()}(-1.7576836710936948e-16,-1.3095962179808116,5.57893188357362e-5) Dual{Cells()}(-1.7576836710936948e-16,1.7197701906114826,-6.758700525228468e-5) Dual{Cells()}(-1.7576836710936948e-16,-0.4101320861803902,1.2474508094000084e-5) Dual{Cells()}(-1.7576836710936948e-16,-2.0700234300875334e-5,8.366457675384678e-10) Dual{Cells()}(0.000521862943195533,-1.6680491710940876e-7,5.640796891650181e-12) Dual{Cells()}(0.000521862943195533,-5.687636829045312e-5,1.9270107509542386e-9) Dual{Cells()}(0.000521862943195533,-0.4101320861803902,1.4630817317035735e-5) Dual{Cells()}(0.000521862943195533,0.6453454902102386,-2.017397398631622e-5) Dual{Cells()}(0.000521862943195533,-0.23510062057966666,6.52067333738233e-6) Dual{Cells()}(0.000521862943195533,-5.5740276974133616e-5,1.88182154180688e-9) Dual{Cells()}(0.0005420568352950938,-1.5580506254214227e-7,4.2657346055375364e-12) Dual{Cells()}(0.0005420568352950938,-5.182901311222516e-5,1.4260590790231592e-9) Dual{Cells()}(0.0005420568352950938,-0.23510062057966666,7.69565155205365e-6) Dual{Cells()}(0.0005420568352950938,0.4539865084695136,-1.2343058328010743e-5) Dual{Cells()}(0.0005420568352950938,-0.2187830808316624,5.396156794703444e-6) Dual{Cells()}(0.0005420568352950938,-5.0822240009785994e-5,1.385697683310339e-9) Dual{Cells()}(0.000557208541239791,-1.4448703604877394e-7,3.4974801063072027e-12) Dual{Cells()}(0.000557208541239791,-4.690091956894112e-5,1.1436347659475411e-9) Dual{Cells()}(0.000557208541239791,-0.2187830808316624,5.819569477524527e-6) Dual{Cells()}(0.000557208541239791,0.21887614935235752,-5.398410575404154e-6) Dual{Cells()}(0.000557208541239791,-4.602311409013532e-5,1.1073015573121506e-9) Dual{Cells()}(0.0004922370256551847,-1.532243034046913e-7,3.911074480344558e-12) Dual{Cells()}(0.0004922370256551847,-4.624724054045105e-5,1.0020338880772801e-9) Dual{Cells()}(0.0004922370256551847,0.23172945577343898,-5.9966113518531406e-6) Dual{Cells()}(0.0004922370256551847,-0.23163568149959526,6.3826914916834205e-6) Dual{Cells()}(0.0004922370256551847,-4.737380899986431e-5,1.23509757492699e-9) Dual{Cells()}(0.0004929466792732191,-1.647326458339854e-7,4.6363630884337165e-12) Dual{Cells()}(0.0004929466792732191,-4.925782774958767e-5,1.212687235974168e-9) Dual{Cells()}(0.0004929466792732191,-0.23163568149959526,5.994186316758679e-6) Dual{Cells()}(0.0004929466792732191,0.48103815142846207,-1.347517735867364e-5) Dual{Cells()}(0.0004929466792732191,-0.24930335771479414,8.12006056120989e-6) Dual{Cells()}(0.0004929466792732191,-4.968965367725635e-5,1.4232123294174164e-9) Dual{Cells()}(0.0004899910024548995,-1.775061491569559e-7,5.940738883522948e-12) Dual{Cells()}(0.0004899910024548995,-5.264785530555716e-5,1.5991802589156078e-9) Dual{Cells()}(0.0004899910024548995,-0.24930335771479414,7.089667519477257e-6) Dual{Cells()}(0.0004899910024548995,0.6878877722995581,-2.1557344221156167e-5) Dual{Cells()}(0.0004899910024548995,-0.43847935120972487,1.5304042134282914e-5) Dual{Cells()}(0.0004899910024548995,-5.2238013584391685e-5,1.7703456336752124e-9) Dual{Cells()}(2.597659303318389e-17,-6.603556117519244e-8,2.5643988521445433e-12) Dual{Cells()}(2.597659303318389e-17,-1.9481809551801472e-5,7.009702541905326e-10) Dual{Cells()}(2.597659303318389e-17,-0.43847935120972487,1.3433751654796471e-5) Dual{Cells()}(2.597659303318389e-17,1.8584804122421883,-7.039524949134069e-5) Dual{Cells()}(2.597659303318389e-17,-1.419962349486401,5.745742307665509e-5) Dual{Cells()}(2.597659303318389e-17,-1.9163700949324662e-5,7.512876498574078e-10) Dual{Cells()}(-1.962043073416637e-16,-6.614466650982867e-8,2.6791953846053427e-12) Dual{Cells()}(-1.962043073416637e-16,-1.9484456023961192e-5,7.340801276897418e-10) Dual{Cells()}(-1.962043073416637e-16,-1.419962349486401,5.508970424960072e-5) Dual{Cells()}(-1.962043073416637e-16,2.840960762467235,-0.00011492413245347577) Dual{Cells()}(-1.962043073416637e-16,-1.4209597327095544,5.999184481564752e-5) Dual{Cells()}(-1.962043073416637e-16,-1.9129670589154663e-5,7.817422332533015e-10) Dual{Cells()}(-2.9389421768361463e-17,-6.612562542720875e-8,2.7928202529277573e-12) Dual{Cells()}(-2.9389421768361463e-17,-1.9446892062051553e-5,7.665172107708241e-10) Dual{Cells()}(-2.9389421768361463e-17,-1.4209597327095544,5.746514469908961e-5) Dual{Cells()}(-2.9389421768361463e-17,2.111418924932758,-9.033879736187449e-5) Dual{Cells()}(-2.9389421768361463e-17,-0.6904206201714663,3.3213335808122054e-5) Dual{Cells()}(-2.9389421768361463e-17,-1.9059034049617548e-5,8.116743609648989e-10) Dual{Cells()}(-0.00048657751250942924,-2.498242562718301e-7,1.1468619373072883e-11) Dual{Cells()}(-0.00048657751250942924,-7.282491025660762e-5,3.1361854513009205e-9) Dual{Cells()}(-0.00048657751250942924,-0.6904206201714663,3.034532741943955e-5) Dual{Cells()}(-0.00048657751250942924,1.1461178351589505,-5.400678826725877e-5) Dual{Cells()}(-0.00048657751250942924,-0.45555299595238175,2.289213326929632e-5) Dual{Cells()}(-0.00048657751250942924,-7.114430058956387e-5,3.290375842555303e-9) Dual{Cells()}(-0.0004910027994393247,-2.483412132767581e-7,1.242221316244367e-11) Dual{Cells()}(-0.0004910027994393247,-7.114593576708669e-5,3.3514679812091403e-9) Dual{Cells()}(-0.0004910027994393247,-0.45555299595238175,2.078686136349796e-5) Dual{Cells()}(-0.0004910027994393247,0.9098063743885102,-4.552535789295561e-5) Dual{Cells()}(-0.0004910027994393247,-0.454112685371079,2.3782739978493872e-5) Dual{Cells()}(-0.0004910027994393247,-6.929878806903314e-5,3.4899376832244026e-9) Dual{Cells()}(-0.0004959722677256026,-2.4825038767782646e-7,1.2963180231837912e-11) Dual{Cells()}(-0.0004959722677256026,-6.980928124048059e-5,3.437759889984174e-9) Dual{Cells()}(-0.0004959722677256026,-0.454112685371079,2.262623130060411e-5) Dual{Cells()}(-0.0004959722677256026,0.4542506492308169,-2.378989298812621e-5) Dual{Cells()}(-0.0004959722677256026,-6.790632810972438e-5,3.5691959119043164e-9) Dual{Cells()}(-0.0006130179106979527,-2.4505965119852473e-7,1.4135297277307439e-11) Dual{Cells()}(-0.0006130179106979527,-6.617361963975974e-5,3.811794397649857e-9) Dual{Cells()}(-0.0006130179106979527,0.45417492733223636,-2.6355915069472965e-5) Dual{Cells()}(-0.0006130179106979527,-0.45404349383074033,2.4701669555328207e-5) Dual{Cells()}(-0.0006130179106979527,-6.501482220506328e-5,3.752914784592364e-9) Dual{Cells()}(-0.0006205044056824881,-2.5156330699910303e-7,1.3753129088417823e-11) Dual{Cells()}(-0.0006205044056824881,-6.662639109705963e-5,3.6380809314739342e-9) Dual{Cells()}(-0.0006205044056824881,-0.45404349383074033,2.6348335563894006e-5) Dual{Cells()}(-0.0006205044056824881,0.9224828897249039,-5.0576791196617315e-5) Dual{Cells()}(-0.0006205044056824881,-0.468307051392789,2.28858543240141e-5) Dual{Cells()}(-0.0006205044056824881,-6.546654697057113e-5,3.5815167107048128e-9) Dual{Cells()}(-0.0006255503405909489,-2.607496729910537e-7,1.2834049727031087e-11) Dual{Cells()}(-0.0006255503405909489,-6.774824852673592e-5,3.33169186406594e-9) Dual{Cells()}(-0.0006255503405909489,-0.468307051392789,2.586788772625408e-5) Dual{Cells()}(-0.0006255503405909489,1.19439137232206,-6.088534726137999e-5) Dual{Cells()}(-0.0006255503405909489,-0.725949739080202,3.396236488673049e-5) Dual{Cells()}(-0.0006255503405909489,-6.657285086939445e-5,3.278229775803101e-9) Dual{Cells()}(-6.504652711571033e-17,-7.033160797365019e-8,3.132045097217458e-12) Dual{Cells()}(-6.504652711571033e-17,-1.8073315448490975e-5,8.04521520899258e-10) Dual{Cells()}(-6.504652711571033e-17,-0.725949739080202,3.79928698079761e-5) Dual{Cells()}(-6.504652711571033e-17,2.241818934935682,-0.00010162920354368978) Dual{Cells()}(-6.504652711571033e-17,-1.51583329211289,6.418490272341504e-5) Dual{Cells()}(-6.504652711571033e-17,-1.7760095533175344e-5,7.910359001187954e-10) Dual{Cells()}(-1.4146780381382258e-15,-7.077349019003733e-8,2.998855130660731e-12) Dual{Cells()}(-1.4146780381382258e-15,-1.8132321489907116e-5,7.682046714179928e-10) Dual{Cells()}(-1.4146780381382258e-15,-1.51583329211289,6.766523991816225e-5) Dual{Cells()}(-1.4146780381382258e-15,3.0393262987680663,-0.00012883679631003214) Dual{Cells()}(-1.4146780381382258e-15,-1.523456985525767,6.14193191060981e-5) Dual{Cells()}(-1.4146780381382258e-15,-1.7818034428853595e-5,7.549839218324381e-10) Dual{Cells()}(5.4137080543244587e-17,-7.103710521517231e-8,2.863676952825477e-12) Dual{Cells()}(5.4137080543244587e-17,-1.8145300536573865e-5,7.315970242447716e-10) Dual{Cells()}(5.4137080543244587e-17,-1.523456985525767,6.465036737465764e-5) Dual{Cells()}(5.4137080543244587e-17,2.0000910335874886,-7.840217868288648e-5) Dual{Cells()}(5.4137080543244587e-17,-0.47659800085866333,1.451523704689292e-5) Dual{Cells()}(5.4137080543244587e-17,-1.783086541662348e-5,7.186409274757311e-10) Dual{Cells()}(0.0005998755966633786,-1.937694719028961e-7,6.551510290267582e-12) Dual{Cells()}(0.0005998755966633786,-4.889808838511784e-5,1.6557515005483375e-9) Dual{Cells()}(0.0005998755966633786,-0.47659800085866333,1.698140647559644e-5) Dual{Cells()}(0.0005998755966633786,0.7498332309877814,-2.346359289836334e-5) Dual{Cells()}(0.0005998755966633786,-0.2731380829165758,7.599216779531704e-6) Dual{Cells()}(0.0005998755966633786,-4.8055354685257394e-5,1.622846591578154e-9) Dual{Cells()}(0.0006215858995300557,-1.8103631935089084e-7,4.973256178318039e-12) Dual{Cells()}(0.0006215858995300557,-4.472544649837423e-5,1.2332792691443852e-9) Dual{Cells()}(0.0006215858995300557,-0.2731380829165758,8.945070937052754e-6) Dual{Cells()}(0.0006215858995300557,0.5276231113039712,-1.4397404661008267e-5) Dual{Cells()}(0.0006215858995300557,-0.2543961501321534,6.3082495853755174e-6) Dual{Cells()}(0.0006215858995300557,-4.3971772424238276e-5,1.2044434132102887e-9) Dual{Cells()}(0.0006376012809577235,-1.6811844231372275e-7,4.0936366811174865e-12) Dual{Cells()}(0.0006376012809577235,-4.066869752026449e-5,9.957253313338164e-10) Dual{Cells()}(0.0006376012809577235,-0.2543961501321534,6.795745650268819e-6) Dual{Cells()}(0.0006376012809577235,0.25447699038534194,-6.310218810261473e-6) Dual{Cells()}(0.0006376012809577235,-4.000343722595524e-5,9.699557741929514e-10) Dual{Cells()}(0.0005734064600705548,-1.782190147623584e-7,4.592855822356691e-12) Dual{Cells()}(0.0005734064600705548,-4.188927147600848e-5,1.076903213135785e-9) Dual{Cells()}(0.0005734064600705548,0.2690600702267752,-7.026942013967917e-6) Dual{Cells()}(0.0005734064600705548,-0.268976820790444,7.488726980405511e-6) Dual{Cells()}(0.0005734064600705548,-4.1181945840431975e-5,1.064810070483167e-9) Dual{Cells()}(0.0005732160339045045,-1.9094019893590435e-7,5.426312593408642e-12) Dual{Cells()}(0.0005732160339045045,-4.396953490924956e-5,1.247390929648621e-9) Dual{Cells()}(0.0005732160339045045,-0.268976820790444,7.024795387161189e-6) Dual{Cells()}(0.0005732160339045045,0.5574470831996995,-1.5767908503502083e-5) Dual{Cells()}(0.0005732160339045045,-0.288382861409658,9.502329002156407e-6) Dual{Cells()}(0.0005732160339045045,-4.324052448926419e-5,1.231755427769743e-9) Dual{Cells()}(0.0005686915698649391,-2.04878039546894e-7,6.92901820560914e-12) Dual{Cells()}(0.0005686915698649391,-4.623312707534946e-5,1.5623677386501677e-9) Dual{Cells()}(0.0005686915698649391,-0.288382861409658,8.276696687683397e-6) Dual{Cells()}(0.0005686915698649391,0.7942840121272998,-2.513874326527591e-5) Dual{Cells()}(0.0005686915698649391,-0.5058092336081886,1.7852625963771784e-5) Dual{Cells()}(0.0005686915698649391,-4.547910433827225e-5,1.539708511494491e-9) Dual{Cells()}(-9.675567936242172e-17,-7.599826295405289e-8,2.985548148829991e-12) Dual{Cells()}(-9.675567936242172e-17,-1.695485828068569e-5,6.659136200343001e-10) Dual{Cells()}(-9.675567936242172e-17,-0.5058092336081886,1.56333051167448e-5) Dual{Cells()}(-9.675567936242172e-17,2.1395519619201173,-8.196620768144082e-5) Dual{Cells()}(-9.675567936242172e-17,-1.6337090174902344,6.692150737907648e-5) Dual{Cells()}(-9.675567936242172e-17,-1.66799651507853e-5,6.553920646247052e-10) Dual{Cells()}(3.1849642724021095e-17,-7.60648581160761e-8,3.11814105153637e-12) Dual{Cells()}(3.1849642724021095e-17,-1.6922161850270374e-5,6.936298990739785e-10) Dual{Cells()}(3.1849642724021095e-17,-1.6337090174902344,6.411225741683439e-5) Dual{Cells()}(3.1849642724021095e-17,3.267325709205189,-0.000133776490282291) Dual{Cells()}(3.1849642724021095e-17,-1.633583045462257,6.985218421284587e-5) Dual{Cells()}(3.1849642724021095e-17,-1.6648025989333583e-5,6.824554826469631e-10) Dual{Cells()}(-4.904923619325824e-18,-7.598383336301849e-8,3.249394091507255e-12) Dual{Cells()}(-4.904923619325824e-18,-1.6856868908097247e-5,7.208894982717677e-10) Dual{Cells()}(-4.904923619325824e-18,-1.633583045462257,6.685360370213722e-5) Dual{Cells()}(-4.904923619325824e-18,2.425982310519876,-0.00010513352399902838) Dual{Cells()}(-4.904923619325824e-18,-0.7923657482506036,3.868612463881956e-5) Dual{Cells()}(-4.904923619325824e-18,-1.658395427388121e-5,7.090737925069e-10) Dual{Cells()}(-0.0005671472069869317,-2.8651338332674776e-7,1.3332284895448372e-11) Dual{Cells()}(-0.0005671472069869317,-6.291824341308869e-5,2.928393251574378e-9) Dual{Cells()}(-0.0005671472069869317,-0.7923657482506036,3.527990658782153e-5) Dual{Cells()}(-0.0005671472069869317,1.3142718306943886,-6.28182318055767e-5) Dual{Cells()}(-0.0005671472069869317,-0.521780975259912,2.662713927301434e-5) Dual{Cells()}(-0.0005671472069869317,-6.19024270767229e-5,2.8790916425947867e-9) Dual{Cells()}(-0.0005716136800495621,-2.840765183563428e-7,1.4422250542971886e-11) Dual{Cells()}(-0.0005716136800495621,-6.130226455952474e-5,3.113354465327296e-9) Dual{Cells()}(-0.0005716136800495621,-0.521780975259912,2.412628649107841e-5) Dual{Cells()}(-0.0005716136800495621,1.04085536438238,-5.287183585382198e-5) Dual{Cells()}(-0.0005716136800495621,-0.5189524849410261,2.7612477985997438e-5) Dual{Cells()}(-0.0005716136800495621,-6.031784036403655e-5,3.0599935069310814e-9) Dual{Cells()}(-0.0005765471085683346,-2.8341600413893325e-7,1.5031834118449486e-11) Dual{Cells()}(-0.0005765471085683346,-6.010851678125489e-5,3.18933284847035e-9) Dual{Cells()}(-0.0005765471085683346,-0.5189524849410261,2.623850903576537e-5) Dual{Cells()}(-0.0005765471085683346,0.5190720263937106,-2.7618816600497473e-5) Dual{Cells()}(-0.0005765471085683346,-5.9149519899175833e-5,3.134512618476783e-9) Dual{Cells()}(-0.000692334264818679,-2.8094290805710494e-7,1.6098465866200655e-11) Dual{Cells()}(-0.000692334264818679,-5.7914816960151026e-5,3.3147998234427784e-9) Dual{Cells()}(-0.000692334264818679,0.520231742298919,-2.998080626542182e-5) Dual{Cells()}(-0.000692334264818679,-0.5201165213269152,2.8131630492833946e-5) Dual{Cells()}(-0.000692334264818679,-5.702521213560757e-5,3.268905533524672e-9) Dual{Cells()}(-0.000699806031964559,-2.879158272214471e-7,1.5649078825589443e-11) Dual{Cells()}(-0.000699806031964559,-5.835473849770666e-5,3.168501538154122e-9) Dual{Cells()}(-0.000699806031964559,-0.5201165213269152,2.9974206093817815e-5) Dual{Cells()}(-0.000699806031964559,1.0557180051448927,-5.752976647942524e-5) Dual{Cells()}(-0.000699806031964559,-0.5354853781870126,2.6053387977482995e-5) Dual{Cells()}(-0.000699806031964559,-5.7462976639972026e-5,3.1244024300309535e-9) Dual{Cells()}(-0.0007047819880766329,-2.978496576454722e-7,1.4595234645061942e-11) Dual{Cells()}(-0.0007047819880766329,-5.9362616804575045e-5,2.9067749467242107e-9) Dual{Cells()}(-0.0007047819880766329,-0.5354853781870126,2.9391827119563003e-5) Dual{Cells()}(-0.0007047819880766329,1.3644934539149955,-6.919934826077014e-5) Dual{Cells()}(-0.0007047819880766329,-0.8288899571632803,3.862484030855415e-5) Dual{Cells()}(-0.0007047819880766329,-5.8458098240600234e-5,2.8652384290214414e-9) Dual{Cells()}(-3.5516769827100014e-16,-8.024103046373528e-8,3.5618325894983475e-12) Dual{Cells()}(-3.5516769827100014e-16,-1.583846536590659e-5,7.027990088601524e-10) Dual{Cells()}(-3.5516769827100014e-16,-0.8288899571632803,4.314017346721447e-5) Dual{Cells()}(-3.5516769827100014e-16,2.5581423555040406,-0.00011554931452354607) Dual{Cells()}(-3.5516769827100014e-16,-1.729220882274758,7.301830639376473e-5) Dual{Cells()}(-3.5516769827100014e-16,-1.559735960629876e-5,6.923786771778278e-10) Dual{Cells()}(-5.778105939544656e-16,-8.07142467566442e-8,3.4110261894485686e-12) Dual{Cells()}(-5.778105939544656e-16,-1.588990596562933e-5,6.71411010174971e-10) Dual{Cells()}(-5.778105939544656e-16,-1.729220882274758,7.69230754483369e-5) Dual{Cells()}(-5.778105939544656e-16,3.4665357114411366,-0.00014653243570015326) Dual{Cells()}(-5.778105939544656e-16,-1.73728321055873,6.988518730992844e-5) Dual{Cells()}(-5.778105939544656e-16,-1.5647987436492088e-5,6.612299101240233e-10) Dual{Cells()}(1.900088084080664e-16,-8.098777606954587e-8,3.2580181115766645e-12) Dual{Cells()}(1.900088084080664e-16,-1.590178720260869e-5,6.397545426948827e-10) Dual{Cells()}(1.900088084080664e-16,-1.73728321055873,7.351279324122112e-5) Dual{Cells()}(1.900088084080664e-16,2.2803809520624467,-8.921945237255229e-5) Dual{Cells()}(1.900088084080664e-16,-0.5430660989868666,1.65568613634745e-5) Dual{Cells()}(1.900088084080664e-16,-1.565974187141999e-5,6.298129869197081e-10) Dual{Cells()}(0.0006778416781825797,-2.2073576673979947e-7,7.462986221880353e-12) Dual{Cells()}(0.0006778416781825797,-4.2881898142939684e-5,1.4514095688104076e-9) Dual{Cells()}(0.0006778416781825797,-0.5430660989868666,1.9332992237844535e-5) Dual{Cells()}(0.0006778416781825797,0.8543305402021115,-2.675483100474813e-5) Dual{Cells()}(0.0006778416781825797,-0.3111791062041918,8.67835294177837e-6) Dual{Cells()}(0.0006778416781825797,-4.223237714324749e-5,1.4264973231634528e-9) Dual{Cells()}(0.0007010872483840985,-2.0626544694781695e-7,5.681584653506934e-12) Dual{Cells()}(0.0007010872483840985,-3.933254816687604e-5,1.0864477886072927e-9) Dual{Cells()}(0.0007010872483840985,-0.3111791062041918,1.0195084404769472e-5) Dual{Cells()}(0.0007010872483840985,0.6012652160914358,-1.6452862520232114e-5) Dual{Cells()}(0.0007010872483840985,-0.2900078224305599,7.220834601925996e-6) Dual{Cells()}(0.0007010872483840985,-3.874864307033732e-5,1.0649521627782179e-9) Dual{Cells()}(0.0007179877494504052,-1.9173464211713948e-7,4.690397341219212e-12) Dual{Cells()}(0.0007179877494504052,-3.589341937240136e-5,8.816499842471071e-10) Dual{Cells()}(0.0007179877494504052,-0.2900078224305599,7.772352759550845e-6) Dual{Cells()}(0.0007179877494504052,0.2900792819777072,-7.222583204125065e-6) Dual{Cells()}(0.0007179877494504052,-3.5374393132815714e-5,8.625732592572833e-10) Dual{Cells()}(0.0006540947750466273,-2.017963754422715e-7,5.18793563694015e-12) Dual{Cells()}(0.0006540947750466273,-3.682941938536152e-5,9.450644710099564e-10) Dual{Cells()}(0.0006540947750466273,0.3046207253112228,-7.93771719930533e-6) Dual{Cells()}(0.0006540947750466273,-0.304547412276043,8.463799684188069e-6) Dual{Cells()}(0.0006540947750466273,-3.628181941899718e-5,9.352439370540983e-10) Dual{Cells()}(0.0006529683776959136,-2.1616046681246404e-7,6.133935419867471e-12) Dual{Cells()}(0.0006529683776959136,-3.87442286922207e-5,1.0979562855786233e-9) Dual{Cells()}(0.0006529683776959136,-0.304547412276043,7.935831499620892e-6) Dual{Cells()}(0.0006529683776959136,0.6310428603514504,-1.7821408326093963e-5) Dual{Cells()}(0.0006529683776959136,-0.3264183104727698,1.0752577929306003e-5) Dual{Cells()}(0.0006529683776959136,-3.817721347852427e-5,1.0853960858516764e-9) Dual{Cells()}(0.0006468541709176545,-2.3184744178042485e-7,7.840906990554196e-12) Dual{Cells()}(0.0006468541709176545,-4.0818891435402384e-5,1.3795969936878968e-9) Dual{Cells()}(0.0006468541709176545,-0.3264183104727698,9.35541898872128e-6) Dual{Cells()}(0.0006468541709176545,0.8987819713325471,-2.8430835780627558e-5) Dual{Cells()}(0.0006468541709176545,-0.5722823801474379,2.020636876232893e-5) Dual{Cells()}(0.0006468541709176545,-4.0229973462165895e-5,1.3616455712066703e-9) Dual{Cells()}(-5.196790687425967e-17,-8.594798373896788e-8,3.3802774113561125e-12) Dual{Cells()}(-5.196790687425967e-17,-1.4979764551869614e-5,5.890231802606018e-10) Dual{Cells()}(-5.196790687425967e-17,-0.5722823801474379,1.767550867844282e-5) Dual{Cells()}(-5.196790687425967e-17,2.4198063603812563,-9.279395978468915e-5) Dual{Cells()}(-5.196790687425967e-17,-1.8474941497661226,7.579505997783451e-5) Dual{Cells()}(-5.196790687425967e-17,-1.476475516011313e-5,5.807502651094205e-10) Dual{Cells()}(-1.8311834463796807e-17,-8.600369681384167e-8,3.530757681658715e-12) Dual{Cells()}(-1.8311834463796807e-17,-1.495234625619006e-5,6.137788496558448e-10) Dual{Cells()}(-1.8311834463796807e-17,-1.8474941497661226,7.258641786278394e-5) Dual{Cells()}(-1.8311834463796807e-17,3.6944293032600077,-0.00015149231994713878) Dual{Cells()}(-1.8311834463796807e-17,-1.8469053772542627,7.912235393303214e-5) Dual{Cells()}(-1.8311834463796807e-17,-1.4737889669651724e-5,6.050070128441238e-10) Dual{Cells()}(-1.3302952972832636e-16,-8.589026895099683e-8,3.679682705428621e-12) Dual{Cells()}(-1.3302952972832636e-16,-1.4895717272924768e-5,6.381388156412966e-10) Dual{Cells()}(-1.3302952972832636e-16,-1.8469053772542627,7.569603765453544e-5) Dual{Cells()}(-1.3302952972832636e-16,2.7421847132330037,-0.00011907133233257236) Dual{Cells()}(-1.3302952972832636e-16,-0.895249672181325,4.384324616197762e-5) Dual{Cells()}(-1.3302952972832636e-16,-1.4682189873928842e-5,6.288764906420684e-10) Dual{Cells()}(-0.0006466521100800924,-3.2359341048385326e-7,1.509571526563434e-11) Dual{Cells()}(-0.0006466521100800924,-5.561668540151122e-5,2.594791432216517e-9) Dual{Cells()}(-0.0006466521100800924,-0.895249672181325,3.994770771400067e-5) Dual{Cells()}(-0.0006466521100800924,1.4842692242641538,-7.114512398308045e-5) Dual{Cells()}(-0.0006466521100800924,-0.5889087903594817,3.0157638413555205e-5) Dual{Cells()}(-0.0006466521100800924,-5.482144453502675e-5,2.5562077169895626e-9) Dual{Cells()}(-0.0006511799567773197,-3.2040027874344107e-7,1.63206773448059e-11) Dual{Cells()}(-0.0006511799567773197,-5.422269719333062e-5,2.7625293013184508e-9) Dual{Cells()}(-0.0006511799567773197,-0.5889087903594817,2.729671181789343e-5) Dual{Cells()}(-0.0006511799567773197,1.1739806164151416,-5.9835111621037736e-5) Dual{Cells()}(-0.0006511799567773197,-0.5849638318146242,3.124401808248459e-5) Dual{Cells()}(-0.0006511799567773197,-5.34511435636266e-5,2.720777212291387e-9) Dual{Cells()}(-0.0006560814125736607,-3.1926750056130053e-7,1.6997438526754624e-11) Dual{Cells()}(-0.0006560814125736607,-5.32074406153675e-5,2.8333011359550643e-9) Dual{Cells()}(-0.0006560814125736607,-0.5849638318146242,2.9671973725673803e-5) Dual{Cells()}(-0.0006560814125736607,0.5850698132607892,-3.124965857422239e-5) Dual{Cells()}(-0.0006560814125736607,-5.245473804905677e-5,2.7903628768210525e-9) Dual{Cells()}(-0.0007720035912351906,-3.168008319621576e-7,1.806420568677157e-11) Dual{Cells()}(-0.0007720035912351906,-5.1483035461828706e-5,2.9326659863715053e-9) Dual{Cells()}(-0.0007720035912351906,0.5862338383183283,-3.361304351514173e-5) Dual{Cells()}(-0.0007720035912351906,-0.5861312613345002,3.156656113259982e-5) Dual{Cells()}(-0.0007720035912351906,-5.077714753422673e-5,2.8961040745414524e-9) Dual{Cells()}(-0.000779490286407101,-3.242465944100492e-7,1.7547519228287683e-11) Dual{Cells()}(-0.000779490286407101,-5.1905281629177266e-5,2.8065026190508403e-9) Dual{Cells()}(-0.000779490286407101,-0.5861312613345002,3.360719646513394e-5) Dual{Cells()}(-0.000779490286407101,1.188854425456307,-6.449534241701481e-5) Dual{Cells()}(-0.000779490286407101,-0.6026197374171339,2.9224658431981636e-5) Dual{Cells()}(-0.000779490286407101,-5.119717644918079e-5,2.7713461082231062e-9) Dual{Cells()}(-0.0007844031701303444,-3.3493588036722265e-7,1.6358490056103124e-11) Dual{Cells()}(-0.0007844031701303444,-5.282107121214858e-5,2.578186086904549e-9) Dual{Cells()}(-0.0007844031701303444,-0.6026197374171339,3.29231857041245e-5) Dual{Cells()}(-0.0007844031701303444,1.5345093719650396,-7.752787068465955e-5) Dual{Cells()}(-0.0007844031701303444,-0.9317843756341397,4.3293296244625145e-5) Dual{Cells()}(-0.0007844031701303444,-5.21029066732952e-5,2.5451342477605346e-9) Dual{Cells()}(6.176819508854465e-16,-9.014863801964795e-8,3.992019069057452e-12) Dual{Cells()}(6.176819508854465e-16,-1.4095002331929862e-5,6.239569898350575e-10) Dual{Cells()}(6.176819508854465e-16,-0.9317843756341397,4.829807245266818e-5) Dual{Cells()}(6.176819508854465e-16,2.874369675697608,-0.00012948779647037575) Dual{Cells()}(6.176819508854465e-16,-1.9425572112788139,8.186049040671816e-5) Dual{Cells()}(6.176819508854465e-16,-1.3903633684264818e-5,6.156977114579148e-10) Dual{Cells()}(4.671640071282003e-16,-9.065395639189656e-8,3.823509612554093e-12) Dual{Cells()}(4.671640071282003e-16,-1.4140734396784857e-5,5.963184794847976e-10) Dual{Cells()}(4.671640071282003e-16,-1.9425572112788139,8.619325656332867e-5) Dual{Cells()}(4.671640071282003e-16,3.8936631127582197,-0.00016424723466991267) Dual{Cells()}(4.671640071282003e-16,-1.9510777213263741,7.835826283226211e-5) Dual{Cells()}(4.671640071282003e-16,-1.3948764678874145e-5,5.882699029073357e-10) Dual{Cells()}(-6.485100899038197e-17,-9.093803585056305e-8,3.652579677836513e-12) Dual{Cells()}(-6.485100899038197e-17,-1.4151773275825253e-5,5.684314031195035e-10) Dual{Cells()}(-6.485100899038197e-17,-1.9510777213263741,8.238555584379642e-5) Dual{Cells()}(-6.485100899038197e-17,2.5606397682443243,-0.00010004489655245162) Dual{Cells()}(-6.485100899038197e-17,-0.6095338444839296,1.8597541351896438e-5) Dual{Cells()}(-6.485100899038197e-17,-1.3959722709157764e-5,5.605947164403172e-10) Dual{Cells()}(0.0007561340283810448,-2.477028237914964e-7,8.37404917804989e-12) Dual{Cells()}(0.0007561340283810448,-3.81836047346997e-5,1.291963445671593e-9) Dual{Cells()}(0.0007561340283810448,-0.6095338444839296,2.1685501042217596e-5) Dual{Cells()}(0.0007561340283810448,0.9588153811167847,-3.004440707736187e-5) Dual{Cells()}(0.0007561340283810448,-0.349205437639174,9.755847153923528e-6) Dual{Cells()}(0.0007561340283810448,-3.7667686122605736e-5,1.2725384505744295e-9) Dual{Cells()}(0.0007809659233642193,-2.3148145293011373e-7,6.388023614241819e-12) Dual{Cells()}(0.0007809659233642193,-3.509739909477053e-5,9.706805545148913e-10) Dual{Cells()}(0.0007809659233642193,-0.349205437639174,1.1444292928706921e-5) Dual{Cells()}(0.0007809659233642193,0.6748417413087924,-1.850381293356792e-5) Dual{Cells()}(0.0007809659233642193,-0.32556634413745467,8.130376083701138e-6) Dual{Cells()}(0.0007809659233642193,-3.4630651616095865e-5,9.541359462649035e-10) Dual{Cells()}(0.0007987937582918132,-2.15314004639717e-7,5.2842380512304915e-12) Dual{Cells()}(0.0007987937582918132,-3.2114381112880584e-5,7.906741952509919e-10) Dual{Cells()}(0.0007987937582918132,-0.32556634413745467,8.746034730442274e-6) Dual{Cells()}(0.0007987937582918132,0.32563036961296804,-8.13194792802132e-6) Dual{Cells()}(0.0007987937582918132,-3.16957803958757e-5,7.760704191074238e-10) Dual{Cells()}(0.0007350639218155517,-2.2535226969773523e-7,5.781131554310032e-12) Dual{Cells()}(0.0007350639218155517,-3.285615840171404e-5,8.416483540628313e-10) Dual{Cells()}(0.0007350639218155517,0.3401498438152265,-8.846269127885043e-6) Dual{Cells()}(0.0007350639218155517,-0.34008434428839446,9.436699999470197e-6) Dual{Cells()}(0.0007350639218155517,-3.2418016160643326e-5,8.335538374697039e-10) Dual{Cells()}(0.0007329823875287927,-2.413712476411404e-7,6.8402468759777124e-12) Dual{Cells()}(0.0007329823875287927,-3.4627011475594914e-5,9.802645275766137e-10) Dual{Cells()}(0.0007329823875287927,-0.34008434428839446,8.84458800996546e-6) Dual{Cells()}(0.0007329823875287927,0.7045954651790319,-1.98713875861776e-5) Dual{Cells()}(0.0007329823875287927,-0.36444207988590244,1.200195445662899e-5) Dual{Cells()}(0.0007329823875287927,-3.417262201179139e-5,9.700006856535275e-10) Dual{Cells()}(0.0007252524955585701,-2.588163698997536e-7,8.752358743932438e-12) Dual{Cells()}(0.0007252524955585701,-3.653938100179998e-5,1.2350268867891876e-9) Dual{Cells()}(0.0007252524955585701,-0.36444207988590244,1.0432730370860677e-5) Dual{Cells()}(0.0007252524955585701,1.0032677981559135,-3.172095424323705e-5) Dual{Cells()}(0.0007252524955585701,-0.6387528534041637,2.2560086914064186e-5) Dual{Cells()}(0.0007252524955585701,-3.606666847570507e-5,1.2205081360128577e-9) Dual{Cells()}(-2.3588004687332396e-16,-9.589763644446994e-8,3.77507451184151e-12) Dual{Cells()}(-2.3588004687332396e-16,-1.3416686319538517e-5,5.280576159988866e-10) Dual{Cells()}(-2.3588004687332396e-16,-0.6387528534041637,1.9716535440618634e-5) Dual{Cells()}(-2.3588004687332396e-16,2.7000433233768146,-0.0001036250643054244) Dual{Cells()}(-2.3588004687332396e-16,-2.0612637134526373,8.467380883002587e-5) Dual{Cells()}(-2.3588004687332396e-16,-1.3243936057578498e-5,5.214050207831206e-10) Dual{Cells()}(-1.6300656040860243e-16,-9.594221106919543e-8,3.943498422347674e-12) Dual{Cells()}(-1.6300656040860243e-16,-1.3393131779802962e-5,5.504302488394806e-10) Dual{Cells()}(-1.6300656040860243e-16,-2.0612637134526373,8.106392415018889e-5) Dual{Cells()}(-1.6300656040860243e-16,4.121493772172067,-0.00016921792870791793) Dual{Cells()}(-1.6300656040860243e-16,-2.06020334886038,8.839915403120223e-5) Dual{Cells()}(-1.6300656040860243e-16,-1.3220785058502158e-5,5.433852742694597e-10) Dual{Cells()}(1.742004483460177e-16,-9.579603303184097e-8,4.11014809312227e-12) Dual{Cells()}(1.742004483460177e-16,-1.3343108470698285e-5,5.724536987898715e-10) Dual{Cells()}(1.742004483460177e-16,-2.06020334886038,8.454302212057872e-5) Dual{Cells()}(1.742004483460177e-16,3.058342293997621,-0.0001330192985203457) Dual{Cells()}(1.742004483460177e-16,-0.9981123347641264,4.900647209676865e-5) Dual{Cells()}(1.742004483460177e-16,-1.3171468610711141e-5,5.650231105119887e-10) Dual{Cells()}(-0.0007264211949387318,-3.606674466067104e-7,1.6860157833336136e-11) Dual{Cells()}(-0.0007264211949387318,-4.983220033620265e-5,2.3295705891846524e-9) Dual{Cells()}(-0.0007264211949387318,-0.9981123347641264,4.461900290899276e-5) Dual{Cells()}(-0.0007264211949387318,1.6542268052650502,-7.948061147995301e-5) Dual{Cells()}(-0.0007264211949387318,-0.6560150852224091,3.3692544329310266e-5) Dual{Cells()}(-0.0007264211949387318,-4.919241073198953e-5,2.2986639027950913e-9) Dual{Cells()}(-0.0007310088354856118,-3.5671364469630693e-7,1.8220382620539668e-11) Dual{Cells()}(-0.0007310088354856118,-4.860696619088386e-5,2.4829532354118665e-9) Dual{Cells()}(-0.0007310088354856118,-0.6560150852224091,3.0469494351860912e-5) Dual{Cells()}(-0.0007310088354856118,1.307056850635299,-6.680621117776349e-5) Dual{Cells()}(-0.0007310088354856118,-0.6509448164237237,3.488001907491458e-5) Dual{Cells()}(-0.0007310088354856118,-4.79853093307596e-5,2.449531605099417e-9) Dual{Cells()}(-0.000735866204886379,-3.551063520643478e-7,1.8964393533027226e-11) Dual{Cells()}(-0.000735866204886379,-4.772540305983074e-5,2.5489806237456333e-9) Dual{Cells()}(-0.000735866204886379,-0.6509448164237237,3.3108716242767314e-5) Dual{Cells()}(-0.000735866204886379,0.6510400149618366,-3.488510149761373e-5) Dual{Cells()}(-0.000735866204886379,-4.711802870096689e-5,2.5145937397047964e-9) Dual{Cells()}(-0.0008520897014844854,-3.5263446388464374e-7,2.003264909219519e-11) Dual{Cells()}(-0.0008520897014844854,-4.6331013573838485e-5,2.6299772322221503e-9) Dual{Cells()}(-0.0008520897014844854,0.6521783875190196,-3.725344811592039e-5) Dual{Cells()}(-0.0008520897014844854,-0.6520859451799234,3.500722968432744e-5) Dual{Cells()}(-0.0008520897014844854,-4.5758691058563893e-5,2.6000604120371806e-9) Dual{Cells()}(-0.0008596145052863726,-3.6055697983048816e-7,1.944852583512985e-11) Dual{Cells()}(-0.0008596145052863726,-4.673462923783554e-5,2.519150677900105e-9) Dual{Cells()}(-0.0008596145052863726,-0.6520859451799234,3.7248197911268794e-5) Dual{Cells()}(-0.0008596145052863726,1.3218893619820038,-7.147490292217634e-5) Dual{Cells()}(-0.0008596145052863726,-0.6697101617257615,3.2400131645737986e-5) Dual{Cells()}(-0.0008596145052863726,-4.615989010128561e-5,2.4903778298582836e-9) Dual{Cells()}(-0.0008644664811347539,-3.720097205628276e-7,1.8123807471403728e-11) Dual{Cells()}(-0.0008644664811347539,-4.75751514726786e-5,2.3166818779052098e-9) Dual{Cells()}(-0.0008644664811347539,-0.6697101617257615,3.64626441461894e-5) Dual{Cells()}(-0.0008644664811347539,1.704440005451809,-8.58721365649117e-5) Dual{Cells()}(-0.0008644664811347539,-1.0346349047730257,4.796826004523584e-5) Dual{Cells()}(-0.0008644664811347539,-4.6991791828440264e-5,2.2896804882358213e-9) Dual{Cells()}(1.3804229353309208e-15,-1.0005470675196354e-7,4.422578930860365e-12) Dual{Cells()}(1.3804229353309208e-15,-1.269690851839285e-5,5.610933512237138e-10) Dual{Cells()}(1.3804229353309208e-15,-1.0346349047730257,5.3467380357682086e-5) Dual{Cells()}(1.3804229353309208e-15,3.19051017186979,-0.00014344597366710708) Dual{Cells()}(1.3804229353309208e-15,-2.1558499287268313,9.071199620980636e-5) Dual{Cells()}(1.3804229353309208e-15,-1.2541406708239678e-5,5.543658975915818e-10) Dual{Cells()}(2.0593573403503916e-15,-1.0059282817492701e-7,4.236267104986046e-12) Dual{Cells()}(2.0593573403503916e-15,-1.273822097027763e-5,5.363982103814659e-10) Dual{Cells()}(2.0593573403503916e-15,-2.1558499287268313,9.547659373037646e-5) Dual{Cells()}(2.0593573403503916e-15,4.3207230814312005,-0.00018198217542905469) Dual{Cells()}(2.0593573403503916e-15,-2.164847731666619,8.683874421116848e-5) Dual{Cells()}(2.0593573403503916e-15,-1.258222395138161e-5,5.298546351322318e-10) Dual{Cells()}(-2.0515457674396533e-16,-1.0088801490029574e-7,4.0473093132723715e-12) Dual{Cells()}(-2.0515457674396533e-16,-1.2748615437343675e-5,5.114724468552279e-10) Dual{Cells()}(-2.0515457674396533e-16,-2.164847731666619,9.126910872561634e-5) Dual{Cells()}(-2.0515457674396533e-16,2.8408730359710117,-0.00011087835072777144) Dual{Cells()}(-2.0515457674396533e-16,-0.6759998622615527,2.0636747201790435e-5) Dual{Cells()}(-2.0515457674396533e-16,-1.2592539387671906e-5,5.051138529283804e-10) Dual{Cells()}(0.0008348117240402035,-2.746699502307582e-7,9.284402659036975e-12) Dual{Cells()}(0.0008348117240402035,-3.44128577651232e-5,1.1641334050475974e-9) Dual{Cells()}(0.0008348117240402035,-0.6759998622615527,2.4038585883649436e-5) Dual{Cells()}(0.0008348117240402035,1.063281957393139,-3.3331382084234555e-5) Dual{Cells()}(0.0008348117240402035,-0.3872134143659442,1.0831221326538374e-5) Dual{Cells()}(0.0008348117240402035,-3.3993237926490336e-5,1.1484930408266513e-9) Dual{Cells()}(0.0008612808288057449,-2.566825627862566e-7,7.092107506404578e-12) Dual{Cells()}(0.0008612808288057449,-3.1681944189192005e-5,8.77083561120316e-10) Dual{Cells()}(0.0008612808288057449,-0.3872134143659442,1.2692313021961687e-5) Dual{Cells()}(0.0008612808288057449,0.7483413890742516,-2.054916726569164e-5) Dual{Cells()}(0.0008612808288057449,-0.36106473481127505,9.036248286283107e-6) Dual{Cells()}(0.0008612808288057449,-3.130127028041197e-5,8.638879861877317e-10) Dual{Cells()}(0.0008800760154190624,-2.3885548679953716e-7,5.874637470529547e-12) Dual{Cells()}(0.0008800760154190624,-2.9046651626180206e-5,7.164353795954471e-10) Dual{Cells()}(0.0008800760154190624,-0.36106473481127505,9.716197973879016e-6) Dual{Cells()}(0.0008800760154190624,0.361122724385148,-9.037675322196583e-6) Dual{Cells()}(0.0008800760154190624,-2.8704066759956553e-5,7.048428258663889e-10) Dual{Cells()}(3.401649097302861e-8,-2.858882589499237e-7,1.0868132716163137e-11) Dual{Cells()}(3.401649097302861e-8,-3.403684142242232e-5,1.2689742772653986e-9) Dual{Cells()}(3.401649097302861e-8,0.418704701014296,-1.5918032426674514e-5) Dual{Cells()}(3.401649097302861e-8,-0.41863672589462536,1.591545665636299e-5) Dual{Cells()}(3.401649097302861e-8,-3.365238998930896e-5,1.280641932242541e-9) Dual{Cells()}(3.4603765090791104e-8,-2.8796918673608695e-7,1.0947246282164009e-11) Dual{Cells()}(3.4603765090791104e-8,-3.378955706985671e-5,1.259771958470916e-9) Dual{Cells()}(3.4603765090791104e-8,-0.41863672589462536,1.5915447728561012e-5) Dual{Cells()}(3.4603765090791104e-8,0.8403771788015273,-3.19489098396179e-5) Dual{Cells()}(3.4603765090791104e-8,-0.4216729646132045,1.6030905111868786e-5) Dual{Cells()}(3.4603765090791104e-8,-3.3410767440802016e-5,1.2714470569063558e-9) Dual{Cells()}(3.5554162367051756e-8,-2.900501234284684e-7,1.1026366877169503e-11) Dual{Cells()}(3.5554162367051756e-8,-3.354585679960092e-5,1.2507200778599592e-9) Dual{Cells()}(3.5554162367051756e-8,-0.4216729646132045,1.603088699390645e-5) Dual{Cells()}(3.5554162367051756e-8,1.1357378801627016,-4.317777091565161e-5) Dual{Cells()}(3.5554162367051756e-8,-0.7139979070530397,2.714434601280032e-5) Dual{Cells()}(3.5554162367051756e-8,-3.317258953424008e-5,1.2623833219865572e-9) Dual{Cells()}(-5.8734261460654154e-18,-1.057365623922776e-7,4.01962042363496e-12) Dual{Cells()}(-5.8734261460654154e-18,-1.2129212051999834e-5,4.522355529453231e-10) Dual{Cells()}(-5.8734261460654154e-18,-0.7139979070530397,2.7144317853878234e-5) Dual{Cells()}(-5.8734261460654154e-18,2.987440784560673,-0.00011357480554170007) Dual{Cells()}(-5.8734261460654154e-18,-2.2734186477436578,8.642955700491807e-5) Dual{Cells()}(-5.8734261460654154e-18,-1.199481536153952e-5,4.564628931949888e-10) Dual{Cells()}(4.470826849735744e-18,-1.0584297188063337e-7,4.023666544956025e-12) Dual{Cells()}(4.470826849735744e-18,-1.2116954628000375e-5,4.517809118955788e-10) Dual{Cells()}(4.470826849735744e-18,-2.2734186477436578,8.642953820809991e-5) Dual{Cells()}(4.470826849735744e-18,4.54914887110065,-0.00017294699518456057) Dual{Cells()}(4.470826849735744e-18,-2.2757060177266326,8.651652718719166e-5) Dual{Cells()}(4.470826849735744e-18,-1.1982832760289329e-5,4.5600690366990694e-10) Dual{Cells()}(3.056374150547829e-18,-1.0594938075905674e-7,4.027712184925391e-12) Dual{Cells()}(3.056374150547829e-18,-1.2104720744954375e-5,4.5132596616149444e-10) Dual{Cells()}(3.056374150547829e-18,-2.2757060177266326,8.65165177762022e-5) Dual{Cells()}(3.056374150547829e-18,2.275730199270792,-8.651744667493036e-5) Dual{Cells()}(3.056374150547829e-18,-1.1970874033921896e-5,4.55551818848943e-10) Dual{Cells()}(-4.988280127825639e-8,-2.194368873685915e-7,8.366812873676495e-12) Dual{Cells()}(-4.988280127825639e-8,-8.439292096006553e-5,3.2122252083099523e-9) Dual{Cells()}(-4.988280127825639e-8,0.40379678519210027,-1.539667284053225e-5) Dual{Cells()}(-4.988280127825639e-8,-0.40362954679851326,1.5390297167575002e-5) Dual{Cells()}(-4.988280127825639e-8,-8.262603573958492e-5,3.18726161553293e-9) Dual{Cells()}(-5.063124930756344e-8,-2.2197810153106364e-7,8.463705534285013e-12) Dual{Cells()}(-5.063124930756344e-8,-8.3418024707806e-5,3.1751182265436803e-9) Dual{Cells()}(-5.063124930756344e-8,-0.40362954679851326,1.539029755993005e-5) Dual{Cells()}(-5.063124930756344e-8,0.8120723907391078,-3.0964122798155044e-5) Dual{Cells()}(-5.063124930756344e-8,-0.4082775124137119,1.5567522739843018e-5) Dual{Cells()}(-5.063124930756344e-8,-8.169152407320695e-5,3.151214237591238e-9) Dual{Cells()}(-5.1556051122999985e-8,-2.2451931575532602e-7,8.56059824733552e-12) Dual{Cells()}(-5.1556051122999985e-8,-8.246537723680046e-5,3.1388580873908077e-9) Dual{Cells()}(-5.1556051122999985e-8,-0.4082775124137119,1.5567523040040897e-5) Dual{Cells()}(-5.1556051122999985e-8,0.40844098020921926,-1.5573754284651105e-5) Dual{Cells()}(-5.1556051122999985e-8,-8.077789895478491e-5,3.115972569808173e-9) Dual{Cells()}(-0.0005435654348484519,-2.1365126010009656e-7,1.2417778110906398e-11) Dual{Cells()}(-0.0005435654348484519,-7.5602975986666e-5,4.3865633649417344e-9) Dual{Cells()}(-0.0005435654348484519,0.39636864599504373,-2.318417816439039e-5) Dual{Cells()}(-0.0005435654348484519,-0.3962187342918899,2.1699941137806203e-5) Dual{Cells()}(-0.0005435654348484519,-7.409507590705767e-5,4.311381836953673e-9) Dual{Cells()}(-0.0005510910952532614,-2.1974461381373877e-7,1.2094558745827309e-11) Dual{Cells()}(-0.0005510910952532614,-7.605553366074965e-5,4.179501237542499e-9) Dual{Cells()}(-0.0005510910952532614,-0.3962187342918899,2.3175466587164156e-5) Dual{Cells()}(-0.0005510910952532614,0.8058840986901766,-4.449303622729839e-5) Dual{Cells()}(-0.0005510910952532614,-0.409514540414198,2.0114134467489187e-5) Dual{Cells()}(-0.0005510910952532614,-7.454870581412525e-5,4.107284978526476e-9) Dual{Cells()}(-0.0005562105279074604,-2.2827948689564342e-7,1.1293522704569233e-11) Dual{Cells()}(-0.0005562105279074604,-7.729945294828102e-5,3.819941525318645e-9) Dual{Cells()}(-0.0005562105279074604,-0.409514540414198,2.2784795168614582e-5) Dual{Cells()}(-0.0005562105279074604,1.0455282240650534,-5.361155810909671e-5) Dual{Cells()}(-0.0005562105279074604,-0.6358603822836993,2.9882989715104406e-5) Dual{Cells()}(-0.0005562105279074604,-7.577363472089636e-5,3.751378944891774e-9) Dual{Cells()}(-1.1539588579396315e-15,-6.165962521922977e-8,2.756144123485339e-12) Dual{Cells()}(-1.1539588579396315e-15,-2.061825681919088e-5,9.211322618436715e-10) Dual{Cells()}(-1.1539588579396315e-15,-0.6358603822836993,3.348984032633382e-5) Dual{Cells()}(-1.1539588579396315e-15,1.9649864070164471,-8.945057885911633e-5) Dual{Cells()}(-1.1539588579396315e-15,-1.329085133085317,5.645647171947215e-5) Dual{Cells()}(-1.1539588579396315e-15,-2.0211730986239384e-5,9.037176881293248e-10) Dual{Cells()}(-3.691752975507359e-15,-6.20744943855509e-8,2.63838257925147e-12) Dual{Cells()}(-3.691752975507359e-15,-2.0686076115526115e-5,8.790674456217857e-10) Dual{Cells()}(-3.691752975507359e-15,-1.329085133085317,5.95657614399712e-5) Dual{Cells()}(-3.691752975507359e-15,2.6654570946975356,-0.00011335535888890743) Dual{Cells()}(-3.691752975507359e-15,-1.3363309353348034,5.401283703317312e-5) Dual{Cells()}(-3.691752975507359e-15,-2.0278126805015315e-5,8.61922780428454e-10) Dual{Cells()}(1.7460208209217798e-16,-6.232982063440381e-8,2.5188220434048372e-12) Dual{Cells()}(1.7460208209217798e-16,-2.0700234300875334e-5,8.366921756305714e-10) Dual{Cells()}(1.7460208209217798e-16,-1.3363309353348034,5.6897143486602036e-5) Dual{Cells()}(1.7460208209217798e-16,1.7548128881072658,-6.893922986125298e-5) Dual{Cells()}(1.7460208209217798e-16,-0.41844089810655594,1.2729701623456103e-5) Dual{Cells()}(1.7460208209217798e-16,-2.029210178501025e-5,8.198160188293825e-10) Dual{Cells()}(0.0005316100995745893,-1.70175707194886e-7,5.754668007367452e-12) Dual{Cells()}(0.0005316100995745893,-5.5740276974133616e-5,1.8885848305120524e-9) Dual{Cells()}(0.0005316100995745893,-0.41844089810655594,1.492473379073646e-5) Dual{Cells()}(0.0005316100995745893,0.6584079054970403,-2.0585376176403185e-5) Dual{Cells()}(0.0005316100995745893,-0.23985644895379565,6.65559220956241e-6) Dual{Cells()}(0.0005316100995745893,-5.464798400732439e-5,1.845022369740366e-9) Dual{Cells()}(0.0005519912944227058,-1.5896039552201525e-7,4.354246137431624e-12) Dual{Cells()}(0.0005519912944227058,-5.0822240009785994e-5,1.3990148096599732e-9) Dual{Cells()}(0.0005519912944227058,-0.23985644895379565,7.851935573045733e-6) Dual{Cells()}(0.0005519912944227058,0.4631952200928752,-1.260011402740561e-5) Dual{Cells()}(0.0005519912944227058,-0.22323793817323123,5.510322839374412e-6) Dual{Cells()}(0.0005519912944227058,-4.98517654430469e-5,1.3601429563490985e-9) Dual{Cells()}(0.0005672487359449454,-1.4744427107640368e-7,3.5721138437166884e-12) Dual{Cells()}(0.0005672487359449454,-4.602311409013532e-5,1.1231055798204522e-9) Dual{Cells()}(0.0005672487359449454,-0.22323793817323123,5.941759088836836e-6) Dual{Cells()}(0.0005672487359449454,0.2233292829783013,-5.512536689248577e-6) Dual{Cells()}(0.0005672487359449454,-4.5174246708845286e-5,1.0881013854617263e-9) Dual{Cells()}(0.0005026958669892873,-1.5745484685474187e-7,4.064421753491613e-12) Dual{Cells()}(0.0005026958669892873,-4.737380899986431e-5,1.197447938609238e-9) Dual{Cells()}(0.0005026958669892873,0.23778696525585888,-6.219307758402734e-6) Dual{Cells()}(0.0005026958669892873,-0.2376927535428785,6.623619178626468e-6) Dual{Cells()}(0.0005026958669892873,-4.6680449133654496e-5,1.2118363942094887e-9) Dual{Cells()}(0.0005033154816866262,-1.6878039298474997e-7,4.799765306739922e-12) Dual{Cells()}(0.0005033154816866262,-4.968965367725635e-5,1.3886928423690855e-9) Dual{Cells()}(0.0005033154816866262,-0.2376927535428785,6.2168685289206375e-6) Dual{Cells()}(0.0005033154816866262,0.49279894045286776,-1.3949394784282547e-5) Dual{Cells()}(0.0005033154816866262,-0.2550074252373696,8.396063961929714e-6) Dual{Cells()}(0.0005033154816866262,-4.890323854941398e-5,1.3966910275716609e-9) Dual{Cells()}(0.00050017655294829,-1.812429045650879e-7,6.124101251360606e-12) Dual{Cells()}(0.00050017655294829,-5.2238013584391685e-5,1.7429906965476244e-9) Dual{Cells()}(0.00050017655294829,-0.2550074252373696,7.322960901682935e-6) Dual{Cells()}(0.00050017655294829,0.702677906057133,-2.2231427698939478e-5) Dual{Cells()}(0.00050017655294829,-0.4475667272274365,1.57746575447186e-5) Dual{Cells()}(0.00050017655294829,-5.133433583791904e-5,1.7386697675053835e-9) Dual{Cells()}(1.0008294891004677e-16,-6.72912654069274e-8,2.637669391006981e-12) Dual{Cells()}(1.0008294891004677e-16,-1.9163700949324662e-5,7.439032768051375e-10) Dual{Cells()}(1.0008294891004677e-16,-0.4475667272274365,1.3831854779979864e-5) Dual{Cells()}(1.0008294891004677e-16,1.8942494266695866,-7.241993089701794e-5) Dual{Cells()}(1.0008294891004677e-16,-1.4466446533517037,5.909907115828527e-5) Dual{Cells()}(1.0008294891004677e-16,-1.881509823166568e-5,7.383663286818078e-10) Dual{Cells()}(-4.674185261117546e-16,-6.737034280109244e-8,2.7546011437675074e-12) Dual{Cells()}(-4.674185261117546e-16,-1.9129670589154663e-5,7.750381335924011e-10) Dual{Cells()}(-4.674185261117546e-16,-1.4466446533517037,5.664378198368318e-5) Dual{Cells()}(-4.674185261117546e-16,2.8936696038186955,-0.00011816328242538175) Dual{Cells()}(-4.674185261117546e-16,-1.4469869758961513,6.168224899330422e-5) Dual{Cells()}(-4.674185261117546e-16,-1.8777529908638067e-5,7.684453075603921e-10) Dual{Cells()}(2.0720428802276423e-16,-6.732044607404477e-8,2.8703783083445115e-12) Dual{Cells()}(2.0720428802276423e-16,-1.9059034049617548e-5,8.056297365385849e-10) Dual{Cells()}(2.0720428802276423e-16,-1.4469869758961513,5.9062658870483533e-5) Dual{Cells()}(2.0720428802276423e-16,2.149458947568421,-9.285284621792724e-5) Dual{Cells()}(2.0720428802276423e-16,-0.7024341410665282,3.414180342809132e-5) Dual{Cells()}(2.0720428802276423e-16,-1.870425124553556e-5,7.980132620379908e-10) Dual{Cells()}(-0.000497398329271594,-2.5410601738923297e-7,1.1779572442308609e-11) Dual{Cells()}(-0.000497398329271594,-7.114430058956387e-5,3.2721525008373277e-9) Dual{Cells()}(-0.000497398329271594,-0.7024341410665282,3.116898484079076e-5) Dual{Cells()}(-0.000497398329271594,1.165709182486004,-5.548349847521382e-5) Dual{Cells()}(-0.000497398329271594,-0.46313384809177854,2.3517097053773288e-5) Dual{Cells()}(-0.000497398329271594,-6.979492109034468e-5,3.2362045158498565e-9) Dual{Cells()}(-0.0005017995141728906,-2.523499636638739e-7,1.2751150392721389e-11) Dual{Cells()}(-0.0005017995141728906,-6.929878806903314e-5,3.4761309082820805e-9) Dual{Cells()}(-0.0005017995141728906,-0.46313384809177854,2.1335154631632702e-5) Dual{Cells()}(-0.0005017995141728906,0.9245822340795381,-4.673983969396976e-5) Dual{Cells()}(-0.0005017995141728906,-0.4613108701026361,2.4414338071339763e-5) Dual{Cells()}(-0.0005017995141728906,-6.796474709071087e-5,3.433860260597873e-9) Dual{Cells()}(-0.000506751797472721,-2.521124955877186e-7,1.3301719017137235e-11) Dual{Cells()}(-0.000506751797472721,-6.790632810972438e-5,3.55739038166436e-9) Dual{Cells()}(-0.000506751797472721,-0.4613108701026361,2.3215801426959e-5) Dual{Cells()}(-0.000506751797472721,0.46144562358541796,-2.4421439192902172e-5) Dual{Cells()}(-0.000506751797472721,-6.659504217652235e-5,3.5127776691176838e-9) Dual{Cells()}(-0.0006229403451757628,-2.4954545601170164e-7,1.4380707166308933e-11) Dual{Cells()}(-0.0006229403451757628,-6.501482220506328e-5,3.7417134156212274e-9) Dual{Cells()}(-0.0006229403451757628,0.4624317729624504,-2.6809117162510197e-5) Dual{Cells()}(-0.0006229403451757628,-0.46230261274127316,2.513051237469672e-5) Dual{Cells()}(-0.0006229403451757628,-6.389585351619926e-5,3.6847354989489645e-9) Dual{Cells()}(-0.0006304236306626087,-2.561077909292494e-7,1.399012689561655e-11) Dual{Cells()}(-0.0006304236306626087,-6.546654697057113e-5,3.5719458215878574e-9) Dual{Cells()}(-0.0006304236306626087,-0.46230261274127316,2.6801675721261798e-5) Dual{Cells()}(-0.0006304236306626087,0.9391372351718433,-5.144606696705204e-5) Dual{Cells()}(-0.0006304236306626087,-0.4767045534377289,2.3281852129439492e-5) Dual{Cells()}(-0.0006304236306626087,-6.434633807972984e-5,3.517207066380321e-9) Dual{Cells()}(-0.0006354599742087662,-2.653875154256663e-7,1.3054188576433641e-11) Dual{Cells()}(-0.0006354599742087662,-6.657285086939445e-5,3.271928559092629e-9) Dual{Cells()}(-0.0006354599742087662,-0.4767045534377289,2.6308450927285366e-5) Dual{Cells()}(-0.0006354599742087662,1.2156546307639118,-6.192471748881142e-5) Dual{Cells()}(-0.0006354599742087662,-0.7388178015919055,3.4545230936492947e-5) Dual{Cells()}(-0.0006354599742087662,-6.543749589243983e-5,3.2202181134815258e-9) Dual{Cells()}(-7.166710444082956e-16,-7.157034549491262e-8,3.1857623691535518e-12) Dual{Cells()}(-7.166710444082956e-16,-1.7760095533175344e-5,7.902278377730669e-10) Dual{Cells()}(-7.166710444082956e-16,-0.7388178015919055,3.8636359812887046e-5) Dual{Cells()}(-7.166710444082956e-16,2.2813614669544533,-0.00010336935304140422) Dual{Cells()}(-7.166710444082956e-16,-1.5425083761595124,6.528913712922053e-5) Dual{Cells()}(-7.166710444082956e-16,-1.74575371564897e-5,7.771944701559599e-10) Dual{Cells()}(-2.321321209122424e-15,-7.201612684106851e-8,3.0503683377984938e-12) Dual{Cells()}(-2.321321209122424e-15,-1.7818034428853595e-5,7.546082930024065e-10) Dual{Cells()}(-2.321321209122424e-15,-1.5425083761595124,6.882255145128158e-5) Dual{Cells()}(-2.321321209122424e-15,3.0927305309933355,-0.00013104884583560233) Dual{Cells()}(-2.321321209122424e-15,-1.5501867503352582,6.247756795597831e-5) Dual{Cells()}(-2.321321209122424e-15,-1.7514448009183278e-5,7.418372068625695e-10) Dual{Cells()}(1.5419188057297877e-16,-7.228096322237686e-8,2.9129591789815047e-12) Dual{Cells()}(1.5419188057297877e-16,-1.783086541662348e-5,7.187007945009748e-10) Dual{Cells()}(1.5419188057297877e-16,-1.5501867503352582,6.575820918794537e-5) Dual{Cells()}(1.5419188057297877e-16,2.0351285255749954,-7.975429817191576e-5) Dual{Cells()}(1.5419188057297877e-16,-0.48490634495865115,1.47703692693986e-5) Dual{Cells()}(1.5419188057297877e-16,-1.7527134706052235e-5,7.061918759513463e-10) Dual{Cells()}(0.000609628527937433,-1.9714015430549136e-7,6.665392422053558e-12) Dual{Cells()}(0.000609628527937433,-4.8055354685257394e-5,1.6271061090766133e-9) Dual{Cells()}(0.000609628527937433,-0.48490634495865115,1.7275302410850064e-5) Dual{Cells()}(0.000609628527937433,0.7628945884551318,-2.3874869509093248e-5) Dual{Cells()}(0.000609628527937433,-0.2778927498304566,7.734047216816397e-6) Dual{Cells()}(0.000609628527937433,-4.7241171184582606e-5,1.595398278603863e-9) Dual{Cells()}(0.0006315304112867453,-1.8418984757940191e-7,5.061721541031983e-12) Dual{Cells()}(0.0006315304112867453,-4.3971772424238276e-5,1.2127705572767921e-9) Dual{Cells()}(0.0006315304112867453,-0.2778927498304566,9.101271288173178e-6) Dual{Cells()}(0.0006315304112867453,0.5368269779278967,-1.4654198925259924e-5) Dual{Cells()}(0.0006315304112867453,-0.25884682905685147,6.422246162008701e-6) Dual{Cells()}(0.0006315304112867453,-4.324307831678455e-5,1.1850449655455394e-9) Dual{Cells()}(0.0006476558404679821,-1.7107071638556872e-7,4.168152565092277e-12) Dual{Cells()}(0.0006476558404679821,-4.000343722595524e-5,9.798573602435309e-10) Dual{Cells()}(0.0006476558404679821,-0.25884682905685147,6.91774926223524e-6) Dual{Cells()}(0.0006476558404679821,0.25892636312280687,-6.424184781326328e-6) Dual{Cells()}(0.0006476558404679821,-3.935955801309575e-5,9.551039549966647e-10) Dual{Cells()}(0.0005835008659170972,-1.811660704105214e-7,4.667178983167332e-12) Dual{Cells()}(0.0005835008659170972,-4.1181945840431975e-5,1.0584407600921214e-9) Dual{Cells()}(0.0005835008659170972,0.27350416204072864,-7.14071270268761e-6) Dual{Cells()}(0.0005835008659170972,-0.273422300813449,7.610543501924071e-6) Dual{Cells()}(0.0005835008659170972,-4.049811536882681e-5,1.0466726128299686e-9) Dual{Cells()}(0.0005831936692536292,-1.9409260986241422e-7,5.514712591455426e-12) Dual{Cells()}(0.0005831936692536292,-4.324052448926419e-5,1.2265201957803899e-9) Dual{Cells()}(0.0005831936692536292,-0.273422300813449,7.138602620400525e-6) Dual{Cells()}(0.0005831936692536292,0.5666451955386488,-1.6024472013284897e-5) Dual{Cells()}(0.0005831936692536292,-0.2931369248120999,9.658574653401376e-6) Dual{Cells()}(0.0005831936692536292,-4.2535296000794586e-5,1.2113280957872996e-9) Dual{Cells()}(0.000578470466192298,-2.082491776686775e-7,7.0429744691883425e-12) Dual{Cells()}(0.000578470466192298,-4.547910433827225e-5,1.5369162770990804e-9) Dual{Cells()}(0.000578470466192298,-0.2931369248120999,8.411484901073251e-6) Dual{Cells()}(0.000578470466192298,0.80734565981255,-2.5550161678198445e-5) Dual{Cells()}(0.000578470466192298,-0.514118298373146,1.8146824855230833e-5) Dual{Cells()}(0.000578470466192298,-4.4749273788110294e-5,1.5149417846643704e-9) Dual{Cells()}(-2.232392464787965e-16,-7.724198489904549e-8,3.0348857629261375e-12) Dual{Cells()}(-2.232392464787965e-16,-1.66799651507853e-5,6.552236536564969e-10) Dual{Cells()}(-2.232392464787965e-16,-0.514118298373146,1.58885279910089e-5) Dual{Cells()}(-2.232392464787965e-16,2.1745844978051703,-8.331975980207417e-5) Dual{Cells()}(-2.232392464787965e-16,-1.6604330283857676,6.80308546774644e-5) Dual{Cells()}(-2.232392464787965e-16,-1.6413839120795747e-5,6.450305521376881e-10) Dual{Cells()}(3.7523346915747974e-18,-7.730722247329435e-8,3.16971648229152e-12) Dual{Cells()}(3.7523346915747974e-18,-1.6648025989333583e-5,6.82532382457815e-10) Dual{Cells()}(3.7523346915747974e-18,-1.6604330283857676,6.517163164877192e-5) Dual{Cells()}(3.7523346915747974e-18,3.3207152397711974,-0.00013599126956848466) Dual{Cells()}(3.7523346915747974e-18,-1.6602491034263092,7.101115844885273e-5) Dual{Cells()}(3.7523346915747974e-18,-1.6382625908982253e-5,6.717092165456137e-10) Dual{Cells()}(-1.5559524507599854e-16,-7.722214879582775e-8,3.3031802562790854e-12) Dual{Cells()}(-1.5559524507599854e-16,-1.658395427388121e-5,7.093930118664728e-10) Dual{Cells()}(-1.5559524507599854e-16,-1.6602491034263092,6.795905748207565e-5) Dual{Cells()}(-1.5559524507599854e-16,2.4655082387859184,-0.00010687605793223483) Dual{Cells()}(-1.5559524507599854e-16,-0.8052261544517234,3.9330934637472205e-5) Dual{Cells()}(-1.5559524507599854e-16,-1.6319731463305447e-5,6.979508859782238e-10) Dual{Cells()}(-0.0005770928789662874,-2.9114842307529504e-7,1.355272621565526e-11) Dual{Cells()}(-0.0005770928789662874,-6.19024270767229e-5,2.882087871296925e-9) Dual{Cells()}(-0.0005770928789662874,-0.8052261544517234,3.5863488849866855e-5) Dual{Cells()}(-0.0005770928789662874,1.3355209211629244,-6.385933582827022e-5) Dual{Cells()}(-0.0005770928789662874,-0.5301716542595061,2.706858320662542e-5) Dual{Cells()}(-0.0005770928789662874,-6.091887619522232e-5,2.8343557670080105e-9) Dual{Cells()}(-0.0005815681946935968,-2.88616984380461e-7,1.4659578079793722e-11) Dual{Cells()}(-0.0005815681946935968,-6.031784036403655e-5,3.064719949166003e-9) Dual{Cells()}(-0.0005815681946935968,-0.5301716542595061,2.452267132802254e-5) Dual{Cells()}(-0.0005815681946935968,1.0574949514798189,-5.374249295746254e-5) Dual{Cells()}(-0.0005815681946935968,-0.5272033262387809,2.8066574924345516e-5) Dual{Cells()}(-0.0005815681946935968,-5.936452418343388e-5,3.013059226871007e-9) Dual{Cells()}(-0.0005864982181987223,-2.878973875657789e-7,1.5277566204449726e-11) Dual{Cells()}(-0.0005864982181987223,-5.9149519899175833e-5,3.14002900718158e-9) Dual{Cells()}(-0.0005864982181987223,-0.5272033262387809,2.6667817524560683e-5) Dual{Cells()}(-0.0005864982181987223,0.5273209842943308,-2.8072816930987536e-5) Dual{Cells()}(-0.0005864982181987223,-5.822063826322274e-5,3.0869480479307764e-9) Dual{Cells()}(-0.0007022316762955473,-2.8542813990215325e-7,1.6343805646312106e-11) Dual{Cells()}(-0.0007022316762955473,-5.702521213560757e-5,3.261590093655103e-9) Dual{Cells()}(-0.0007022316762955473,0.5284901668801023,-3.043366090072594e-5) Dual{Cells()}(-0.0007022316762955473,-0.5283766936604652,2.8560151162961788e-5) Dual{Cells()}(-0.0007022316762955473,-5.616257936159816e-5,3.2170098411392617e-9) Dual{Cells()}(-0.0007097029511341328,-2.924596408020077e-7,1.5886030174817574e-11) Dual{Cells()}(-0.0007097029511341328,-5.7462976639972026e-5,3.1181486451094535e-9) Dual{Cells()}(-0.0007097029511341328,-0.5283766936604652,3.0427165611873992e-5) Dual{Cells()}(-0.0007097029511341328,1.072374204083136,-5.8398449898001515e-5) Dual{Cells()}(-0.0007097029511341328,-0.5438831568867325,2.6449184575862624e-5) Dual{Cells()}(-0.0007097029511341328,-5.659809965768531e-5,3.0753110392299477e-9) Dual{Cells()}(-0.0007146712973342867,-3.0248689362713616e-7,1.4815364975043987e-11) Dual{Cells()}(-0.0007146712973342867,-5.8458098240600234e-5,2.861131711324802e-9) Dual{Cells()}(-0.0007146712973342867,-0.5438831568867325,2.9832089094397534e-5) Dual{Cells()}(-0.0007146712973342867,1.385757057624611,-7.023817196495051e-5) Dual{Cells()}(-0.0007146712973342867,-0.8417575594071096,3.920746343761423e-5) Dual{Cells()}(-0.0007146712973342867,-5.7580745634772175e-5,2.8207975101609374e-9) Dual{Cells()}(2.3334021921136384e-16,-8.147965522728852e-8,3.6155589328535268e-12) Dual{Cells()}(2.3334021921136384e-16,-1.559735960629876e-5,6.918594252215939e-10) Dual{Cells()}(2.3334021921136384e-16,-0.8417575594071096,4.378329044892394e-5) Dual{Cells()}(2.3334021921136384e-16,2.597681586342179,-0.00011728880866054561) Dual{Cells()}(2.3334021921136384e-16,-1.7558929846120936,7.41222399648652e-5) Dual{Cells()}(2.3334021921136384e-16,-1.5363483714274376e-5,6.817463105620376e-10) Dual{Cells()}(-5.881841516991631e-16,-8.195680085161258e-8,3.462554758724818e-12) Dual{Cells()}(-5.881841516991631e-16,-1.5647987436492088e-5,6.609969725950712e-10) Dual{Cells()}(-5.881841516991631e-16,-1.7558929846120936,7.807996797577065e-5) Dual{Cells()}(-5.881841516991631e-16,3.5199341268328608,-0.00014874391039793115) Dual{Cells()}(-5.881841516991631e-16,-1.764009998954167,7.094326674094156e-5) Dual{Cells()}(-5.881841516991631e-16,-1.5413322362538918e-5,6.511194358374487e-10) Dual{Cells()}(-1.6659752122479928e-16,-8.22315841448295e-8,3.307322663931024e-12) Dual{Cells()}(-1.6659752122479928e-16,-1.565974187141999e-5,6.298687452065437e-10) Dual{Cells()}(-1.6659752122479928e-16,-1.764009998954167,7.462035484120717e-5) Dual{Cells()}(-1.6659752122479928e-16,2.315416005289005,-9.05715139602022e-5) Dual{Cells()}(-1.6659752122479928e-16,-0.5513748394103594,1.681217676536415e-5) Dual{Cells()}(-1.6659752122479928e-16,-1.54249510230003e-5,6.20227123058019e-10) Dual{Cells()}(0.0006875717802115763,-2.2410667667008625e-7,7.577003947294945e-12) Dual{Cells()}(0.0006875717802115763,-4.223237714324749e-5,1.429369332058759e-9) Dual{Cells()}(0.0006875717802115763,-0.5513748394103594,1.9626993816211452e-5) Dual{Cells()}(0.0006875717802115763,0.8673940023694623,-2.716643754074254e-5) Dual{Cells()}(0.0006875717802115763,-0.31593510424252896,8.813356882230104e-6) Dual{Cells()}(0.0006875717802115763,-4.160223275397778e-5,1.405241763796057e-9) Dual{Cells()}(0.0007110088401028415,-2.0941939467813021e-7,5.7702664664357954e-12) Dual{Cells()}(0.0007110088401028415,-3.874864307033732e-5,1.0705403288758081e-9) Dual{Cells()}(0.0007110088401028415,-0.31593510424252896,1.0351418709933067e-5) Dual{Cells()}(0.0007110088401028415,0.6104734768618041,-1.671005951352016e-5) Dual{Cells()}(0.0007110088401028415,-0.2944612327016526,7.335064146489e-6) Dual{Cells()}(0.0007110088401028415,-3.818185515747689e-5,1.049755076216235e-9) Dual{Cells()}(0.0007280200822351005,-1.9468680352739056e-7,4.765154913178888e-12) Dual{Cells()}(0.0007280200822351005,-3.5374393132815714e-5,8.692297624241738e-10) Dual{Cells()}(0.0007280200822351005,-0.2944612327016526,7.894576808749338e-6) Dual{Cells()}(0.0007280200822351005,0.29453167201357927,-7.336788649632518e-6) Dual{Cells()}(0.0007280200822351005,-3.487023199038356e-5,8.507969852893876e-10) Dual{Cells()}(0.0006641640869917448,-2.047439949584145e-7,5.262444286673378e-12) Dual{Cells()}(0.0006641640869917448,-3.628181941899718e-5,9.30833263997121e-10) Dual{Cells()}(0.0006641640869917448,0.30906776084319343,-8.051710389102569e-6) Dual{Cells()}(0.0006641640869917448,-0.30899552394573243,8.585817104468124e-6) Dual{Cells()}(0.0006641640869917448,-3.575033404702171e-5,9.212486531259812e-10) Dual{Cells()}(0.0006629207369468838,-2.1931329593657125e-7,6.222489564875941e-12) Dual{Cells()}(0.0006629207369468838,-3.817721347852427e-5,1.0817664226848951e-9) Dual{Cells()}(0.0006629207369468838,-0.30899552394573243,8.049852849936079e-6) Dual{Cells()}(0.0006629207369468838,0.6402450116544931,-1.8078331911788644e-5) Dual{Cells()}(0.0006629207369468838,-0.3311734645964351,1.090892400047189e-5) Dual{Cells()}(0.0006629207369468838,-3.762658555115646e-5,1.0695229103278214e-9) Dual{Cells()}(0.0006566083241943588,-2.3521867389355384e-7,7.954946488957066e-12) Dual{Cells()}(0.0006566083241943588,-4.0229973462165895e-5,1.3597152608811013e-9) Dual{Cells()}(0.0006566083241943588,-0.3311734645964351,9.490357135366367e-6) Dual{Cells()}(0.0006566083241943588,0.9118452659442583,-2.8842512152108604e-5) Dual{Cells()}(0.0006566083241943588,-0.5805916783531819,2.0500612931733007e-5) Dual{Cells()}(0.0006566083241943588,-3.965780250521486e-5,1.34224433090638e-9) Dual{Cells()}(-3.5278823755923545e-16,-8.719169058402395e-8,3.429623682511442e-12) Dual{Cells()}(-3.5278823755923545e-16,-1.476475516011313e-5,5.806406042348011e-10) Dual{Cells()}(-3.5278823755923545e-16,-0.5805916783531819,1.7930878150764012e-5) Dual{Cells()}(-3.5278823755923545e-16,2.4548374401080557,-9.41472499947247e-5) Dual{Cells()}(-3.5278823755923545e-16,-1.8742163539800092,7.690394460175046e-5) Dual{Cells()}(-3.5278823755923545e-16,-1.4555828013835697e-5,5.725961510667232e-10) Dual{Cells()}(4.1382299293003405e-17,-8.724604326170009e-8,3.5823362040866992e-12) Dual{Cells()}(4.1382299293003405e-17,-1.4737889669651724e-5,6.050691917445817e-10) Dual{Cells()}(4.1382299293003405e-17,-1.8742163539800092,7.364548039062678e-5) Dual{Cells()}(4.1382299293003405e-17,3.747815745503127,-0.00015370619925911022) Dual{Cells()}(4.1382299293003405e-17,-1.8735700368911692,8.028072043888133e-5) Dual{Cells()}(4.1382299293003405e-17,-1.4529496235306845e-5,5.965412189460094e-10) Dual{Cells()}(1.039211735503475e-16,-8.712856772940764e-8,3.733466867956949e-12) Dual{Cells()}(1.039211735503475e-16,-1.4682189873928842e-5,6.291086243153818e-10) Dual{Cells()}(1.039211735503475e-16,-1.8735700368911692,7.680104946596688e-5) Dual{Cells()}(1.039211735503475e-16,2.7817099495976594,-0.00012081294313880953) Dual{Cells()}(1.039211735503475e-16,-0.9081106686905628,4.4487538511675644e-5) Dual{Cells()}(1.039211735503475e-16,-1.447469748540108e-5,6.201052504851578e-10) Dual{Cells()}(-0.0006565749323260864,-3.2822844608860827e-7,1.5316114046631894e-11) Dual{Cells()}(-0.0006565749323260864,-5.482144453502675e-5,2.558343504421797e-9) Dual{Cells()}(-0.0006565749323260864,-0.9081106686905628,4.0530969761178003e-5) Dual{Cells()}(-0.0006565749323260864,1.505520443542549,-7.21854911932858e-5) Dual{Cells()}(-0.0006565749323260864,-0.5973005765404483,3.0598687355202806e-5) Dual{Cells()}(-0.0006565749323260864,-5.404863855700831e-5,2.5208456950850346e-9) Dual{Cells()}(-0.0006611088512948697,-3.2494089487891454e-7,1.655793076055602e-11) Dual{Cells()}(-0.0006611088512948697,-5.34511435636266e-5,2.7241359125580857e-9) Dual{Cells()}(-0.0006611088512948697,-0.5973005765404483,2.769285826204172e-5) Dual{Cells()}(-0.0006611088512948697,1.190623664414077,-6.070503399981036e-5) Dual{Cells()}(-0.0006611088512948697,-0.5932166105159131,3.169766435050259e-5) Dual{Cells()}(-0.0006611088512948697,-5.270127325712142e-5,2.6835598785912743e-9) Dual{Cells()}(-0.0006660056998491478,-3.237491808221012e-7,1.7243078452785238e-11) Dual{Cells()}(-0.0006660056998491478,-5.245473804905677e-5,2.7942840461245245e-9) Dual{Cells()}(-0.0006660056998491478,-0.5932166105159131,3.0100922527805334e-5) Dual{Cells()}(-0.0006660056998491478,0.5933211120838886,-3.170322826792449e-5) Dual{Cells()}(-0.0006660056998491478,-5.1723080745620455e-5,2.752550409051319e-9) Dual{Cells()}(-0.0007820261235976873,-3.21279897220338e-7,1.8310316965036402e-11) Dual{Cells()}(-0.0007820261235976873,-5.077714753422673e-5,2.8910977442598043e-9) Dual{Cells()}(-0.0007820261235976873,0.5944756700056287,-3.4068294160582475e-5) Dual{Cells()}(-0.0007820261235976873,-0.5943744812038526,3.199680581063081e-5) Dual{Cells()}(-0.0007820261235976873,-5.009037434468071e-5,2.8554799553265168e-9) Dual{Cells()}(-0.0007895171781815203,-3.287853212149048e-7,1.778519301101765e-11) Dual{Cells()}(-0.0007895171781815203,-5.119717644918079e-5,2.7670697443859475e-9) Dual{Cells()}(-0.0007895171781815203,-0.5943744812038526,3.4062529069739964e-5) Dual{Cells()}(-0.0007895171781815203,1.2054818584408362,-6.536813072473064e-5) Dual{Cells()}(-0.0007895171781815203,-0.611005343130797,2.9621702547032573e-5) Dual{Cells()}(-0.0007895171781815203,-5.050814441624028e-5,2.7328201808132137e-9) Dual{Cells()}(-0.0007944218844102928,-3.395701121558104e-7,1.6579185848657825e-11) Dual{Cells()}(-0.0007944218844102928,-5.21029066732952e-5,2.542329519296659e-9) Dual{Cells()}(-0.0007944218844102928,-0.611005343130797,3.336580706597038e-5) Dual{Cells()}(-0.0007944218844102928,1.5557493698338554,-7.857126200578299e-5) Dual{Cells()}(-0.0007944218844102928,-0.9446401802146496,4.3877820972685186e-5) Dual{Cells()}(-0.0007944218844102928,-5.140401162335782e-5,2.5101385885918233e-9) Dual{Cells()}(1.4968677139198852e-16,-9.138690508659727e-8,4.045841838597898e-12) Dual{Cells()}(1.4968677139198852e-16,-1.3903633684264818e-5,6.153420232935125e-10) Dual{Cells()}(1.4968677139198852e-16,-0.9446401802146496,4.894449029758656e-5) Dual{Cells()}(1.4968677139198852e-16,2.913886872796027,-0.00013123302044230241) Dual{Cells()}(1.4968677139198852e-16,-1.9692189801699276,8.296714540636987e-5) Dual{Cells()}(1.4968677139198852e-16,-1.3717390860456415e-5,6.073012005595194e-10) Dual{Cells()}(6.023372988557201e-16,-9.189632470673755e-8,3.8751039914746515e-12) Dual{Cells()}(6.023372988557201e-16,-1.3948764678874145e-5,5.881084720197663e-10) Dual{Cells()}(6.023372988557201e-16,-1.9692189801699276,8.735397276581663e-5) Dual{Cells()}(6.023372988557201e-16,3.947046214452565,-0.00016646455109957134) Dual{Cells()}(6.023372988557201e-16,-1.9777994316858474,7.941848224523831e-5) Dual{Cells()}(6.023372988557201e-16,-1.3761935786585776e-5,5.802748208995884e-10) Dual{Cells()}(-1.9582204869545887e-16,-9.218179149407558e-8,3.70191719760333e-12) Dual{Cells()}(-1.9582204869545887e-16,-1.3959722709157764e-5,5.606287060845708e-10) Dual{Cells()}(-1.9582204869545887e-16,-1.9777994316858474,8.349623342777966e-5) Dual{Cells()}(-1.9582204869545887e-16,2.595669262115239,-0.00010139922398991624) Dual{Cells()}(-1.9582204869545887e-16,-0.6178420057119297,1.8852382177056974e-5) Dual{Cells()}(-1.9582204869545887e-16,-1.3772812961245553e-5,5.530034053524419e-10) Dual{Cells()}(0.0007659794821500781,-2.510736716537164e-7,8.487797045379717e-12) Dual{Cells()}(0.0007659794821500781,-3.7667686122605736e-5,1.2744676302236132e-9) Dual{Cells()}(0.0007659794821500781,-0.6178420057119297,2.1979624411369636e-5) Dual{Cells()}(0.0007659794821500781,0.9718729828996199,-3.04551711118222e-5) Dual{Cells()}(0.0007659794821500781,-0.35395589290617957,9.890201150474619e-6) Dual{Cells()}(0.0007659794821500781,-3.716552171639601e-5,1.2555867415413807e-9) Dual{Cells()}(0.0007910167250564919,-2.3463136990393804e-7,6.475943939860067e-12) Dual{Cells()}(0.0007910167250564919,-3.4630651616095865e-5,9.578930862421958e-10) Dual{Cells()}(0.0007910167250564919,-0.35395589290617957,1.1600250467187058e-5) Dual{Cells()}(0.0007910167250564919,0.6840271408711951,-1.8759314850946985e-5) Dual{Cells()}(0.0007910167250564919,-0.3300022065059203,8.243507356230976e-6) Dual{Cells()}(0.0007910167250564919,-3.417617610928271e-5,9.418328376314964e-10) Dual{Cells()}(0.0008089658379883997,-2.1825636950928712e-7,5.357927186224649e-12) Dual{Cells()}(0.0008089658379883997,-3.16957803958757e-5,7.805507425096982e-10) Dual{Cells()}(0.0008089658379883997,-0.3300022065059203,8.867207644812497e-6) Dual{Cells()}(0.0008089658379883997,0.3300654085356953,-8.245059474875852e-6) Dual{Cells()}(0.0008089658379883997,-3.128799300961688e-5,7.663836764560688e-10) Dual{Cells()}(0.000745240364667115,-2.2829346999143875e-7,5.854907488851729e-12) Dual{Cells()}(0.000745240364667115,-3.2418016160643326e-5,8.302394365143941e-10) Dual{Cells()}(0.000745240364667115,0.34458486453292575,-8.959399788875352e-6) Dual{Cells()}(0.000745240364667115,-0.3445202264821975,9.55789559237856e-6) Dual{Cells()}(0.000745240364667115,-3.199174109758674e-5,8.223675949760221e-10) Dual{Cells()}(0.0007430367299504422,-2.4452108567054997e-7,6.928263548131521e-12) Dual{Cells()}(0.0007430367299504422,-3.417262201179139e-5,9.672712419876317e-10) Dual{Cells()}(0.0007430367299504422,-0.3445202264821975,8.957741241016667e-6) Dual{Cells()}(0.0007430367299504422,0.7137812125770153,-2.0126942489989756e-5) Dual{Cells()}(0.0007430367299504422,-0.36919283872445474,1.2157957103206147e-5) Dual{Cells()}(0.0007430367299504422,-3.373022726559229e-5,9.572844235169262e-10) Dual{Cells()}(0.0007351007684881372,-2.6218740679990727e-7,8.866186363680026e-12) Dual{Cells()}(0.0007351007684881372,-3.606666847570507e-5,1.2190539230973012e-9) Dual{Cells()}(0.0007351007684881372,-0.36919283872445474,1.056711534857909e-5) Dual{Cells()}(0.0007351007684881372,1.0163260153453784,-3.2131817150141926e-5) Dual{Cells()}(0.0007351007684881372,-0.6470612416534447,2.2854295410878002e-5) Dual{Cells()}(0.0007351007684881372,-3.560611159628278e-5,1.2049223601813544e-9) Dual{Cells()}(-8.790695555482642e-17,-9.714134264392971e-8,3.8244320001674585e-12) Dual{Cells()}(-8.790695555482642e-17,-1.3243936057578498e-5,5.21318666105193e-10) Dual{Cells()}(-8.790695555482642e-17,-0.6470612416534447,1.9971427183023285e-5) Dual{Cells()}(-8.790695555482642e-17,2.735071381421636,-0.00010497968178078608) Dual{Cells()}(-8.790695555482642e-17,-2.0879837231131826,8.578474788985518e-5) Dual{Cells()}(-8.790695555482642e-17,-1.3075577608634273e-5,5.148429452481008e-10) Dual{Cells()}(-3.959771819788405e-16,-9.718448575396842e-8,3.995110332020829e-12) Dual{Cells()}(-3.959771819788405e-16,-1.3220785058502158e-5,5.434269612780602e-10) Dual{Cells()}(-3.959771819788405e-16,-2.0879837231131826,8.212434639097821e-5) Dual{Cells()}(-3.959771819788405e-16,4.174872902977138,-0.0001714357106413164) Dual{Cells()}(-3.959771819788405e-16,-2.0868628090835726,8.956014142310957e-5) Dual{Cells()}(-3.959771819788405e-16,-1.3052810839355319e-5,5.365693214762239e-10) Dual{Cells()}(3.458364078442293e-16,-9.703415946898384e-8,4.163986253073136e-12) Dual{Cells()}(3.458364078442293e-16,-1.3171468610711141e-5,5.651911292048749e-10) Dual{Cells()}(3.458364078442293e-16,-2.0868628090835726,8.564987877159433e-5) Dual{Cells()}(3.458364078442293e-16,3.097855691381101,-0.000134764907806496) Dual{Cells()}(3.458364078442293e-16,-1.0109666096189798,4.965309977990549e-5) Dual{Cells()}(3.458364078442293e-16,-1.3004175778129714e-5,5.57958145238992e-10) Dual{Cells()}(-0.0007364440209154397,-3.653007865299363e-7,1.7080897356018605e-11) Dual{Cells()}(-0.0007364440209154397,-4.919241073198953e-5,2.3002308620029547e-9) Dual{Cells()}(-0.0007364440209154397,-1.0109666096189798,4.520363908602668e-5) Dual{Cells()}(-0.0007364440209154397,1.6754642150025663,-8.052427895098276e-5) Dual{Cells()}(-0.0007364440209154397,-0.6643994789183122,3.413530066211163e-5) Dual{Cells()}(-0.0007364440209154397,-4.856875375582328e-5,2.27014477891358e-9) Dual{Cells()}(-0.0007410404889202088,-3.612511493065992e-7,1.845808761722453e-11) Dual{Cells()}(-0.0007410404889202088,-4.79853093307596e-5,2.451998130658107e-9) Dual{Cells()}(-0.0007410404889202088,-0.6643994789183122,3.0866591807342083e-5) Dual{Cells()}(-0.0007410404889202088,1.323681949361281,-6.767920413793687e-5) Dual{Cells()}(-0.0007410404889202088,-0.6591867446504818,3.5335451275301876e-5) Dual{Cells()}(-0.0007410404889202088,-4.737923200693178e-5,2.419459616848243e-9) Dual{Cells()}(-0.0007458913069259129,-3.595841185508828e-7,1.9210526132767494e-11) Dual{Cells()}(-0.0007458913069259129,-4.711802870096689e-5,2.5174724504957797e-9) Dual{Cells()}(-0.0007458913069259129,-0.6591867446504818,3.353901368445224e-5) Dual{Cells()}(-0.0007458913069259129,0.6592807480480262,-3.5340471808472395e-5) Dual{Cells()}(-0.0007458913069259129,-4.6525784724786696e-5,2.483989204901226e-9) Dual{Cells()}(-0.0008620871370410774,-3.571137777156518e-7,2.027864627288851e-11) Dual{Cells()}(-0.0008620871370410774,-4.5758691058563893e-5,2.5964564056683768e-9) Dual{Cells()}(-0.0008620871370410774,0.6604227874337335,-3.770827985288838e-5) Dual{Cells()}(-0.0008620871370410774,-0.6603314712795708,3.543713682795157e-5) Dual{Cells()}(-0.0008620871370410774,-4.520034932641747e-5,2.567242379205496e-9) Dual{Cells()}(-0.000869617185215813,-3.650958172756706e-7,1.9686102405830364e-11) Dual{Cells()}(-0.000869617185215813,-4.615989010128561e-5,2.4872978296720526e-9) Dual{Cells()}(-0.000869617185215813,-0.6603314712795708,3.770309574857021e-5) Dual{Cells()}(-0.000869617185215813,1.3385207891222266,-7.234697413321501e-5) Dual{Cells()}(-0.000869617185215813,-0.6780971937321618,3.279694727265516e-5) Dual{Cells()}(-0.000869617185215813,-4.5599124575370386e-5,2.459200124453007e-9) Dual{Cells()}(-0.0008744622040076342,-3.766439200300469e-7,1.834444190426465e-11) Dual{Cells()}(-0.0008744622040076342,-4.6991791828440264e-5,2.287663442017575e-9) Dual{Cells()}(-0.0008744622040076342,-0.6780971937321618,3.690487101295767e-5) Dual{Cells()}(-0.0008744622040076342,1.725682714223765,-8.691478426047571e-5) Dual{Cells()}(-0.0008744622040076342,-1.0474917294884263,4.8552466228855516e-5) Dual{Cells()}(-0.0008744622040076342,-4.6422567428366166e-5,2.2613006510738048e-9) Dual{Cells()}(-1.5906509797814687e-16,-1.0129295165339355e-7,4.47639705962393e-12) Dual{Cells()}(-1.5906509797814687e-16,-1.2541406708239678e-5,5.541125621413836e-10) Dual{Cells()}(-1.5906509797814687e-16,-1.0474917294884263,5.4113269608166306e-5) Dual{Cells()}(-1.5906509797814687e-16,3.230027992228404,-0.00014519026875833312) Dual{Cells()}(-1.5906509797814687e-16,-2.1825112303731338,9.181821039073503e-5) Dual{Cells()}(-1.5906509797814687e-16,-1.238966718367301e-5,5.475463070918564e-10) Dual{Cells()}(8.6012370525285e-16,-1.0183517421030872e-7,4.2878634344168824e-12) Dual{Cells()}(8.6012370525285e-16,-1.258222395138161e-5,5.297425557896117e-10) Dual{Cells()}(8.6012370525285e-16,-2.1825112303731338,9.663669638508556e-5) Dual{Cells()}(8.6012370525285e-16,4.37410475861108,-0.00018419858051737958) Dual{Cells()}(8.6012370525285e-16,-2.191568414178263,8.789864587429952e-5) Dual{Cells()}(8.6012370525285e-16,-1.2430000558107108e-5,5.233570733200207e-10) Dual{Cells()}(1.0020616313663245e-16,-1.0213175230145435e-7,4.096655980645958e-12) Dual{Cells()}(1.0020616313663245e-16,-1.2592539387671906e-5,5.051440292399488e-10) Dual{Cells()}(1.0020616313663245e-16,-2.191568414178263,9.237931273488785e-5) Dual{Cells()}(1.0020616313663245e-16,2.8759017988414532,-0.0001122323976585254) Dual{Cells()}(1.0020616313663245e-16,-0.6843082497545577,2.089172220029032e-5) Dual{Cells()}(1.0020616313663245e-16,-1.2440237492737218e-5,4.989404122932245e-10) Dual{Cells()}(0.0008446342622449175,-2.780409045625924e-7,9.398252857368309e-12) Dual{Cells()}(0.0008446342622449175,-3.3993237926490336e-5,1.1499141599464092e-9) Dual{Cells()}(0.0008446342622449175,-0.6843082497545577,2.433274360375127e-5) Dual{Cells()}(0.0008446342622449175,1.0763411707687485,-3.3742388012693715e-5) Dual{Cells()}(0.0008446342622449175,-0.3919650660077367,1.0965724192987924e-5) Dual{Cells()}(0.0008446342622449175,-3.3583727623023e-5,1.1346678835507758e-9) Dual{Cells()}(0.0008713072646288644,-2.598329826966345e-7,7.1802235659252345e-12) Dual{Cells()}(0.0008713072646288644,-3.130127028041197e-5,8.666472697268065e-10) Dual{Cells()}(0.0008713072646288644,-0.3919650660077367,1.2848371879680271e-5) Dual{Cells()}(0.0008713072646288644,0.7575312777764867,-2.0805035471083348e-5) Dual{Cells()}(0.0008713072646288644,-0.3655037210150787,9.14960321499627e-6) Dual{Cells()}(0.0008713072646288644,-3.092965040810526e-5,8.537976704529418e-10) Dual{Cells()}(0.0008902229973191833,-2.4179856683634196e-7,5.948566139948603e-12) Dual{Cells()}(0.0008902229973191833,-2.8704066759956553e-5,7.081366487047047e-10) Dual{Cells()}(0.0008902229973191833,-0.3655037210150787,9.837583745843978e-6) Dual{Cells()}(0.0008902229973191833,0.36556103637792176,-9.151014043758402e-6) Dual{Cells()}(0.0008902229973191833,-2.8369497516250767e-5,6.968539827375464e-10) Dual{Cells()}(1.7163046031917002e-9,-2.893241097109823e-7,1.1009479116057879e-11) Dual{Cells()}(1.7163046031917002e-9,-3.365238998930896e-5,1.2793412139309958e-9) Dual{Cells()}(1.7163046031917002e-9,0.4237171615865471,-1.6124230226179063e-5) Dual{Cells()}(1.7163046031917002e-9,-0.4236499621255322,1.6121673422125762e-5) Dual{Cells()}(1.7163046031917002e-9,-3.325774691585632e-5,1.2656490165666006e-9) Dual{Cells()}(1.7464640271280502e-9,-2.9140513045912447e-7,1.1088667289879447e-11) Dual{Cells()}(1.7464640271280502e-9,-3.3410767440802016e-5,1.2701563556121435e-9) Dual{Cells()}(1.7464640271280502e-9,-0.4236499621255322,1.612167297333122e-5) Dual{Cells()}(1.7464640271280502e-9,0.8504030152115415,-3.236143264249201e-5) Dual{Cells()}(1.7464640271280502e-9,-0.4266863291710324,1.6237220975365346e-5) Dual{Cells()}(1.7464640271280502e-9,-3.302174240566853e-5,1.2566676867407798e-9) Dual{Cells()}(1.7945276736161034e-9,-2.9348615164385174e-7,1.1167855816206594e-11) Dual{Cells()}(1.7945276736161034e-9,-3.317258953424008e-5,1.2611031779304617e-9) Dual{Cells()}(1.7945276736161034e-9,-0.4266863291710324,1.623722006414856e-5) Dual{Cells()}(1.7945276736161034e-9,1.1491980101486186,-4.373184791449677e-5) Dual{Cells()}(1.7945276736161034e-9,-0.7224454258388856,2.749210703784632e-5) Dual{Cells()}(1.7945276736161034e-9,-3.278906301471707e-5,1.247812898718938e-9) Dual{Cells()}(2.1378779525765802e-17,-1.0698406221580688e-7,4.071001780787281e-12) Dual{Cells()}(2.1378779525765802e-17,-1.199481536153952e-5,4.560004583674314e-10) Dual{Cells()}(2.1378779525765802e-17,-0.7224454258388856,2.7492105621832292e-5) Dual{Cells()}(2.1378779525765802e-17,3.022704246339487,-0.00011502669697532279) Dual{Cells()}(2.1378779525765802e-17,-2.300234862007549,8.753367915017854e-5) Dual{Cells()}(2.1378779525765802e-17,-1.1856693628794436e-5,4.5121555575924093e-10) Dual{Cells()}(-2.6157617602135843e-17,-1.070904756960422e-7,4.07505111668096e-12) Dual{Cells()}(-2.6157617602135843e-17,-1.1982832760289329e-5,4.5554502507214133e-10) Dual{Cells()}(-2.6157617602135843e-17,-2.300234862007549,8.753367820491492e-5) Dual{Cells()}(-2.6157617602135843e-17,4.602781113525768,-0.00017515531651208298) Dual{Cells()}(-2.6157617602135843e-17,-2.3025223166095543,8.762072700010381e-5) Dual{Cells()}(-2.6157617602135843e-17,-1.1844985428529547e-5,4.5076999152477696e-10) Dual{Cells()}(9.031704495521636e-18,-1.0719688914635167e-7,4.0791004284442085e-12) Dual{Cells()}(9.031704495521636e-18,-1.1970874033921896e-5,4.550904483017683e-10) Dual{Cells()}(9.031704495521636e-18,-2.3025223166095543,8.762072652682513e-5) Dual{Cells()}(9.031704495521636e-18,2.3025462279807987,-8.762163693948186e-5) Dual{Cells()}(9.031704495521636e-18,-1.1833300321386078e-5,4.5032530598720104e-10) Dual{Cells()}(-2.704813631507742e-7,-2.2424861163843775e-7,8.64797422372736e-12) Dual{Cells()}(-2.704813631507742e-7,-8.262603573958492e-5,3.148830804538076e-9) Dual{Cells()}(-2.704813631507742e-7,0.41259515527180307,-1.591175164233886e-5) Dual{Cells()}(-2.704813631507742e-7,-0.41243139197921447,1.5905442773195357e-5) Dual{Cells()}(-2.704813631507742e-7,-8.091300823737358e-5,3.328969169546403e-9) Dual{Cells()}(-2.742146469509667e-7,-2.267909858741814e-7,8.746017527235215e-12) Dual{Cells()}(-2.742146469509667e-7,-8.169152407320695e-5,3.113218557102437e-9) Dual{Cells()}(-2.742146469509667e-7,-0.41243139197921447,1.5905445539946897e-5) Dual{Cells()}(-2.742146469509667e-7,0.8296747943235959,-3.199645194282906e-5) Dual{Cells()}(-2.742146469509667e-7,-0.4170814673991236,1.6084771066334558e-5) Dual{Cells()}(-2.742146469509667e-7,-8.001663019880567e-5,3.2920954989158967e-9) Dual{Cells()}(-2.78633182112257e-7,-2.2933336027571093e-7,8.844061028497306e-12) Dual{Cells()}(-2.78633182112257e-7,-8.077789895478491e-5,3.0784022375065547e-9) Dual{Cells()}(-2.78633182112257e-7,-0.4170814673991236,1.6084773464147118e-5) Dual{Cells()}(-2.78633182112257e-7,0.41724161451222136,-1.609093793484224e-5) Dual{Cells()}(-2.78633182112257e-7,-7.913988078265406e-5,3.2560292499583913e-9) Dual{Cells()}(-0.0005534836425795399,-2.1813922169574982e-7,1.266308214890463e-11) Dual{Cells()}(-0.0005534836425795399,-7.409507590705767e-5,4.2941227473076046e-9) Dual{Cells()}(-0.0005534836425795399,0.40462801785636776,-2.363715507437737e-5) Dual{Cells()}(-0.0005534836425795399,-0.4044810585430866,2.2128707297253165e-5) Dual{Cells()}(-0.0005534836425795399,-7.264609815241074e-5,4.221620650567747e-9) Dual{Cells()}(-0.0005610015656447088,-2.2429111265562893e-7,1.2331435186090949e-11) Dual{Cells()}(-0.0005610015656447088,-7.454870581412525e-5,4.092543616407979e-9) Dual{Cells()}(-0.0005610015656447088,-0.4044810585430866,2.3628625573455716e-5) Dual{Cells()}(-0.0005610015656447088,0.8225438347055968,-4.536192538173576e-5) Dual{Cells()}(-0.0005610015656447088,-0.4179149027881733,2.05100424442951e-5) Dual{Cells()}(-0.0005610015656447088,-7.31003774100832e-5,4.022899579378463e-9) Dual{Cells()}(-0.0005661098502826289,-2.3291877054931077e-7,1.1513536184640888e-11) Dual{Cells()}(-0.0005661098502826289,-7.577363472089636e-5,3.741647241593111e-9) Dual{Cells()}(-0.0005661098502826289,-0.4179149027881733,2.3225089375598084e-5) Dual{Cells()}(-0.0005661098502826289,1.0667972712195142,-5.4650372591494394e-5) Dual{Cells()}(-0.0005661098502826289,-0.6487320550285965,3.04656450510234e-5) Dual{Cells()}(-0.0005661098502826289,-7.43068492529501e-5,3.6755749300450286e-9) Dual{Cells()}(6.370930029432437e-16,-6.289858369217911e-8,2.8098289386837917e-12) Dual{Cells()}(6.370930029432437e-16,-2.0211730986239384e-5,9.024535116784106e-10) Dual{Cells()}(6.370930029432437e-16,-0.6487320550285965,3.413290079027142e-5) Dual{Cells()}(6.370930029432437e-16,2.0045384696901243,-9.119000451006075e-5) Dual{Cells()}(6.370930029432437e-16,-1.3557663191158564,5.7560355166472836e-5) Dual{Cells()}(6.370930029432437e-16,-1.9820916101406285e-5,8.85690224969141e-10) Dual{Cells()}(-2.0864249819143102e-15,-6.331727551071382e-8,2.689864079852169e-12) Dual{Cells()}(-2.0864249819143102e-15,-2.0278126805015315e-5,8.613170349005245e-10) Dual{Cells()}(-2.0864249819143102e-15,-1.3557663191158564,6.072256842224097e-5) Dual{Cells()}(-2.0864249819143102e-15,2.7188719822696603,-0.00011556657112883725) Dual{Cells()}(-2.0864249819143102e-15,-1.36306543576389,5.507073629619704e-5) Dual{Cells()}(-2.0864249819143102e-15,-1.9885945833449038e-5,8.448247478103999e-10) Dual{Cells()}(-1.2039295616937568e-16,-6.357375312557735e-8,2.5680731533474224e-12) Dual{Cells()}(-1.2039295616937568e-16,-2.029210178501025e-5,8.198728482289104e-10) Dual{Cells()}(-1.2039295616937568e-16,-1.36306543576389,5.800450708807551e-5) Dual{Cells()}(-1.2039295616937568e-16,1.7898546559665462,-7.02908443327466e-5) Dual{Cells()}(-1.2039295616937568e-16,-0.426748964787883,1.2984752916657475e-5) Dual{Cells()}(-1.2039295616937568e-16,-1.9899739235012115e-5,8.036503691327615e-10) Dual{Cells()}(0.0005413588705605801,-1.7354615064757987e-7,5.8684733496289496e-12) Dual{Cells()}(0.0005413588705605801,-5.464798400732439e-5,1.8514021308156237e-9) Dual{Cells()}(0.0005413588705605801,-0.426748964787883,1.521848194339771e-5) Dual{Cells()}(0.0005413588705605801,0.6714684395121178,-2.0996503553658166e-5) Dual{Cells()}(0.0005413588705605801,-0.24461105559537305,6.790396406128435e-6) Dual{Cells()}(0.0005413588705605801,-5.3597598703739555e-5,1.8096334777105809e-9) Dual{Cells()}(0.000561928159749974,-1.621144296036224e-7,4.442669684500681e-12) Dual{Cells()}(0.000561928159749974,-4.98517654430469e-5,1.3726737500286744e-9) Dual{Cells()}(0.000561928159749974,-0.24461105559537305,8.008084109965764e-6) Dual{Cells()}(0.000561928159749974,0.47240009284314016,-1.285689616596668e-5) Dual{Cells()}(0.000561928159749974,-0.2276901059570206,5.624342011582755e-6) Dual{Cells()}(0.000561928159749974,-4.891741087384106e-5,1.335504551616389e-9) Dual{Cells()}(0.0005772921266679284,-1.5039910228656792e-7,3.646638003366433e-12) Dual{Cells()}(0.0005772921266679284,-4.5174246708845286e-5,1.1029721589301454e-9) Dual{Cells()}(0.0005772921266679284,-0.2276901059570206,6.063787889327042e-6) Dual{Cells()}(0.0005772921266679284,0.2277797862361469,-5.62651728090336e-6) Dual{Cells()}(0.0005772921266679284,-4.435563331517007e-5,1.0695369761220906e-9) Dual{Cells()}(0.000512824712138881,-1.605249322701569e-7,4.1463918588940515e-12) Dual{Cells()}(0.000512824712138881,-4.6680449133654496e-5,1.2000634784822513e-9) Dual{Cells()}(0.000512824712138881,0.2423845936866744,-6.34360863206298e-6) Dual{Cells()}(0.000512824712138881,-0.24229192995200277,6.756990608631132e-6) Dual{Cells()}(0.000512824712138881,-4.5822760605697846e-5,1.1883936313387934e-9) Dual{Cells()}(0.0005133310275814367,-1.720183713367456e-7,4.8954356071011265e-12) Dual{Cells()}(0.0005133310275814367,-4.890323854941398e-5,1.3866885118582456e-9) Dual{Cells()}(0.0005133310275814367,-0.24229192995200277,6.341213067532512e-6) Dual{Cells()}(0.0005133310275814367,0.5022407115498136,-1.4227056167711395e-5) Dual{Cells()}(0.0005133310275814367,-0.2598516902802332,8.563983088581796e-6) Dual{Cells()}(0.0005133310275814367,-4.801606065691047e-5,1.3704545009295084e-9) Dual{Cells()}(0.0005099957422148593,-1.846485282701424e-7,6.244822088964683e-12) Dual{Cells()}(0.0005099957422148593,-5.133433583791904e-5,1.7324855211408921e-9) Dual{Cells()}(0.0005099957422148593,-0.2598516902802332,7.467300778345175e-6) Dual{Cells()}(0.0005099957422148593,0.7159025625953084,-2.2668404511757726e-5) Dual{Cells()}(0.0005099957422148593,-0.4559489417526203,1.608610798398675e-5) Dual{Cells()}(0.0005099957422148593,-5.0411578088796514e-5,1.7071810532507125e-9) Dual{Cells()}(-2.6758218648232713e-16,-6.853582059946641e-8,2.6893519968045225e-12) Dual{Cells()}(-2.6758218648232713e-16,-1.881509823166568e-5,7.37443260880235e-10) Dual{Cells()}(-2.6758218648232713e-16,-0.4559489417526203,1.410097327028029e-5) Dual{Cells()}(-2.6758218648232713e-16,1.9293454633381002,-7.383937790772754e-5) Dual{Cells()}(-2.6758218648232713e-16,-1.4733591606164207,6.026084650546224e-5) Dual{Cells()}(-2.6758218648232713e-16,-1.847733500691462e-5,7.252893553702976e-10) Dual{Cells()}(6.524045168990746e-17,-6.86107506609254e-8,2.80851483178922e-12) Dual{Cells()}(6.524045168990746e-17,-1.8777529908638067e-5,7.678999274255616e-10) Dual{Cells()}(6.524045168990746e-17,-1.4733591606164207,5.775180386596398e-5) Dual{Cells()}(6.524045168990746e-17,2.9469817091168933,-0.00012047894976244893) Dual{Cells()}(6.524045168990746e-17,-1.4735852620219552,6.289365254969064e-5) Dual{Cells()}(6.524045168990746e-17,-1.844033785778158e-5,7.549080156703299e-10) Dual{Cells()}(5.800894811509153e-17,-6.855419177414347e-8,2.9265003133114754e-12) Dual{Cells()}(5.800894811509153e-17,-1.870425124553556e-5,7.978394298053951e-10) Dual{Cells()}(5.800894811509153e-17,-1.4735852620219552,6.021657705112088e-5) Dual{Cells()}(5.800894811509153e-17,2.1888308431833545,-9.467150517294139e-5) Dual{Cells()}(5.800894811509153e-17,-0.7152084401440391,3.4814711386174674e-5) Dual{Cells()}(5.800894811509153e-17,-1.8368211922828466e-5,7.840261263731163e-10) Dual{Cells()}(-0.0005074520686089795,-2.5870529844043353e-7,1.2008933599437046e-11) Dual{Cells()}(-0.0005074520686089795,-6.979492109034468e-5,3.238262820261992e-9) Dual{Cells()}(-0.0005074520686089795,-0.7152084401440391,3.177626728639928e-5) Dual{Cells()}(-0.0005074520686089795,1.1867898446415612,-5.656770115820163e-5) Dual{Cells()}(-0.0005074520686089795,-0.47144280872790967,2.397675385163759e-5) Dual{Cells()}(-0.0005074520686089795,-6.854214322353056e-5,3.180162156853547e-9) Dual{Cells()}(-0.0005118591509090197,-2.568371059521979e-7,1.2997534632050173e-11) Dual{Cells()}(-0.0005118591509090197,-6.796474709071087e-5,3.43852873479296e-9) Dual{Cells()}(-0.0005118591509090197,-0.47144280872790967,2.174655758518214e-5) Dual{Cells()}(-0.0005118591509090197,0.9410336270796605,-4.7644610244136575e-5) Dual{Cells()}(-0.0005118591509090197,-0.4694558473048389,2.4886098925506172e-5) Dual{Cells()}(-0.0005118591509090197,-6.674946271529001e-5,3.3753241548345307e-9) Dual{Cells()}(-0.0005168082684039521,-2.565318568022057e-7,1.3556645118278262e-11) Dual{Cells()}(-0.0005168082684039521,-6.659504217652235e-5,3.518629103511504e-9) Dual{Cells()}(-0.0005168082684039521,-0.4694558473048389,2.366102807827686e-5) Dual{Cells()}(-0.0005168082684039521,0.4695881103725867,-2.4893086089671298e-5) Dual{Cells()}(-0.0005168082684039521,-6.541149371442656e-5,3.45364386376386e-9) Dual{Cells()}(-0.000632861556413333,-2.54031088967246e-7,1.4626119406199775e-11) Dual{Cells()}(-0.000632861556413333,-6.389585351619926e-5,3.674152400839294e-9) Dual{Cells()}(-0.000632861556413333,0.4706885408710971,-2.7262314233418255e-5) Dual{Cells()}(-0.000632861556413333,-0.4705615762789007,2.555934175718867e-5) Dual{Cells()}(-0.000632861556413333,-6.281470759126493e-5,3.6189869393345474e-9) Dual{Cells()}(-0.0006403420955015107,-2.6065210515190716e-7,1.4227129621933055e-11) Dual{Cells()}(-0.0006403420955015107,-6.434633807972984e-5,3.5081639351725195e-9) Dual{Cells()}(-0.0006403420955015107,-0.4705615762789007,2.725500590133883e-5) Dual{Cells()}(-0.0006403420955015107,0.9557913245328048,-5.2315334606943075e-5) Dual{Cells()}(-0.0006403420955015107,-0.48510187748625283,2.3677844645846318e-5) Dual{Cells()}(-0.0006403420955015107,-6.326377746643033e-5,3.4551649583803233e-9) Dual{Cells()}(-0.0006453690827033048,-2.7002522773400036e-7,1.3274335035334146e-11) Dual{Cells()}(-0.0006453690827033048,-6.543749589243983e-5,3.2142663685296745e-9) Dual{Cells()}(-0.0006453690827033048,-0.48510187748625283,2.6749014810080663e-5) Dual{Cells()}(-0.0006453690827033048,1.2369175163089314,-6.296409415014868e-5) Dual{Cells()}(-0.0006453690827033048,-0.7516855911232149,3.512809769846848e-5) Dual{Cells()}(-0.0006453690827033048,-6.434017834360469e-5,3.1642236287505022e-9) Dual{Cells()}(-1.0723268460977366e-16,-7.280906173239388e-8,3.2394822961145767e-12) Dual{Cells()}(-1.0723268460977366e-16,-1.74575371564897e-5,7.764325338868957e-10) Dual{Cells()}(-1.0723268460977366e-16,-0.7516855911232149,3.9279857419890114e-5) Dual{Cells()}(-1.0723268460977366e-16,2.32090315446207,-0.00010510951538735757) Dual{Cells()}(-1.0723268460977366e-16,-1.569182867886581,6.639337940851747e-5) Dual{Cells()}(-1.0723268460977366e-16,-1.7165106056257186e-5,7.638290954846412e-10) Dual{Cells()}(-8.536642720995965e-16,-7.325874900814024e-8,3.1018845262244352e-12) Dual{Cells()}(-8.536642720995965e-16,-1.7514448009183278e-5,7.41484498486662e-10) Dual{Cells()}(-8.536642720995965e-16,-1.569182867886581,6.997987414564645e-5) Dual{Cells()}(-8.536642720995965e-16,3.1461336937691393,-0.00013326092193804973) Dual{Cells()}(-8.536642720995965e-16,-1.5769160171502459,6.353583251096686e-5) Dual{Cells()}(-8.536642720995965e-16,-1.7221025554552757e-5,7.291404981772589e-10) Dual{Cells()}(-3.5661141844506585e-16,-7.352481333565961e-8,2.962244760494428e-12) Dual{Cells()}(-3.5661141844506585e-16,-1.7527134706052235e-5,7.06251344846843e-10) Dual{Cells()}(-3.5661141844506585e-16,-1.5769160171502459,6.68660687818457e-5) Dual{Cells()}(-3.5661141844506585e-16,2.0701655867915654,-8.110645141938045e-5) Dual{Cells()}(-3.5661141844506585e-16,-0.4932147354104508,1.5025518693137316e-5) Dual{Cells()}(-3.5661141844506585e-16,-1.723357134952621e-5,6.941667605061645e-10) Dual{Cells()}(0.0006193803606369519,-2.0051086858350566e-7,6.779287635222926e-12) Dual{Cells()}(0.0006193803606369519,-4.7241171184582606e-5,1.5994380625835994e-9) Dual{Cells()}(0.0006193803606369519,-0.4932147354104508,1.756921552869511e-5) Dual{Cells()}(0.0006193803606369519,0.7759561383165765,-2.4286177462049315e-5) Dual{Cells()}(0.0006193803606369519,-0.28264750711236614,7.868890440275737e-6) Dual{Cells()}(0.0006193803606369519,-4.6454111706389384e-5,1.5688625267900694e-9) Dual{Cells()}(0.0006414740499673027,-1.8734338017378711e-7,5.150202557197378e-12) Dual{Cells()}(0.0006414740499673027,-4.324307831678455e-5,1.1929378549247022e-9) Dual{Cells()}(0.0006414740499673027,-0.28264750711236614,9.257483891856768e-6) Dual{Cells()}(0.0006414740499673027,0.5460310621275857,-1.491101965348027e-5) Dual{Cells()}(0.0006414740499673027,-0.26329758644492357,6.53625597051128e-6) Dual{Cells()}(0.0006414740499673027,-4.253814859897414e-5,1.1662590228975964e-9) Dual{Cells()}(0.0006577098017883859,-1.7402283943403344e-7,4.2426824254328405e-12) Dual{Cells()}(0.0006577098017883859,-3.935955801309575e-5,9.644914858083936e-10) Dual{Cells()}(0.0006577098017883859,-0.26329758644492357,7.039765266435442e-6) Dual{Cells()}(0.0006577098017883859,0.26337585608675984,-6.538164925684669e-6) Dual{Cells()}(0.0006577098017883859,-3.873606098377109e-5,9.40694929555363e-10) Dual{Cells()}(0.0005935937414062517,-1.841131078543973e-7,4.741513490124157e-12) Dual{Cells()}(0.0005935937414062517,-4.049811536882681e-5,1.040600772418086e-9) Dual{Cells()}(0.0005935937414062517,0.277948436696038,-7.254498083760455e-6) Dual{Cells()}(0.0005935937414062517,-0.2778679178292245,7.732372467529345e-6) Dual{Cells()}(0.0005935937414062517,-3.983663833683556e-5,1.029144758208384e-9) Dual{Cells()}(0.000593169658536847,-1.9724503241221528e-7,5.603123004181098e-12) Dual{Cells()}(0.000593169658536847,-4.2535296000794586e-5,1.206336568814364e-9) Dual{Cells()}(0.000593169658536847,-0.2778679178292245,7.252423312470929e-6) Dual{Cells()}(0.000593169658536847,0.5758435590021985,-1.6281059639245625e-5) Dual{Cells()}(0.000593169658536847,-0.29789105592282294,9.814827505659308e-6) Dual{Cells()}(0.000593169658536847,-4.185270911784919e-5,1.1915691669450405e-9) Dual{Cells()}(0.0005882476497921114,-2.1162032466322076e-7,7.156937246088333e-12) Dual{Cells()}(0.0005882476497921114,-4.4749273788110294e-5,1.512280461548424e-9) Dual{Cells()}(0.0005882476497921114,-0.29789105592282294,8.546283429859497e-6) Dual{Cells()}(0.0005882476497921114,0.8204074359864489,-2.596159995610634e-5) Dual{Cells()}(0.0005882476497921114,-0.5224273766791434,1.844102868757117e-5) Dual{Cells()}(0.0005882476497921114,-4.404249036979989e-5,1.4909599263426828e-9) Dual{Cells()}(-3.34464628183054e-16,-7.848570477811905e-8,3.08422437215289e-12) Dual{Cells()}(-3.34464628183054e-16,-1.6413839120795747e-5,6.448711317620829e-10) Dual{Cells()}(-3.34464628183054e-16,-0.5224273766791434,1.614376192808587e-5) Dual{Cells()}(-3.34464628183054e-16,2.209616784868364,-8.467329760195243e-5) Dual{Cells()}(-3.34464628183054e-16,-1.6871567597968389,6.914017360504689e-5) Dual{Cells()}(-3.34464628183054e-16,-1.6156067556151434e-5,6.349912819207347e-10) Dual{Cells()}(1.3389409628893122e-17,-7.854958347532595e-8,3.221292545183068e-12) Dual{Cells()}(1.3389409628893122e-17,-1.6382625908982253e-5,6.71783964716439e-10) Dual{Cells()}(1.3389409628893122e-17,-1.6871567597968389,6.623098595933363e-5) Dual{Cells()}(1.3389409628893122e-17,3.374104233176402,-0.00013820599208609586) Dual{Cells()}(1.3389409628893122e-17,-1.6869148866532067,7.217009456277419e-5) Dual{Cells()}(1.3389409628893122e-17,-1.612555086447398e-5,6.612956947216855e-10) Dual{Cells()}(1.47671619766438e-16,-7.84604597146959e-8,3.3569667215845318e-12) Dual{Cells()}(1.47671619766438e-16,-1.6319731463305447e-5,6.982569753859935e-10) Dual{Cells()}(1.47671619766438e-16,-1.6869148866532067,6.906448218239349e-5) Dual{Cells()}(1.47671619766438e-16,2.5050338753766344,-0.0001086185343364424) Dual{Cells()}(1.47671619766438e-16,-0.8180865267393512,3.9975714402541386e-5) Dual{Cells()}(1.47671619766438e-16,-1.606379215307289e-5,6.87170947211612e-10) Dual{Cells()}(-0.0005870371938606463,-2.957834396368777e-7,1.3773166239378025e-11) Dual{Cells()}(-0.0005870371938606463,-6.091887619522232e-5,2.8372217392933385e-9) Dual{Cells()}(-0.0005870371938606463,-0.8180865267393512,3.644705100163208e-5) Dual{Cells()}(-0.0005870371938606463,1.3567700644433525,-6.490039627649323e-5) Dual{Cells()}(-0.0005870371938606463,-0.5385623569641093,2.7510002875156347e-5) Dual{Cells()}(-0.0005870371938606463,-5.9966080257067676e-5,2.7909852658662405e-9) Dual{Cells()}(-0.0005915210266973475,-2.9315742873733773e-7,1.4896901748021547e-11) Dual{Cells()}(-0.0005915210266973475,-5.936452418343388e-5,3.017578387730184e-9) Dual{Cells()}(-0.0005915210266973475,-0.5385623569641093,2.4919040020025857e-5) Dual{Cells()}(-0.0005915210266973475,1.074134699239951,-5.461310306281115e-5) Dual{Cells()}(-0.0005915210266973475,-0.5354542437254277,2.8520641476632407e-5) Dual{Cells()}(-0.0005915210266973475,-5.844086880174223e-5,2.967537810929024e-9) Dual{Cells()}(-0.0005964474510448552,-2.9237875815586166e-7,1.552329252608971e-11) Dual{Cells()}(-0.0005964474510448552,-5.822063826322274e-5,3.0922226537764856e-9) Dual{Cells()}(-0.0005964474510448552,-0.5354542437254277,2.709710037524989e-5) Dual{Cells()}(-0.0005964474510448552,0.5355700772229349,-2.8526789787693132e-5) Dual{Cells()}(-0.0005964474510448552,-5.732048048579915e-5,3.040799346519875e-9) Dual{Cells()}(-0.0007121228132758641,-2.899134757444465e-7,1.658911934807314e-11) Dual{Cells()}(-0.0007121228132758641,-5.616257936159816e-5,3.2100466502783312e-9) Dual{Cells()}(-0.0007121228132758641,0.5367493883493001,-3.088638728996902e-5) Dual{Cells()}(-0.0007121228132758641,-0.5366376100136331,2.8988566984184128e-5) Dual{Cells()}(-0.0007121228132758641,-5.5325842829618586e-5,3.166700472636845e-9) Dual{Cells()}(-0.0007195937795614323,-2.9700352188507017e-7,1.612295921618658e-11) Dual{Cells()}(-0.0007195937795614323,-5.659809965768531e-5,3.0693582256749915e-9) Dual{Cells()}(-0.0007195937795614323,-0.5366376100136331,3.087999361355505e-5) Dual{Cells()}(-0.0007195937795614323,1.089031695807551,-5.926690809417743e-5) Dual{Cells()}(-0.0007195937795614323,-0.552281431665973,2.6844903763256333e-5) Dual{Cells()}(-0.0007195937795614323,-5.575902476548849e-5,3.02770431551104e-9) Dual{Cells()}(-0.0007245547822300283,-3.071241526134551e-7,1.5035481409798064e-11) Dual{Cells()}(-0.0007245547822300283,-5.7580745634772175e-5,2.816890459767886e-9) Dual{Cells()}(-0.0007245547822300283,-0.552281431665973,3.027222763057182e-5) Dual{Cells()}(-0.0007245547822300283,1.40702163114252,-7.127674934751628e-5) Dual{Cells()}(-0.0007245547822300283,-0.8546255821735596,3.9789973916048754e-5) Dual{Cells()}(-0.0007245547822300283,-5.6729433200107525e-5,2.7776816832483303e-9) Dual{Cells()}(4.3579681745666697e-16,-8.271827937289563e-8,3.669284410479519e-12) Dual{Cells()}(4.3579681745666697e-16,-1.5363483714274376e-5,6.812535907958052e-10) Dual{Cells()}(4.3579681745666697e-16,-0.8546255821735596,4.4426235773628476e-5) Dual{Cells()}(4.3579681745666697e-16,2.6372213437698475,-0.00011902796357901483) Dual{Cells()}(4.3579681745666697e-16,-1.7825651788653036,7.522599542837498e-5) Dual{Cells()}(4.3579681745666697e-16,-1.5136528990992051e-5,6.71427202426969e-10) Dual{Cells()}(-7.516697192879859e-18,-8.319935232556224e-8,3.5140840776337954e-12) Dual{Cells()}(-7.516697192879859e-18,-1.5413322362538918e-5,6.5089988117199e-10) Dual{Cells()}(-7.516697192879859e-18,-1.7825651788653036,7.923663328275424e-5) Dual{Cells()}(-7.516697192879859e-18,3.5733325087452297,-0.00015095501443368123) Dual{Cells()}(-7.516697192879859e-18,-1.7907366477621192,7.200119765203859e-5) Dual{Cells()}(-7.516697192879859e-18,-1.5185596092255305e-5,6.413051759618949e-10) Dual{Cells()}(7.342733584427895e-17,-8.347538837589867e-8,3.356629733438234e-12) Dual{Cells()}(7.342733584427895e-17,-1.54249510230003e-5,6.202830644374243e-10) Dual{Cells()}(7.342733584427895e-17,-1.7907366477621192,7.572772326778323e-5) Dual{Cells()}(7.342733584427895e-17,2.3504508826477837,-9.192340944283473e-5) Dual{Cells()}(7.342733584427895e-17,-0.5596835293643767,1.7067504293225977e-5) Dual{Cells()}(7.342733584427895e-17,-1.5197094876356436e-5,6.109203761868894e-10) Dual{Cells()}(0.0006972961830814047,-2.2747758518122897e-7,7.691047415637824e-12) Dual{Cells()}(0.0006972961830814047,-4.160223275397778e-5,1.4079906842616125e-9) Dual{Cells()}(0.0006972961830814047,-0.5596835293643767,1.992097722413869e-5) Dual{Cells()}(0.0006972961830814047,0.8804575845849831,-2.757806304697284e-5) Dual{Cells()}(0.0006972961830814047,-0.3206912349546596,8.948381821942974e-6) Dual{Cells()}(0.0006972961830814047,-4.0990555607690395e-5,1.3845868814600727e-9) Dual{Cells()}(0.0007209243799968717,-2.1257337857320962e-7,5.8589963982610154e-12) Dual{Cells()}(0.0007209243799968717,-3.818185515747689e-5,1.055098718950486e-9) Dual{Cells()}(0.0007209243799968717,-0.3206912349546596,1.050775857688751e-5) Dual{Cells()}(0.0007209243799968717,0.6196823574656146,-1.696731052394518e-5) Dual{Cells()}(0.0007209243799968717,-0.2989150967912429,7.449330394359076e-6) Dual{Cells()}(0.0007209243799968717,-3.7631291176089966e-5,1.034961167007758e-9) Dual{Cells()}(0.0007380461911673756,-1.9763899806463198e-7,4.839970667365082e-12) Dual{Cells()}(0.0007380461911673756,-3.487023199038356e-5,8.571630565542965e-10) Dual{Cells()}(0.0007380461911673756,-0.2989150967912429,8.016832983521079e-6) Dual{Cells()}(0.0007380461911673756,0.2989845447426668,-7.451031467891727e-6) Dual{Cells()}(0.0007380461911673756,-3.438008043546103e-5,8.393126791391841e-10) Dual{Cells()}(0.0006742276074470771,-2.0769172217856887e-7,5.336996318746445e-12) Dual{Cells()}(0.0006742276074470771,-3.575033404702171e-5,9.170296177116424e-10) Dual{Cells()}(0.0006742276074470771,0.31351526901842697,-8.165739462103605e-6) Dual{Cells()}(0.0006742276074470771,-0.3134440768868498,8.707865577099686e-6) Dual{Cells()}(0.0006742276074470771,-3.52341058079886e-5,9.076500382397269e-10) Dual{Cells()}(0.00067286741777717,-2.2246617642509357e-7,6.311078668266914e-12) Dual{Cells()}(0.00067286741777717,-3.762658555115646e-5,1.0660507111944154e-9) Dual{Cells()}(0.00067286741777717,-0.3134440768868498,8.163909238603462e-6) Dual{Cells()}(0.00067286741777717,0.6494477698165886,-1.8335307994206856e-5) Dual{Cells()}(0.00067286741777717,-0.3359287523419209,1.1065276732732095e-5) Dual{Cells()}(0.00067286741777717,-3.709153609027426e-5,1.0540907948373094e-9) Dual{Cells()}(0.0006663570691105085,-2.3858990010304905e-7,8.069003912558304e-12) Dual{Cells()}(0.0006663570691105085,-3.965780250521486e-5,1.3403991083389483e-9) Dual{Cells()}(0.0006663570691105085,-0.3359287523419209,9.625315791666791e-6) Dual{Cells()}(0.0006663570691105085,0.9249086905556108,-2.92542092736219e-5) Dual{Cells()}(0.0006663570691105085,-0.5889009401907436,2.079484259528783e-5) Dual{Cells()}(0.0006663570691105085,-3.91016305409819e-5,1.3233707549719699e-9) Dual{Cells()}(-2.123357105470062e-16,-8.843539535408689e-8,3.4789714677900463e-12) Dual{Cells()}(-2.123357105470062e-16,-1.4555828013835697e-5,5.724926491836735e-10) Dual{Cells()}(-2.123357105470062e-16,-0.5889009401907436,1.8186260602049406e-5) Dual{Cells()}(-2.123357105470062e-16,2.489868356637765,-9.55003958007414e-5) Dual{Cells()}(-2.123357105470062e-16,-1.9009384194556533,7.801265842017202e-5) Dual{Cells()}(-2.123357105470062e-16,-1.4352727958908715e-5,5.646612279767311e-10) Dual{Cells()}(1.8187523410905397e-16,-8.848839026397907e-8,3.633914954194614e-12) Dual{Cells()}(1.8187523410905397e-16,-1.4529496235306845e-5,5.966024176513173e-10) Dual{Cells()}(1.8187523410905397e-16,-1.9009384194556533,7.470441256142762e-5) Dual{Cells()}(1.8187523410905397e-16,3.801202119461925,-0.00015591975022941597) Dual{Cells()}(1.8187523410905397e-16,-1.900234755106196,8.143888439712936e-5) Dual{Cells()}(1.8187523410905397e-16,-1.432691545051075e-5,5.883023455590691e-10) Dual{Cells()}(-3.7571614551743085e-16,-8.836687058372271e-8,3.787250080885672e-12) Dual{Cells()}(-3.7571614551743085e-16,-1.447469748540108e-5,6.203293794886262e-10) Dual{Cells()}(-3.7571614551743085e-16,-1.900234755106196,7.79059032666132e-5) Dual{Cells()}(-3.7571614551743085e-16,2.821235608845513,-0.0001225542502012929) Dual{Cells()}(-3.7571614551743085e-16,-0.9209720176805931,4.513167553993523e-5) Dual{Cells()}(-3.7571614551743085e-16,-1.427299436773777e-5,6.115684611010944e-10) Dual{Cells()}(-0.0006664923572708442,-3.32863533732563e-7,1.5536501445512655e-11) Dual{Cells()}(-0.0006664923572708442,-5.404863855700831e-5,2.522899736546391e-9) Dual{Cells()}(-0.0006664923572708442,-0.9209720176805931,4.111413012223499e-5) Dual{Cells()}(-0.0006664923572708442,1.526772483611356,-7.322563445571312e-5) Dual{Cells()}(-0.0006664923572708442,-0.6056927870477204,3.1039623670626176e-5) Dual{Cells()}(-0.0006664923572708442,-5.329738095188349e-5,2.486421616122617e-9) Dual{Cells()}(-0.0006710319550866015,-3.294816167405425e-7,1.6795166480532037e-11) Dual{Cells()}(-0.0006710319550866015,-5.270127325712142e-5,2.686787770942656e-9) Dual{Cells()}(-0.0006710319550866015,-0.6056927870477204,2.8088934122048402e-5) Dual{Cells()}(-0.0006710319550866015,1.207267820417799,-6.157474959057433e-5) Dual{Cells()}(-0.0006710319550866015,-0.6014700303573759,3.21511901778065e-5) Dual{Cells()}(-0.0006710319550866015,-5.197225782892493e-5,2.647318519365029e-9) Dual{Cells()}(-0.000675924105511853,-3.2823100321392416e-7,1.7488697804143523e-11) Dual{Cells()}(-0.000675924105511853,-5.1723080745620455e-5,2.756318768741806e-9) Dual{Cells()}(-0.000675924105511853,-0.6014700303573759,3.052977513269603e-5) Dual{Cells()}(-0.000675924105511853,0.6015730933509684,-3.2156679568168396e-5) Dual{Cells()}(-0.000675924105511853,-5.101168184360337e-5,2.71571978738669e-9) Dual{Cells()}(-0.0007920454302555814,-3.2575896900776564e-7,1.8556415301047182e-11) Dual{Cells()}(-0.0007920454302555814,-5.009037434468071e-5,2.850684835873545e-9) Dual{Cells()}(-0.0007920454302555814,0.6027178302127582,-3.452349127590111e-5) Dual{Cells()}(-0.0007920454302555814,-0.602617992127981,3.242700701019398e-5) Dual{Cells()}(-0.0007920454302555814,-4.9421951463513866e-5,2.815975403067975e-9) Dual{Cells()}(-0.0007995409768234961,-3.333240406438302e-7,1.802285590376032e-11) Dual{Cells()}(-0.0007995409768234961,-5.050814441624028e-5,2.728723963873516e-9) Dual{Cells()}(-0.0007995409768234961,-0.602617992127981,3.451780586840477e-5) Dual{Cells()}(-0.0007995409768234961,1.2221097975369288,-6.62408273515625e-5) Dual{Cells()}(-0.0007995409768234961,-0.6193911265140075,3.001871733723146e-5) Dual{Cells()}(-0.0007995409768234961,-4.983742648340443e-5,2.6953470127754035e-9) Dual{Cells()}(-0.0008044376686664619,-3.442043264311145e-7,1.679987520233371e-11) Dual{Cells()}(-0.0008044376686664619,-5.140401162335782e-5,2.5074525361560464e-9) Dual{Cells()}(-0.0008044376686664619,-0.6193911265140075,3.380837808475353e-5) Dual{Cells()}(-0.0008044376686664619,1.5769897056611608,-7.96145586329276e-5) Dual{Cells()}(-0.0008044376686664619,-0.957496107309593,4.446230499627818e-5) Dual{Cells()}(-0.0008044376686664619,-5.072362161064047e-5,2.476089536255563e-9) Dual{Cells()}(1.1196964906423555e-15,-9.262516760166252e-8,4.099664406942485e-12) Dual{Cells()}(1.1196964906423555e-15,-1.3717390860456415e-5,6.069609880116835e-10) Dual{Cells()}(1.1196964906423555e-15,-0.957496107309593,4.959084084663569e-5) Dual{Cells()}(1.1196964906423555e-15,2.953404121058962,-0.00013297812577105466) Dual{Cells()}(1.1196964906423555e-15,-1.995880667662575,8.407374393578508e-5) Dual{Cells()}(1.1196964906423555e-15,-1.353607076576238e-5,5.991301005770368e-10) Dual{Cells()}(7.363545693422385e-16,-9.31386892046209e-8,3.92669903668374e-12) Dual{Cells()}(7.363545693422385e-16,-1.3761935786585776e-5,5.801209144982948e-10) Dual{Cells()}(7.363545693422385e-16,-1.995880667662575,8.851461057017107e-5) Dual{Cells()}(7.363545693422385e-16,4.000429093908456,-0.00016868175108612486) Dual{Cells()}(7.363545693422385e-16,-2.0045209911273627,8.047866105466309e-5) Dual{Cells()}(7.363545693422385e-16,-1.358004404217248e-5,5.724937147028864e-10) Dual{Cells()}(5.720348035263383e-18,-9.34255444417992e-8,3.75125633831323e-12) Dual{Cells()}(5.720348035263383e-18,-1.3772812961245553e-5,5.530369468689539e-10) Dual{Cells()}(5.720348035263383e-18,-2.0045209911273627,8.460685060241513e-5) Dual{Cells()}(5.720348035263383e-18,2.6306986442187785,-0.0001027535159644755) Dual{Cells()}(5.720348035263383e-18,-0.6261501960124896,1.9107240442617427e-5) Dual{Cells()}(5.720348035263383e-18,-1.3590840420306959e-5,5.456146031693597e-10) Dual{Cells()}(0.0007758219978452268,-2.5444453344051396e-7,8.601559577698437e-12) Dual{Cells()}(0.0007758219978452268,-3.716552171639601e-5,1.257440113959291e-9) Dual{Cells()}(0.0007758219978452268,-0.6261501960124896,2.227375250769826e-5) Dual{Cells()}(0.0007758219978452268,0.9849307956099506,-3.0865966707206984e-5) Dual{Cells()}(0.0007758219978452268,-0.35870650306210317,1.002457442491556e-5) Dual{Cells()}(0.0007758219978452268,-3.6676569107989154e-5,1.2390807522109283e-9) Dual{Cells()}(0.0008010644087631493,-2.3778133688907122e-7,6.563891125999415e-12) Dual{Cells()}(0.0008010644087631493,-3.417617610928271e-5,9.454408886782477e-10) Dual{Cells()}(0.0008010644087631493,-0.35870650306210317,1.1756221212393207e-5) Dual{Cells()}(0.0008010644087631493,0.6932131211865069,-1.901486414608213e-5) Dual{Cells()}(0.0008010644087631493,-0.3344384706703489,8.356667473596196e-6) Dual{Cells()}(0.0008010644087631493,-3.373349660871355e-5,9.298440203243641e-10) Dual{Cells()}(0.0008191347128297463,-2.2119878810492226e-7,5.431648601321165e-12) Dual{Cells()}(0.0008191347128297463,-3.128799300961688e-5,7.706868183677467e-10) Dual{Cells()}(0.0008191347128297463,-0.3344384706703489,8.988408009983182e-6) Dual{Cells()}(0.0008191347128297463,0.33450087047098737,-8.35820036575753e-6) Dual{Cells()}(0.0008191347128297463,-3.089060884076513e-5,7.569371959696143e-10) Dual{Cells()}(0.000755415257214016,-2.3123903469468072e-7,5.92896824529798e-12) Dual{Cells()}(0.000755415257214016,-3.199174109758674e-5,8.191346871691186e-10) Dual{Cells()}(0.000755415257214016,0.3490255990451699,-9.072917985719841e-6) Dual{Cells()}(0.000755415257214016,-0.3489617918801606,9.679512755502022e-6) Dual{Cells()}(0.000755415257214016,-3.158418487701572e-5,8.124612981897701e-10) Dual{Cells()}(0.000753089586889633,-2.4767394496041276e-7,7.016548020618452e-12) Dual{Cells()}(0.000753089586889633,-3.373022726559229e-5,9.546163685515138e-10) Dual{Cells()}(0.000753089586889633,-0.3489617918801606,9.071281410849887e-6) Dual{Cells()}(0.000753089586889633,0.7229759263983053,-2.0383264201952438e-5) Dual{Cells()}(0.000753089586889633,-0.373946852280567,1.2314374376388822e-5) Dual{Cells()}(0.000753089586889633,-3.3304336367313063e-5,9.458214612034922e-10) Dual{Cells()}(0.0007449476586007016,-2.655596352175341e-7,8.980256350111117e-12) Dual{Cells()}(0.0007449476586007016,-3.560611159628278e-5,1.2034877733744874e-9) Dual{Cells()}(0.0007449476586007016,-0.373946852280567,1.0701844907293631e-5) Dual{Cells()}(0.0007449476586007016,1.029390033545214,-3.254358612729091e-5) Dual{Cells()}(0.0007449476586007016,-0.6553721504116669,2.3149103038268962e-5) Dual{Cells()}(0.0007449476586007016,-3.515918174856415e-5,1.1905443964510608e-9) Dual{Cells()}(-3.5200608400593497e-16,-9.83850660652623e-8,3.873871403332887e-12) Dual{Cells()}(-3.5200608400593497e-16,-1.3075577608634273e-5,5.147496033412534e-10) Dual{Cells()}(-3.5200608400593497e-16,-0.6553721504116669,2.0226809555794382e-5) Dual{Cells()}(-3.5200608400593497e-16,2.7701011907269426,-0.00010633653560444386) Dual{Cells()}(-3.5200608400593497e-16,-2.1147029548783536,8.68974434142922e-5) Dual{Cells()}(-3.5200608400593497e-16,-1.2911474247507744e-5,5.087057217851158e-10) Dual{Cells()}(1.5679347855979173e-16,-9.842667915540407e-8,4.046803378805007e-12) Dual{Cells()}(1.5679347855979173e-16,-1.3052810839355319e-5,5.365998553408477e-10) Dual{Cells()}(1.5679347855979173e-16,-2.1147029548783536,8.318640549673023e-5) Dual{Cells()}(1.5679347855979173e-16,4.2282484824646955,-0.000173656866251312) Dual{Cells()}(1.5679347855979173e-16,-2.1135194874341496,9.072287086393608e-5) Dual{Cells()}(1.5679347855979173e-16,-1.2888914673499694e-5,5.301768188264475e-10) Dual{Cells()}(-2.6243202471869243e-17,-9.827211251028054e-8,4.217904986595948e-12) Dual{Cells()}(-2.6243202471869243e-17,-1.3004175778129714e-5,5.581108935560314e-10) Dual{Cells()}(-2.6243202471869243e-17,-2.1135194874341496,8.675835226486615e-5) Dual{Cells()}(-2.6243202471869243e-17,3.137363231959592,-0.00013651303969220468) Dual{Cells()}(-2.6243202471869243e-17,-1.023817801288965,5.030064632618492e-5) Dual{Cells()}(-2.6243202471869243e-17,-1.2840788587145564e-5,5.513157076764049e-10) Dual{Cells()}(-0.000746468880067237,-3.6993282264993505e-7,1.7301941191793584e-11) Dual{Cells()}(-0.000746468880067237,-4.856875375582328e-5,2.271623420957537e-9) Dual{Cells()}(-0.000746468880067237,-1.023817801288965,4.57890554273084e-5) Dual{Cells()}(-0.000746468880067237,1.6966957414546073,-8.15693550900808e-5) Dual{Cells()}(-0.000746468880067237,-0.6727810429377181,3.457864495266912e-5) Dual{Cells()}(-0.000746468880067237,-4.795854134575701e-5,2.2432231054576903e-9) Dual{Cells()}(-0.0007510736763550739,-3.6578674438010126e-7,1.8696098419375217e-11) Dual{Cells()}(-0.0007510736763550739,-4.737923200693178e-5,2.421808573346683e-9) Dual{Cells()}(-0.0007510736763550739,-0.6727810429377181,3.1264177489588345e-5) Dual{Cells()}(-0.0007510736763550739,1.3403006657051977,-6.855329277377852e-5) Dual{Cells()}(-0.0007510736763550739,-0.6674250926214179,3.5791443670612676e-5) Dual{Cells()}(-0.0007510736763550739,-4.6785127310259096e-5,2.3909785892099814e-9) Dual{Cells()}(-0.0007559177980584061,-3.6405968647906544e-7,1.945696694969283e-11) Dual{Cells()}(-0.0007559177980584061,-4.6525784724786696e-5,2.4867371210746607e-9) Dual{Cells()}(-0.0007559177980584061,-0.6674250926214179,3.396981717133844e-5) Dual{Cells()}(-0.0007559177980584061,0.667517927124528,-3.579640401311064e-5) Dual{Cells()}(-0.0007559177980584061,-4.5944658698698944e-5,2.4549657526393958e-9) Dual{Cells()}(-0.0008720818536973603,-3.615931175070142e-7,2.0524631394027412e-11) Dual{Cells()}(-0.0008720818536973603,-4.520034932641747e-5,2.5637750835981265e-9) Dual{Cells()}(-0.0008720818536973603,0.6686674611552699,-3.816306640454123e-5) Dual{Cells()}(-0.0008720818536973603,-0.668577243729964,3.586700756683404e-5) Dual{Cells()}(-0.0008720818536973603,-4.465548286191714e-5,2.5352396751908268e-9) Dual{Cells()}(-0.0008796172389663718,-3.696346661691774e-7,1.9923668726060822e-11) Dual{Cells()}(-0.0008796172389663718,-4.5599124575370386e-5,2.4562368038075306e-9) Dual{Cells()}(-0.0008796172389663718,-0.668577243729964,3.815794674547194e-5) Dual{Cells()}(-0.0008796172389663718,1.3551526420131006,-7.321896804139016e-5) Dual{Cells()}(-0.0008796172389663718,-0.6864843776943012,3.3193738278698015e-5) Dual{Cells()}(-0.0008796172389663718,-4.505182959385605e-5,2.4287910533170606e-9) Dual{Cells()}(-0.0008844554336139948,-3.812781159203707e-7,1.856506992931295e-11) Dual{Cells()}(-0.0008844554336139948,-4.6422567428366166e-5,2.2593603588290575e-9) Dual{Cells()}(-0.0008844554336139948,-0.6864843776943012,3.734705542097109e-5) Dual{Cells()}(-0.0008844554336139948,1.7469257109173986,-8.795735191295425e-5) Dual{Cells()}(-0.0008844554336139948,-1.0603486624067262,4.913663817109833e-5) Dual{Cells()}(-0.0008844554336139948,-4.586697082687466e-5,2.233614046861178e-9) Dual{Cells()}(1.990732278079168e-15,-1.0253119419067748e-7,4.5302147363626665e-12) Dual{Cells()}(1.990732278079168e-15,-1.238966718367301e-5,5.473028854719104e-10) Dual{Cells()}(1.990732278079168e-15,-1.0603486624067262,5.47591020278327e-5) Dual{Cells()}(1.990732278079168e-15,3.269545878035677,-0.00014693446423521536) Dual{Cells()}(1.990732278079168e-15,-2.209172481875519,9.2924377454814e-5) Dual{Cells()}(1.990732278079168e-15,-1.2241555053991732e-5,5.408921643891471e-10) Dual{Cells()}(2.873594522592974e-15,-1.0307751788222947e-7,4.339460018322065e-12) Dual{Cells()}(2.873594522592974e-15,-1.2430000558107108e-5,5.232497048887834e-10) Dual{Cells()}(2.873594522592974e-15,-2.209172481875519,9.779673333030338e-5) Dual{Cells()}(2.873594522592974e-15,4.427486283546195,-0.00018641488824141245) Dual{Cells()}(2.873594522592974e-15,-2.218288987177081,8.895851374878822e-5) Dual{Cells()}(2.873594522592974e-15,-1.2281415518359852e-5,5.170167097402505e-10) Dual{Cells()}(-6.465736901013835e-16,-1.0337548778103791e-7,4.14600367374135e-12) Dual{Cells()}(-6.465736901013835e-16,-1.2440237492737218e-5,4.989700765050957e-10) Dual{Cells()}(-6.465736901013835e-16,-2.218288987177081,9.348946617677244e-5) Dual{Cells()}(-6.465736901013835e-16,2.9109304849383753,-0.00011358641497826313) Dual{Cells()}(-6.465736901013835e-16,-0.6926166625737877,2.114671184251348e-5) Dual{Cells()}(-6.465736901013835e-16,-1.2291574526173053e-5,4.929158896492813e-10) Dual{Cells()}(0.0008544543103060818,-2.8141187032142315e-7,9.512114130345077e-12) Dual{Cells()}(0.0008544543103060818,-3.3583727623023e-5,1.1360386615289155e-9) Dual{Cells()}(0.0008544543103060818,-0.6926166625737877,2.4626905198175443e-5) Dual{Cells()}(0.0008544543103060818,1.0894005583489281,-3.415342024590033e-5) Dual{Cells()}(0.0008544543103060818,-0.39671684666912976,1.1100243177571916e-5) Dual{Cells()}(0.0008544543103060818,-3.3183966517346474e-5,1.1211718886375274e-9) Dual{Cells()}(0.0008813310584466345,-2.629834557002501e-7,7.268360671178623e-12) Dual{Cells()}(0.0008813310584466345,-3.092965040810526e-5,8.564582998394172e-10) Dual{Cells()}(0.0008813310584466345,-0.39671684666912976,1.3004441725943237e-5) Dual{Cells()}(0.0008813310584466345,0.7667216478349252,-2.1060943236561324e-5) Dual{Cells()}(0.0008813310584466345,-0.36994304176399356,9.262982277129406e-6) Dual{Cells()}(0.0008813310584466345,-3.056676793806321e-5,8.439414013211338e-10) Dual{Cells()}(0.00090036726267455,-2.447417216819141e-7,6.022520520885164e-12) Dual{Cells()}(0.00090036726267455,-2.8369497516250767e-5,7.000304121260054e-10) Dual{Cells()}(0.00090036726267455,-0.36994304176399356,9.95899247902491e-6) Dual{Cells()}(0.00090036726267455,0.3699996986737808,-9.264377270962378e-6) Dual{Cells()}(0.00090036726267455,-2.8042670549331146e-5,6.890455697058794e-10) Dual{Cells()}(4.930963958035018e-11,-2.9274668367245105e-7,1.114022294480236e-11) Dual{Cells()}(4.930963958035018e-11,-3.325774691585632e-5,1.2656003812421654e-9) Dual{Cells()}(4.930963958035018e-11,0.4287101810893613,-1.6314928147541842e-5) Dual{Cells()}(4.930963958035018e-11,-0.428643759124865,1.6312400413827345e-5) Dual{Cells()}(4.930963958035018e-11,-3.287147089676966e-5,1.2509506039787105e-9) Dual{Cells()}(5.089976590858817e-11,-2.9482770837915037e-7,1.121941455559139e-11) Dual{Cells()}(5.089976590858817e-11,-3.302174240566853e-5,1.2566194306703733e-9) Dual{Cells()}(5.089976590858817e-11,-0.428643759124865,1.631240040274327e-5) Dual{Cells()}(5.089976590858817e-11,0.8603898470785161,-3.2742862574082534e-5) Dual{Cells()}(5.089976590858817e-11,-0.431680130486836,1.6427952115760745e-5) Dual{Cells()}(5.089976590858817e-11,-3.264089670098459e-5,1.2421759144752865e-9) Dual{Cells()}(5.261530028498063e-11,-2.9690873309734244e-7,1.129860617548862e-11) Dual{Cells()}(5.261530028498063e-11,-3.278906301471707e-5,1.2477650509123093e-9) Dual{Cells()}(5.261530028498063e-11,-0.431680130486836,1.642795209230348e-5) Dual{Cells()}(5.261530028498063e-11,1.1626054713428111,-4.424393353734947e-5) Dual{Cells()}(5.261530028498063e-11,-0.7308598413503095,2.7813488819123467e-5) Dual{Cells()}(5.261530028498063e-11,-3.241353391769932e-5,1.2335234373388575e-9) Dual{Cells()}(3.2622982679607832e-18,-1.0822666532531874e-7,4.11847256260454e-12) Dual{Cells()}(3.2622982679607832e-18,-1.1856693628794436e-5,4.5119827637873753e-10) Dual{Cells()}(3.2622982679607832e-18,-0.7308598413503095,2.7813488781727833e-5) Dual{Cells()}(3.2622982679607832e-18,3.0578292417722506,-0.00011636827566574) Dual{Cells()}(3.2622982679607832e-18,-2.3269457140629943,8.855388546688354e-5) Dual{Cells()}(3.2622982679607832e-18,-1.1721438652403627e-5,4.460688958330345e-10) Dual{Cells()}(3.3645431867640124e-17,-1.0833307896978062e-7,4.122522043394467e-12) Dual{Cells()}(3.3645431867640124e-17,-1.1844985428529547e-5,4.5075273394759476e-10) Dual{Cells()}(3.3645431867640124e-17,-2.3269457140629943,8.855388544190977e-5) Dual{Cells()}(3.3645431867640124e-17,4.656202542834993,-0.00017719572235843186) Dual{Cells()}(3.3645431867640124e-17,-2.3292331654576226,8.864093637633131e-5) Dual{Cells()}(3.3645431867640124e-17,-1.1709995868939589e-5,4.456334313074769e-10) Dual{Cells()}(-2.924827924856635e-17,-1.084394926134268e-7,4.1265715235679706e-12) Dual{Cells()}(-2.924827924856635e-17,-1.1833300321386078e-5,4.503080678033506e-10) Dual{Cells()}(-2.924827924856635e-17,-2.3292331654576226,8.864093636382165e-5) Dual{Cells()}(-2.924827924856635e-17,2.3292568057728364,-8.864183602880573e-5) Dual{Cells()}(-2.924827924856635e-17,-1.1698575399980042e-5,4.451988160183191e-10) Dual{Cells()}(-1.1023534336862254e-6,-2.288675168972393e-7,9.451912580209687e-12) Dual{Cells()}(-1.1023534336862254e-6,-8.091300823737358e-5,3.110192404320576e-9) Dual{Cells()}(-1.1023534336862254e-6,0.42103611759409454,-1.7387602470588014e-5) Dual{Cells()}(-1.1023534336862254e-6,-0.42087861359137824,1.738111875433869e-5) Dual{Cells()}(-1.1023534336862254e-6,-7.636212696201964e-5,4.063009443815146e-9) Dual{Cells()}(-1.1157835754798082e-6,-2.314088744268849e-7,9.556857836128486e-12) Dual{Cells()}(-1.1157835754798082e-6,-8.001663019880567e-5,3.0757448290719598e-9) Dual{Cells()}(-1.1157835754798082e-6,-0.42087861359137824,1.7381134425984472e-5) Dual{Cells()}(-1.1157835754798082e-6,0.846561212544711,-3.4960591518787786e-5) Dual{Cells()}(-1.1157835754798082e-6,-0.4255268178122624,1.757306051647802e-5) Dual{Cells()}(-1.1157835754798082e-6,-7.553310199713486e-5,4.0189313153834475e-9) Dual{Cells()}(-1.1304199691176344e-6,-2.3395023162969178e-7,9.661803386130452e-12) Dual{Cells()}(-1.1304199691176344e-6,-7.913988078265406e-5,3.042051469935316e-9) Dual{Cells()}(-1.1304199691176344e-6,-0.4255268178122624,1.75730754295108e-5) Dual{Cells()}(-1.1304199691176344e-6,0.42568091351685367,-1.7579388677184112e-5) Dual{Cells()}(-1.1304199691176344e-6,-7.47218735769539e-5,3.975798215414834e-9) Dual{Cells()}(-0.0005634036452466618,-2.2262681776640658e-7,1.2908404554267268e-11) Dual{Cells()}(-0.0005634036452466618,-7.264609815241074e-5,4.205461985695558e-9) Dual{Cells()}(-0.0005634036452466618,0.41288690843837317,-2.4090178761988493e-5) Dual{Cells()}(-0.0005634036452466618,-0.4127427871756714,2.255749081634158e-5) Dual{Cells()}(-0.0005634036452466618,-7.125253773158395e-5,4.135527589534312e-9) Dual{Cells()}(-0.0005709146346356169,-2.2883727415044477e-7,1.2568332047704887e-11) Dual{Cells()}(-0.0005709146346356169,-7.31003774100832e-5,4.009097634109187e-9) Dual{Cells()}(-0.0005709146346356169,-0.4127427871756714,2.4081823862446914e-5) Dual{Cells()}(-0.0005709146346356169,0.8392025768061636,-4.6230891812211315e-5) Dual{Cells()}(-0.0005709146346356169,-0.42631475331194335,2.090596596777143e-5) Dual{Cells()}(-0.0005709146346356169,-7.170710386460527e-5,3.941919499942568e-9) Dual{Cells()}(-0.0005760119732849754,-2.375578193730138e-7,1.1733569229261031e-11) Dual{Cells()}(-0.0005760119732849754,-7.43068492529501e-5,3.666467939820913e-9) Dual{Cells()}(-0.0005760119732849754,-0.42631475331194335,2.3665436555685313e-5) Dual{Cells()}(-0.0005760119732849754,1.0880652989678068,-5.568928923604391e-5) Dual{Cells()}(-0.0005760119732849754,-0.6616031055862737,3.104833532261513e-5) Dual{Cells()}(-0.0005760119732849754,-7.289566251741202e-5,3.6027810417778985e-9) Dual{Cells()}(-1.479823437008315e-15,-6.413750702459703e-8,2.8635183257530245e-12) Dual{Cells()}(-1.479823437008315e-15,-1.9820916101406285e-5,8.845097822249286e-10) Dual{Cells()}(-1.479823437008315e-15,-0.6616031055862737,3.477604171840254e-5) Dual{Cells()}(-1.479823437008315e-15,2.0440889255552124,-9.292954604068378e-5) Dual{Cells()}(-1.479823437008315e-15,-1.3824464900075175,5.866428581144352e-5) Dual{Cells()}(-1.479823437008315e-15,-1.9444907813135996e-5,8.683694465349108e-10) Dual{Cells()}(-3.17233929278757e-15,-6.456003373098365e-8,2.7413497430057053e-12) Dual{Cells()}(-3.17233929278757e-15,-1.9885945833449038e-5,8.442619426192137e-10) Dual{Cells()}(-3.17233929278757e-15,-1.3824464900075175,6.187945489976271e-5) Dual{Cells()}(-3.17233929278757e-15,2.7722850970847777,-0.00011777790031950091) Dual{Cells()}(-3.17233929278757e-15,-1.3897991479413088,5.6128676806843915e-5) Dual{Cells()}(-3.17233929278757e-15,-1.9508630084437615e-5,8.283931207230156e-10) Dual{Cells()}(-4.7764511116090454e-17,-6.481767330737489e-8,2.6173280199477846e-12) Dual{Cells()}(-4.7764511116090454e-17,-1.9899739235012115e-5,8.037091568508843e-10) Dual{Cells()}(-4.7764511116090454e-17,-1.3897991479413088,5.911193907339344e-5) Dual{Cells()}(-4.7764511116090454e-17,1.8248956515801382,-7.164251338072414e-5) Dual{Cells()}(-4.7764511116090454e-17,-0.43505701683313275,1.3239802566771451e-5) Dual{Cells()}(-4.7764511116090454e-17,-1.952224878861922e-5,7.881108678517069e-10) Dual{Cells()}(0.0005511094041164394,-1.7691660593695353e-7,5.9822839036648835e-12) Dual{Cells()}(0.0005511094041164394,-5.3597598703739555e-5,1.8156346159451774e-9) Dual{Cells()}(0.0005511094041164394,-0.43505701683313275,1.5512242135766095e-5) Dual{Cells()}(0.0005511094041164394,0.684528916911267,-2.1407627308002568e-5) Dual{Cells()}(0.0005511094041164394,-0.24936553874880132,6.925191010783324e-6) Dual{Cells()}(0.0005511094041164394,-5.258681402330744e-5,1.7755754526760056e-9) Dual{Cells()}(0.0005718674989217233,-1.6526825777143827e-7,4.531087369084528e-12) Dual{Cells()}(0.0005718674989217233,-4.891741087384106e-5,1.3472815252684397e-9) Dual{Cells()}(0.0005718674989217233,-0.24936553874880132,8.16422789822074e-6) Dual{Cells()}(0.0005718674989217233,0.4816043435027886,-1.3113646346452445e-5) Dual{Cells()}(0.0005718674989217233,-0.23214170469985046,5.738337972820905e-6) Dual{Cells()}(0.0005718674989217233,-4.801737500521982e-5,1.3117338617562978e-9) Dual{Cells()}(0.0005873386794699052,-1.5335327897727875e-7,3.721144425120408e-12) Dual{Cells()}(0.0005873386794699052,-4.435563331517007e-5,1.0835172136614705e-9) Dual{Cells()}(0.0005873386794699052,-0.23214170469985046,6.185792482162043e-6) Dual{Cells()}(0.0005873386794699052,0.23222977965682373,-5.740475970977599e-6) Dual{Cells()}(0.0005873386794699052,-4.3565970379125456e-5,1.051578297702186e-9) Dual{Cells()}(0.0005229235437233505,-1.6348194390260669e-7,4.221282246082052e-12) Dual{Cells()}(0.0005229235437233505,-4.5822760605697846e-5,1.1795776759487301e-9) Dual{Cells()}(0.0005229235437233505,0.2468401402271832,-6.458154293778391e-6) Dual{Cells()}(0.0005229235437233505,-0.24674917477862796,6.87967303896576e-6) Dual{Cells()}(0.0005229235437233505,-4.497920600564278e-5,1.165838491584246e-9) Dual{Cells()}(0.0005233144048215187,-1.7517747094956146e-7,4.984367389444555e-12) Dual{Cells()}(0.0005233144048215187,-4.801606065691047e-5,1.3631908567601751e-9) Dual{Cells()}(0.0005233144048215187,-0.24674917477862796,6.455804023846175e-6) Dual{Cells()}(0.0005233144048215187,0.5114570703809928,-1.4485183163965641e-5) Dual{Cells()}(0.0005233144048215187,-0.2646125553438028,8.721106190769272e-6) Dual{Cells()}(0.0005233144048215187,-4.71490204341223e-5,1.3452021652946185e-9) Dual{Cells()}(0.0005197815088173723,-1.8802227251240437e-7,6.359274556265249e-12) Dual{Cells()}(0.0005197815088173723,-5.0411578088796514e-5,1.70323651453278e-9) Dual{Cells()}(0.0005197815088173723,-0.2646125553438028,7.602796205999018e-6) Dual{Cells()}(0.0005197815088173723,0.7289762691710174,-2.3081721584186308e-5) Dual{Cells()}(0.0005197815088173723,-0.4642635973682741,1.6381608781792987e-5) Dual{Cells()}(0.0005197815088173723,-4.9516858579218956e-5,1.6767820546948426e-9) Dual{Cells()}(-1.144396116865085e-16,-6.977961584301535e-8,2.7388640038235864e-12) Dual{Cells()}(-1.144396116865085e-16,-1.847733500691462e-5,7.250020657915804e-10) Dual{Cells()}(-1.144396116865085e-16,-0.4642635973682741,1.435722866659853e-5) Dual{Cells()}(-1.144396116865085e-16,1.9643845225786674,-7.519801475654192e-5) Dual{Cells()}(-1.144396116865085e-16,-1.5000842267243295,6.1374282180054e-5) Dual{Cells()}(-1.144396116865085e-16,-1.815137144092216e-5,7.126252203276553e-10) Dual{Cells()}(1.0177308810669785e-16,-6.985298514487282e-8,2.8602649624787565e-12) Dual{Cells()}(1.0177308810669785e-16,-1.844033785778158e-5,7.549522017520431e-10) Dual{Cells()}(1.0177308810669785e-16,-1.5000842267243295,5.881496554816274e-5) Dual{Cells()}(1.0177308810669785e-16,3.000368891439867,-0.0001227016121368018) Dual{Cells()}(1.0177308810669785e-16,-1.5002480392333828,6.405674036041174e-5) Dual{Cells()}(1.0177308810669785e-16,-1.8115291312119347e-5,7.41786655510203e-10) Dual{Cells()}(-3.737515105950448e-16,-6.97921886070182e-8,2.9804617431489834e-12) Dual{Cells()}(-3.737515105950448e-16,-1.8368211922828466e-5,7.843974392863798e-10) Dual{Cells()}(-3.737515105950448e-16,-1.5002480392333828,6.132583031596744e-5) Dual{Cells()}(-3.737515105950448e-16,2.228347316387805,-9.642001293914165e-5) Dual{Cells()}(-3.737515105950448e-16,-0.7280627945296595,3.5461729746295236e-5) Dual{Cells()}(-3.737515105950448e-16,-1.8044620651586395e-5,7.704576724207379e-10) Dual{Cells()}(-0.0005174091367866122,-2.633378043712152e-7,1.2230050981877401e-11) Dual{Cells()}(-0.0005174091367866122,-6.854214322353056e-5,3.1839762229392623e-9) Dual{Cells()}(-0.0005174091367866122,-0.7280627945296595,3.236171471991693e-5) Dual{Cells()}(-0.0005174091367866122,1.2080264115016406,-5.7612191750534345e-5) Dual{Cells()}(-0.0005174091367866122,-0.47982747338491366,2.4419645819815816e-5) Dual{Cells()}(-0.0005174091367866122,-6.733810603950088e-5,3.1257133244127938e-9) Dual{Cells()}(-0.0005218265334299732,-2.613737537591243e-7,1.32355580168052e-11) Dual{Cells()}(-0.0005218265334299732,-6.674946271529001e-5,3.3814608753761516e-9) Dual{Cells()}(-0.0005218265334299732,-0.47982747338491366,2.214414013043187e-5) Dual{Cells()}(-0.0005218265334299732,0.9576587728762133,-4.851799633703623e-5) Dual{Cells()}(-0.0005218265334299732,-0.47769870510074286,2.534163419835637e-5) Dual{Cells()}(-0.0005218265334299732,-6.558355408770649e-5,3.3183684608452373e-9) Dual{Cells()}(-0.0005267736074354768,-2.6100874230194683e-7,1.3803092968854726e-11) Dual{Cells()}(-0.0005267736074354768,-6.541149371442656e-5,3.4608351595038105e-9) Dual{Cells()}(-0.0005267736074354768,-0.47769870510074286,2.4091637625475755e-5) Dual{Cells()}(-0.0005267736074354768,0.477828654501613,-2.5348504665513777e-5) Dual{Cells()}(-0.0005267736074354768,-6.427689841342939e-5,3.3960589492345383e-9) Dual{Cells()}(-0.0006427810659027126,-2.5851658008059693e-7,1.487153089027131e-11) Dual{Cells()}(-0.0006427810659027126,-6.281470759126493e-5,3.6089771890989143e-9) Dual{Cells()}(-0.0006427810659027126,0.4789453029321041,-2.7715496486433652e-5) Dual{Cells()}(-0.0006427810659027126,-0.47882046019699,2.598815100380939e-5) Dual{Cells()}(-0.0006427810659027126,-6.176951094275372e-5,3.5555402159823665e-9) Dual{Cells()}(-0.0006502592838540443,-2.651962755498116e-7,1.4464134257088131e-11) Dual{Cells()}(-0.0006502592838540443,-6.326377746643033e-5,3.446611246075665e-9) Dual{Cells()}(-0.0006502592838540443,-0.47882046019699,2.770831657185347e-5) Dual{Cells()}(-0.0006502592838540443,0.9724452865777453,-5.318457732516567e-5) Dual{Cells()}(-0.0006502592838540443,-0.4934990803982469,2.4073826881051106e-5) Dual{Cells()}(-0.0006502592838540443,-6.221700876650852e-5,3.395271445300407e-9) Dual{Cells()}(-0.000655277152031244,-2.74662826433527e-7,1.349448662653395e-11) Dual{Cells()}(-0.000655277152031244,-6.434017834360469e-5,3.1585958556301678e-9) Dual{Cells()}(-0.000655277152031244,-0.4934990803982469,2.7189569525843546e-5) Dual{Cells()}(-0.000655277152031244,1.2581801406338122,-6.400345804535466e-5) Dual{Cells()}(-0.000655277152031244,-0.7645531663698167,3.57109572483798e-5) Dual{Cells()}(-0.000655277152031244,-6.327902457844133e-5,3.1101420288996636e-9) Dual{Cells()}(-4.030279938917815e-16,-7.40477589035727e-8,3.293204417599717e-12) Dual{Cells()}(-4.030279938917815e-16,-1.7165106056257186e-5,7.631098673264206e-10) Dual{Cells()}(-4.030279938917815e-16,-0.7645531663698167,3.9923348635088874e-5) Dual{Cells()}(-4.030279938917815e-16,2.3604441184285676,-0.0001068496662855552) Dual{Cells()}(-4.030279938917815e-16,-1.595856830601884,6.749761794168359e-5) Dual{Cells()}(-4.030279938917815e-16,-1.6882303051571873e-5,7.50915457360139e-10) Dual{Cells()}(-1.7486718446647346e-15,-7.450135799568267e-8,3.153403350178798e-12) Dual{Cells()}(-1.7486718446647346e-15,-1.7221025554552757e-5,7.288089585997701e-10) Dual{Cells()}(-1.7486718446647346e-15,-1.595856830601884,7.113719167962478e-5) Dual{Cells()}(-1.7486718446647346e-15,3.1995358875580604,-0.00013547299932821686) Dual{Cells()}(-1.7486718446647346e-15,-1.603644824163606,6.459410328180463e-5) Dual{Cells()}(-1.7486718446647346e-15,-1.6937265657732558e-5,7.16870936071064e-10) Dual{Cells()}(-3.1410270831006e-17,-7.476865609726951e-8,3.0115334743366522e-12) Dual{Cells()}(-3.1410270831006e-17,-1.723357134952621e-5,6.942257546006172e-10) Dual{Cells()}(-3.1410270831006e-17,-1.603644824163606,6.79739325340191e-5) Dual{Cells()}(-3.1410270831006e-17,2.105202255037028,-8.245862774683725e-5) Dual{Cells()}(-3.1410270831006e-17,-0.5015231728598161,1.5280686659069624e-5) Dual{Cells()}(-3.1410270831006e-17,-1.6949673600248334e-5,6.825441775042838e-10) Dual{Cells()}(0.0006291306541391157,-2.0388161368546223e-7,6.893196663588083e-12) Dual{Cells()}(0.0006291306541391157,-4.6454111706389384e-5,1.5726980715932241e-9) Dual{Cells()}(0.0006291306541391157,-0.5015231728598161,1.7863144684260275e-5) Dual{Cells()}(0.0006291306541391157,0.7890178976177152,-2.469751908832519e-5) Dual{Cells()}(0.0006291306541391157,-0.2874023739210461,8.003748655083759e-6) Dual{Cells()}(0.0006291306541391157,-4.5692843532880416e-5,1.5431946238571906e-9) Dual{Cells()}(0.0006514163108878334,-1.9049693152946558e-7,5.238701878986131e-12) Dual{Cells()}(0.0006514163108878334,-4.253814859897414e-5,1.1737484799966702e-9) Dual{Cells()}(0.0006514163108878334,-0.2874023739210461,9.413709832036607e-6) Dual{Cells()}(0.0006514163108878334,0.5552354490847347,-1.516787284035651e-5) Dual{Cells()}(0.0006514163108878334,-0.2677484906725573,6.650283029652909e-6) Dual{Cells()}(0.0006514163108878334,-4.185584560066384e-5,1.1480576312779486e-9) Dual{Cells()}(0.00066776260809616,-1.7697485311300476e-7,4.317230208005298e-12) Dual{Cells()}(0.00066776260809616,-3.873606098377109e-5,9.496047507905683e-10) Dual{Cells()}(0.00066776260809616,-0.2677484906725573,7.161797512653614e-6) Dual{Cells()}(0.00066776260809616,0.26782553571729584,-6.652163221103297e-6) Dual{Cells()}(0.00066776260809616,-3.813200890164014e-5,9.267102334307068e-10) Dual{Cells()}(0.0006036846959835478,-1.8706015252973497e-7,4.815862198962951e-12) Dual{Cells()}(0.0006036846959835478,-3.983663833683556e-5,1.023352930045421e-9) Dual{Cells()}(0.0006036846959835478,0.282392939743251,-7.368301377887746e-6) Dual{Cells()}(0.0006036846959835478,-0.2823137195984715,7.854217010700772e-6) Dual{Cells()}(0.0006036846959835478,-3.919644629016914e-5,1.012196819924929e-9) Dual{Cells()}(0.0006031436355619466,-2.0039747826727686e-7,5.6915459253218896e-12) Dual{Cells()}(0.0006031436355619466,-4.185270911784919e-5,1.1868070861685511e-9) Dual{Cells()}(0.0006031436355619466,-0.2823137195984715,7.3662607442067014e-6) Dual{Cells()}(0.0006031436355619466,0.585042236251771,-1.6537676526779213e-5) Dual{Cells()}(0.0006031436355619466,-0.3026452718512206,9.971088899413121e-6) Dual{Cells()}(0.0006031436355619466,-4.119169548278183e-5,1.1724466859162426e-9) Dual{Cells()}(0.0005980227885703336,-2.1499148141749393e-7,7.270907399811893e-12) Dual{Cells()}(0.0005980227885703336,-4.404249036979989e-5,1.4884218212145757e-9) Dual{Cells()}(0.0005980227885703336,-0.3026452718512206,8.681094350978375e-6) Dual{Cells()}(0.0005980227885703336,0.8334693597416502,-2.6373061165029763e-5) Dual{Cells()}(0.0005980227885703336,-0.5307364727284222,1.8735237685658213e-5) Dual{Cells()}(0.0005980227885703336,-4.3357680156171556e-5,1.4677262580098214e-9) Dual{Cells()}(-4.591615313380815e-16,-7.972942265165405e-8,3.1335639637686084e-12) Dual{Cells()}(-4.591615313380815e-16,-1.6156067556151434e-5,6.348402930585178e-10) Dual{Cells()}(-4.591615313380815e-16,-0.5307364727284222,1.639900872872892e-5) Dual{Cells()}(-4.591615313380815e-16,2.2446488426648314,-8.602681691219541e-5) Dual{Cells()}(-4.591615313380815e-16,-1.7138802278761258,7.024945727125982e-5) Dual{Cells()}(-4.591615313380815e-16,-1.590626330456336e-5,6.252594066691015e-10) Dual{Cells()}(4.500624271657967e-16,-7.979194144296439e-8,3.2728691458231166e-12) Dual{Cells()}(4.500624271657967e-16,-1.612555086447398e-5,6.613683783166291e-10) Dual{Cells()}(4.500624271657967e-16,-1.7138802278761258,6.729031598538764e-5) Dual{Cells()}(4.500624271657967e-16,3.427492732231682,-0.00014042064483570877) Dual{Cells()}(4.500624271657967e-16,-1.713580422597294,7.332898364076811e-5) Dual{Cells()}(4.500624271657967e-16,-1.587641545640231e-5,6.511996390644915e-10) Dual{Cells()}(-1.832019244897513e-16,-7.969876680741735e-8,3.410753317476497e-12) Dual{Cells()}(-1.832019244897513e-16,-1.606379215307289e-5,6.874646310309609e-10) Dual{Cells()}(-1.832019244897513e-16,-1.713580422597294,7.016987172578533e-5) Dual{Cells()}(-1.832019244897513e-16,2.5445592739040204,-0.00011036093954882164) Dual{Cells()}(-1.832019244897513e-16,-0.8309468920626049,4.06204556705624e-5) Dual{Cells()}(-1.832019244897513e-16,-1.58157532017184e-5,6.767182814018703e-10) Dual{Cells()}(-0.0005969797868556471,-3.004184393756517e-7,1.3993603837142007e-11) Dual{Cells()}(-0.0005969797868556471,-5.9966080257067676e-5,2.7937284025050598e-9) Dual{Cells()}(-0.0005969797868556471,-0.8309468920626049,3.703058832657871e-5) Dual{Cells()}(-0.0005969797868556471,1.3780193127475344,-6.594140153685814e-5) Dual{Cells()}(-0.0005969797868556471,-0.5469531115645646,2.795139226654066e-5) Dual{Cells()}(-0.0005969797868556471,-5.9042621668438083e-5,2.748918201349403e-9) Dual{Cells()}(-0.0006014718089011467,-2.976978627357861e-7,1.5134220055797672e-11) Dual{Cells()}(-0.0006014718089011467,-5.844086880174223e-5,2.971861583548617e-9) Dual{Cells()}(-0.0006014718089011467,-0.5469531115645646,2.5315389345510118e-5) Dual{Cells()}(-0.0006014718089011467,1.0907746735633101,-5.548365546638025e-5) Dual{Cells()}(-0.0006014718089011467,-0.5437052779164873,2.8974671469255703e-5) Dual{Cells()}(-0.0006014718089011467,-5.7545515593822023e-5,2.9233659533683046e-9) Dual{Cells()}(-0.0006063944526957726,-2.968601298338583e-7,1.576901149127442e-11) Dual{Cells()}(-0.0006063944526957726,-5.732048048579915e-5,3.0458460492788455e-9) Dual{Cells()}(-0.0006063944526957726,-0.5437052779164873,2.7526353027838703e-5) Dual{Cells()}(-0.0006063944526957726,0.5438193429969524,-2.8980728866584485e-5) Dual{Cells()}(-0.0006063944526957726,-5.6447739849588756e-5,2.996003736477981e-9) Dual{Cells()}(-0.0007220055436203918,-2.943995223395306e-7,1.6834379060797984e-11) Dual{Cells()}(-0.0007220055436203918,-5.5325842829618586e-5,3.1600846189503947e-9) Dual{Cells()}(-0.0007220055436203918,0.5450115349099642,-3.1338692066061174e-5) Dual{Cells()}(-0.0007220055436203918,-0.5449014002415342,2.941662401628257e-5) Dual{Cells()}(-0.0007220055436203918,-5.451442607803242e-5,3.117819356897856e-9) Dual{Cells()}(-0.0007294763039976145,-3.015480084313335e-7,1.635984054039856e-11) Dual{Cells()}(-0.0007294763039976145,-5.575902476548849e-5,3.022051475158394e-9) Dual{Cells()}(-0.0007294763039976145,-0.5449014002415342,3.133239695887551e-5) Dual{Cells()}(-0.0007294763039976145,1.105694326996232,-6.0134576541859e-5) Dual{Cells()}(-0.0007294763039976145,-0.5606819210684398,2.724030581656049e-5) Dual{Cells()}(-0.0007294763039976145,-5.494511348413011e-5,2.9814279416692398e-9) Dual{Cells()}(-0.0007344302067147603,-3.1176181887546034e-7,1.5255565517267667e-11) Dual{Cells()}(-0.0007344302067147603,-5.6729433200107525e-5,2.773981744794408e-9) Dual{Cells()}(-0.0007344302067147603,-0.5606819210684398,3.07119323548057e-5) Dual{Cells()}(-0.0007344302067147603,1.4282908208693608,-7.23143564486687e-5) Dual{Cells()}(-0.0007344302067147603,-0.8674959552362669,4.0371983003684694e-5) Dual{Cells()}(-0.0007344302067147603,-5.590336963510431e-5,2.735739622346951e-9) Dual{Cells()}(9.586133953820526e-17,-8.395696003288161e-8,3.72300637010491e-12) Dual{Cells()}(9.586133953820526e-17,-1.5136528990992051e-5,6.70965302300417e-10) Dual{Cells()}(9.586133953820526e-17,-0.8674959552362669,4.5068525394287846e-5) Dual{Cells()}(9.586133953820526e-17,2.6767655204427525,-0.00012076551434389186) Dual{Cells()}(9.586133953820526e-17,-1.8092394284761002,7.63287798781378e-5) Dual{Cells()}(9.586133953820526e-17,-1.4916244434296862e-5,6.613815725941268e-10) Dual{Cells()}(1.4202553653153448e-16,-8.444193419979275e-8,3.565612717422996e-12) Dual{Cells()}(1.4202553653153448e-16,-1.5185596092255305e-5,6.411045211566618e-10) Dual{Cells()}(1.4202553653153448e-16,-1.8092394284761002,8.03921952191946e-5) Dual{Cells()}(1.4202553653153448e-16,3.626733701488618,-0.00015316408052575792) Dual{Cells()}(1.4202553653153448e-16,-1.8174640384393472,7.305818402697544e-5) Dual{Cells()}(1.4202553653153448e-16,-1.4964535144237725e-5,6.317471885250081e-10) Dual{Cells()}(-2.2911830709959705e-16,-8.471919592593065e-8,3.4059391552099262e-12) Dual{Cells()}(-2.2911830709959705e-16,-1.5197094876356436e-5,6.109832741021213e-10) Dual{Cells()}(-2.2911830709959705e-16,-1.8174640384393472,7.683402418784048e-5) Dual{Cells()}(-2.2911830709959705e-16,2.3854852919421687,-9.327405311814676e-5) Dual{Cells()}(-2.2911830709959705e-16,-0.5679909958117564,1.7322621050312083e-5) Dual{Cells()}(-2.2911830709959705e-16,-1.4975876992721363e-5,6.018525820022563e-10) Dual{Cells()}(0.0007070130270257837,-2.308482041538595e-7,7.805127781726406e-12) Dual{Cells()}(0.0007070130270257837,-4.0990555607690395e-5,1.3872438916100734e-9) Dual{Cells()}(0.0007070130270257837,-0.5679909958117564,2.0214652815562627e-5) Dual{Cells()}(0.0007070130270257837,0.8935184465195145,-2.7989281060273466e-5) Dual{Cells()}(0.0007070130270257837,-0.32544583301787666,9.083265876561416e-6) Dual{Cells()}(0.0007070130270257837,-4.039628606965456e-5,1.36441693780953e-9) Dual{Cells()}(0.0007308319345700434,-2.1572657058829182e-7,5.947794138601583e-12) Dual{Cells()}(0.0007308319345700434,-3.7631291176089966e-5,1.040103501438377e-9) Dual{Cells()}(0.0007308319345700434,-0.32544583301787666,1.0663900528484657e-5) Dual{Cells()}(0.0007308319345700434,0.6288871109647405,-1.7224248247806063e-5) Dual{Cells()}(0.0007308319345700434,-0.30336633540120983,7.563447788468883e-6) Dual{Cells()}(0.0007308319345700434,-3.7095527907350256e-5,1.0204488013618379e-9) Dual{Cells()}(0.0007480641496590305,-2.0058994790919745e-7,4.914863950073974e-12) Dual{Cells()}(0.0007480641496590305,-3.438008043546103e-5,8.454354936753983e-10) Dual{Cells()}(0.0007480641496590305,-0.30336633540120983,8.138915933659983e-6) Dual{Cells()}(0.0007480641496590305,0.3034348183120621,-7.565126040562905e-6) Dual{Cells()}(0.0007480641496590305,-3.390224046887195e-5,8.279965233434289e-10) Dual{Cells()}(0.0006842839216972169,-2.106386386275639e-7,5.411604882258635e-12) Dual{Cells()}(0.0006842839216972169,-3.52341058079886e-5,9.036350289521304e-10) Dual{Cells()}(0.0006842839216972169,0.31796098241539344,-8.279650829852788e-6) Dual{Cells()}(0.0006842839216972169,-0.31789080607582215,8.829776269603254e-6) Dual{Cells()}(0.0006842839216972169,-3.473159512465038e-5,8.943299714231949e-10) Dual{Cells()}(0.0006828069995885705,-2.2561847083118955e-7,6.399715825374837e-12) Dual{Cells()}(0.0006828069995885705,-3.709153609027426e-5,1.0507890722460986e-9) Dual{Cells()}(0.0006828069995885705,-0.31789080607582215,8.277847142393097e-6) Dual{Cells()}(0.0006828069995885705,0.6586475395933613,-1.8592028213316182e-5) Dual{Cells()}(0.0006828069995885705,-0.3406828455546951,1.1221464097388722e-5) Dual{Cells()}(0.0006828069995885705,-3.657080828304133e-5,1.0389870817621364e-9) Dual{Cells()}(0.0006760990216797797,-2.4196086617509033e-7,8.183087204481596e-12) Dual{Cells()}(0.0006760990216797797,-3.91016305409819e-5,1.3216244395021214e-9) Dual{Cells()}(0.0006760990216797797,-0.3406828455546951,9.76015549642522e-6) Dual{Cells()}(0.0006760990216797797,0.9379698478653958,-2.9665552309482144e-5) Dual{Cells()}(0.0006760990216797797,-0.5972090981586166,2.1088802786024036e-5) Dual{Cells()}(0.0006760990216797797,-3.85605606770321e-5,1.3049212444621224e-9) Dual{Cells()}(-3.875044205335004e-16,-8.96790937171161e-8,3.528321078086353e-12) Dual{Cells()}(-3.875044205335004e-16,-1.4352727958908715e-5,5.645691166400506e-10) Dual{Cells()}(-3.875044205335004e-16,-0.5972090981586166,1.844145329869825e-5) Dual{Cells()}(-3.875044205335004e-16,2.5248983091554633,-9.685242140799754e-5) Dual{Cells()}(-3.875044205335004e-16,-1.9276606133791117,7.912042065064728e-5) Dual{Cells()}(-3.875044205335004e-16,-1.4155210682388072e-5,5.569105531613688e-10) Dual{Cells()}(4.1700348909447094e-16,-8.973075457693036e-8,3.685493451260653e-12) Dual{Cells()}(4.1700348909447094e-16,-1.432691545051075e-5,5.883679051456795e-10) Dual{Cells()}(4.1700348909447094e-16,-1.9276606133791117,7.57624935772097e-5) Dual{Cells()}(4.1700348909447094e-16,3.85458984555671,-0.00015813147255503083) Dual{Cells()}(4.1700348909447094e-16,-1.9269006856086488,8.25960631697415e-5) Dual{Cells()}(4.1700348909447094e-16,-1.4129922744680586e-5,5.802559708269586e-10) Dual{Cells()}(-5.140592426474524e-16,-8.96052140634206e-8,3.841031092526908e-12) Dual{Cells()}(-5.140592426474524e-16,-1.427299436773777e-5,6.117900451156272e-10) Dual{Cells()}(-5.140592426474524e-16,-1.9269006856086488,7.90098795667525e-5) Dual{Cells()}(-5.140592426474524e-16,2.8607642086530625,-0.00012429411735319468) Dual{Cells()}(-5.140592426474524e-16,-0.9338350835701454,4.5775233047564036e-5) Dual{Cells()}(-5.140592426474524e-16,-1.407687468667597e-5,6.03232184153394e-10) Dual{Cells()}(-0.0006764027182256109,-3.3749895168497686e-7,1.575686732215624e-11) Dual{Cells()}(-0.0006764027182256109,-5.329738095188349e-5,2.488415635556119e-9) Dual{Cells()}(-0.0006764027182256109,-0.9338350835701454,4.169683530028598e-5) Dual{Cells()}(-0.0006764027182256109,1.5480279878040881,-7.426490624772327e-5) Dual{Cells()}(-0.0006764027182256109,-0.6140867023221792,3.148017239419558e-5) Dual{Cells()}(-0.0006764027182256109,-5.256703185985801e-5,2.4528103019099783e-9) Dual{Cells()}(-0.0006809476025988863,-3.3402285522906e-7,1.7032369654325497e-11) Dual{Cells()}(-0.0006809476025988863,-5.197225782892493e-5,2.6504384471796025e-9) Dual{Cells()}(-0.0006809476025988863,-0.6140867023221792,2.8484716202662823e-5) Dual{Cells()}(-0.0006809476025988863,1.2239160125715944,-6.24437461006025e-5) Dual{Cells()}(-0.0006809476025988863,-0.6097257403681817,3.26043299485571e-5) Dual{Cells()}(-0.0006809476025988863,-5.126360054926748e-5,2.611931674594309e-9) Dual{Cells()}(-0.0006858350029716537,-3.3271344311569937e-7,1.7734279792014203e-11) Dual{Cells()}(-0.0006858350029716537,-5.101168184360337e-5,2.7193587128005782e-9) Dual{Cells()}(-0.0006858350029716537,-0.6097257403681817,3.0958294347293505e-5) Dual{Cells()}(-0.0006858350029716537,0.6098274048865366,-3.260974672384001e-5) Dual{Cells()}(-0.0006858350029716537,-5.0320123068137935e-5,2.679751977847441e-9) Dual{Cells()}(-0.0008020613712658082,-3.302380681604028e-7,1.8802498729971193e-11) Dual{Cells()}(-0.0008020613712658082,-4.9421951463513866e-5,2.811379722620923e-9) Dual{Cells()}(-0.0008020613712658082,0.6109603362200989,-3.4978632282528394e-5) Dual{Cells()}(-0.0008020613712658082,-0.6108618128752836,3.2857162989419725e-5) Dual{Cells()}(-0.0008020613712658082,-4.8771155283731875e-5,2.7775445294343268e-9) Dual{Cells()}(-0.0008095615317234558,-3.37862769837949e-7,1.826050611528904e-11) Dual{Cells()}(-0.0008095615317234558,-4.983742648340443e-5,2.691420907510563e-9) Dual{Cells()}(-0.0008095615317234558,-0.6108618128752836,3.49730243760713e-5) Dual{Cells()}(-0.0008095615317234558,1.2387382738143495,-6.711342794207306e-5) Dual{Cells()}(-0.0008095615317234558,-0.6277771013459525,3.041570155652098e-5) Dual{Cells()}(-0.0008095615317234558,-4.918430386023439e-5,2.6588838155164593e-9) Dual{Cells()}(-0.000814450373063974,-3.4883853321388314e-7,1.7020556647747012e-11) Dual{Cells()}(-0.000814450373063974,-5.072362161064047e-5,2.473515526381755e-9) Dual{Cells()}(-0.000814450373063974,-0.6277771013459525,3.425089623414189e-5) Dual{Cells()}(-0.000814450373063974,1.5982304056943448,-8.065775571602034e-5) Dual{Cells()}(-0.000814450373063974,-0.9703521708758215,4.504674639587572e-5) Dual{Cells()}(-0.000814450373063974,-5.00610124270338e-5,2.4429490177910637e-9) Dual{Cells()}(4.612296176352804e-16,-9.386342674024771e-8,4.153486445287718e-12) Dual{Cells()}(4.612296176352804e-16,-1.353607076576238e-5,5.988044863197183e-10) Dual{Cells()}(4.612296176352804e-16,-0.9703521708758215,5.023712057354641e-5) Dual{Cells()}(4.612296176352804e-16,2.9929214498161505,-0.00013472310675601847) Dual{Cells()}(4.612296176352804e-16,-2.0225422895251963,8.51802834826496e-5) Dual{Cells()}(4.612296176352804e-16,-1.3359480939971874e-5,5.911754186230475e-10) Dual{Cells()}(4.0308636040567317e-16,-9.438105049083814e-8,3.978294444402004e-12) Dual{Cells()}(4.0308636040567317e-16,-1.358004404217248e-5,5.723468930284689e-10) Dual{Cells()}(4.0308636040567317e-16,-2.0225422895251963,8.967516621371e-5) Dual{Cells()}(4.0308636040567317e-16,4.053811776620876,-0.00017089882914217587) Dual{Cells()}(4.0308636040567317e-16,-2.031242409774176,8.153879740297993e-5) Dual{Cells()}(4.0308636040567317e-16,-1.340289641053776e-5,5.649180772492542e-10) Dual{Cells()}(1.208180811764833e-16,-9.46692948683219e-8,3.8005968181310465e-12) Dual{Cells()}(1.208180811764833e-16,-1.3590840420306959e-5,5.456476954054836e-10) Dual{Cells()}(1.208180811764833e-16,-2.031242409774176,8.571740441005202e-5) Dual{Cells()}(1.208180811764833e-16,2.66572792587968,-0.00010410777060957188) Dual{Cells()}(1.208180811764833e-16,-0.6344584169837,1.9362116813189874e-5) Dual{Cells()}(1.208180811764833e-16,-1.3413612088382324e-5,5.384202886570749e-10) Dual{Cells()}(0.0007856614449492393,-2.5781540980874725e-7,8.715336267877521e-12) Dual{Cells()}(0.0007856614449492393,-3.6676569107989154e-5,1.2408624125020679e-9) Dual{Cells()}(0.0007856614449492393,-0.6344584169837,2.256788533866352e-5) Dual{Cells()}(0.0007856614449492393,0.9979888269858096,-3.127679502394845e-5) Dual{Cells()}(0.0007856614449492393,-0.3634572753037747,1.015896780183479e-5) Dual{Cells()}(0.0007856614449492393,-3.620031381711516e-5,1.2230031274044498e-9) Dual{Cells()}(0.0008111088266272212,-2.409313692033873e-7,6.651865133849151e-12) Dual{Cells()}(0.0008111088266272212,-3.373349660871355e-5,9.333110844398233e-10) Dual{Cells()}(0.0008111088266272212,-0.3634572753037747,1.191220569599776e-5) Dual{Cells()}(0.0008111088266272212,0.7023997103302219,-1.927046293627345e-5) Dual{Cells()}(0.0008111088266272212,-0.3388751584375555,8.46985779430061e-6) Dual{Cells()}(0.0008111088266272212,-3.3302160913728774e-5,9.18157691598856e-10) Dual{Cells()}(0.0008293002212280024,-2.2414129646245152e-7,5.505402726457896e-12) Dual{Cells()}(0.0008293002212280024,-3.089060884076513e-5,7.61072760894768e-10) Dual{Cells()}(0.0008293002212280024,-0.3388751584375555,9.109637143344525e-6) Dual{Cells()}(0.0008293002212280024,0.33893677642518844,-8.471371940843609e-6) Dual{Cells()}(0.0008293002212280024,-3.0503237495698186e-5,7.477223054894636e-10) Dual{Cells()}(0.0007656167851367464,-2.3429364384585795e-7,6.009737040404143e-12) Dual{Cells()}(0.0007656167851367464,-3.158418487701572e-5,8.082734819362609e-10) Dual{Cells()}(0.0007656167851367464,0.35360305610517756,-9.195651352039058e-6) Dual{Cells()}(0.0007656167851367464,-0.35353989020515253,9.811244512923118e-6) Dual{Cells()}(0.0007656167851367464,-3.134742150418189e-5,8.236716831757427e-10) Dual{Cells()}(0.0007631709147718239,-2.509020448942377e-7,7.111180123351333e-12) Dual{Cells()}(0.0007631709147718239,-3.3304336367313063e-5,9.422341403413752e-10) Dual{Cells()}(0.0007631709147718239,-0.35353989020515253,9.194036566308077e-6) Dual{Cells()}(0.0007631709147718239,0.7323863895120696,-2.065800104092725e-5) Dual{Cells()}(0.0007631709147718239,-0.37877994596403275,1.248096693581042e-5) Dual{Cells()}(0.0007631709147718239,-3.299810447209698e-5,9.542807038388575e-10) Dual{Cells()}(0.0007548239351694921,-2.6896154460904187e-7,9.100194754676918e-12) Dual{Cells()}(0.0007548239351694921,-3.515918174856415e-5,1.188290485223412e-9) Dual{Cells()}(0.0007548239351694921,-0.37877994596403275,1.0844874796670536e-5) Dual{Cells()}(0.0007548239351694921,1.0425957071757912,-3.297749923621817e-5) Dual{Cells()}(0.0007548239351694921,-0.6637455680248137,2.3458843797881696e-5) Dual{Cells()}(0.0007548239351694921,-3.476504365164355e-5,1.1938691057902364e-9) Dual{Cells()}(1.627554516722056e-16,-9.96292299186687e-8,3.925337469293982e-12) Dual{Cells()}(1.627554516722056e-16,-1.2911474247507744e-5,5.08352727687925e-10) Dual{Cells()}(1.627554516722056e-16,-0.6637455680248137,2.0494159761002544e-5) Dual{Cells()}(1.627554516722056e-16,2.805176800642218,-0.00010775010935762775) Dual{Cells()}(1.627554516722056e-16,-2.1414054699596003,8.80552864417176e-5) Dual{Cells()}(1.627554516722056e-16,-1.2751554326697285e-5,5.082999845343565e-10) Dual{Cells()}(-4.126173752953855e-16,-9.966685100895642e-8,4.100516135976816e-12) Dual{Cells()}(-4.126173752953855e-16,-1.2888914673499694e-5,5.299563865672245e-10) Dual{Cells()}(-4.126173752953855e-16,-2.1414054699596003,8.429025062592634e-5) Dual{Cells()}(-4.126173752953855e-16,4.2815393600885105,-0.00017596475810928737) Dual{Cells()}(-4.126173752953855e-16,-2.140108175913568,9.193072430540975e-5) Dual{Cells()}(-4.126173752953855e-16,-1.2725633818227685e-5,5.293705610688802e-10) Dual{Cells()}(1.8193771816445672e-16,-9.950573684525423e-8,4.273840521344687e-12) Dual{Cells()}(1.8193771816445672e-16,-1.2840788587145564e-5,5.512255355643506e-10) Dual{Cells()}(1.8193771816445672e-16,-2.140108175913568,8.790841360026459e-5) Dual{Cells()}(1.8193771816445672e-16,3.1767235723796587,-0.00013832662185047696) Dual{Cells()}(1.8193771816445672e-16,-1.0365897814970926,5.097246690113886e-5) Dual{Cells()}(1.8193771816445672e-16,-1.2674674674139392e-5,5.501272813318864e-10) Dual{Cells()}(-0.0007565937126497594,-3.7453218664188765e-7,1.7530675033832028e-11) Dual{Cells()}(-0.0007565937126497594,-4.795854134575701e-5,2.243832119368172e-9) Dual{Cells()}(-0.0007565937126497594,-1.0365897814970926,4.6394797010544005e-5) Dual{Cells()}(-0.0007565937126497594,1.7177741916976692,-8.26515149939074e-5) Dual{Cells()}(-0.0007565937126497594,-0.6810887625871865,3.503766816776382e-5) Dual{Cells()}(-0.0007565937126497594,-4.7314539857574234e-5,2.236139820410848e-9) Dual{Cells()}(-0.0007612013337707415,-3.7027427303915546e-7,1.894189425339464e-11) Dual{Cells()}(-0.0007612013337707415,-4.6785127310259096e-5,2.3925010369754234e-9) Dual{Cells()}(-0.0007612013337707415,-0.6810887625871865,3.1674568105352334e-5) Dual{Cells()}(-0.0007612013337707415,1.3567509057967064,-6.945659457723877e-5) Dual{Cells()}(-0.0007612013337707415,-0.6755688523059228,3.626253838527592e-5) Dual{Cells()}(-0.0007612013337707415,-4.613550201370556e-5,2.381604382248821e-9) Dual{Cells()}(-0.0007660373485689781,-3.6847971411663146e-7,1.9711282463451108e-11) Dual{Cells()}(-0.0007660373485689781,-4.5944658698698944e-5,2.456904641915841e-9) Dual{Cells()}(-0.0007660373485689781,-0.6755688523059228,3.441414930775844e-5) Dual{Cells()}(-0.0007660373485689781,0.6756604634489449,-3.6267444436075084e-5) Dual{Cells()}(-0.0007660373485689781,-4.5298004609370115e-5,2.444722366328663e-9) Dual{Cells()}(-0.0008820737164329065,-3.6607247695664973e-7,2.0770605409398685e-11) Dual{Cells()}(-0.0008820737164329065,-4.465548286191714e-5,2.531902025296923e-9) Dual{Cells()}(-0.0008820737164329065,0.676912396055646,-3.861780932705913e-5) Dual{Cells()}(-0.0008820737164329065,-0.6768232509213501,3.629684378651752e-5) Dual{Cells()}(-0.0008820737164329065,-4.412357895699677e-5,2.5040283741860146e-9) Dual{Cells()}(-0.000889614524087261,-3.741735201231239e-7,2.0161225863977323e-11) Dual{Cells()}(-0.000889614524087261,-4.505182959385605e-5,2.4259383475878205e-9) Dual{Cells()}(-0.000889614524087261,-0.6768232509213501,3.8612752517669145e-5) Dual{Cells()}(-0.000889614524087261,1.3717848967613562,-7.409088837320424e-5) Dual{Cells()}(-0.000889614524087261,-0.6948717023382379,3.359050697003428e-5) Dual{Cells()}(-0.000889614524087261,-4.451749865404338e-5,2.3991286992969823e-9) Dual{Cells()}(-0.0008944460309086198,-3.85912302309347e-7,1.8785692883323094e-11) Dual{Cells()}(-0.0008944460309086198,-4.586697082687466e-5,2.231746417982886e-9) Dual{Cells()}(-0.0008944460309086198,-0.6948717023382379,3.778919926692296e-5) Dual{Cells()}(-0.0008944460309086198,1.7681689683809103,-8.899984526645982e-5) Dual{Cells()}(-0.0008944460309086198,-1.0732056886601322,4.9720779766954604e-5) Dual{Cells()}(-0.0008944460309086198,-4.532449941098416e-5,2.2066020356280243e-9) Dual{Cells()}(-5.825525293586138e-16,-1.0376943330091301e-7,4.584032386004683e-12) Dual{Cells()}(-5.825525293586138e-16,-1.2241555053991732e-5,5.406580868514456e-10) Dual{Cells()}(-5.825525293586138e-16,-1.0732056886601322,5.540488110464791e-5) Dual{Cells()}(-5.825525293586138e-16,3.3090637986818345,-0.00014867857342653864) Dual{Cells()}(-5.825525293586138e-16,-2.235833667758213,9.40305070323657e-5) Dual{Cells()}(-5.825525293586138e-16,-1.2096939001651536e-5,5.343993241705181e-10) Dual{Cells()}(1.6415814375574333e-15,-1.0431985854649156e-7,4.391057322022873e-12) Dual{Cells()}(1.6415814375574333e-15,-1.2281415518359852e-5,5.169137384226205e-10) Dual{Cells()}(1.6415814375574333e-15,-2.235833667758213,9.895671401175977e-5) Dual{Cells()}(1.6415814375574333e-15,4.480867635711255,-0.0001886311186402555) Dual{Cells()}(1.6415814375574333e-15,-2.2450094458793015,9.001835834271466e-5) Dual{Cells()}(1.6415814375574333e-15,-1.2136338363704397e-5,5.108297750426657e-10) Dual{Cells()}(-4.1312914678099453e-16,-1.0461922125984369e-7,4.1953529006382175e-12) Dual{Cells()}(-4.1312914678099453e-16,-1.2291574526173053e-5,4.929449848680752e-10) Dual{Cells()}(-4.1312914678099453e-16,-2.2450094458793015,9.459957947140552e-5) Dual{Cells()}(-4.1312914678099453e-16,2.945959110102184,-0.00011494041790414294) Dual{Cells()}(-4.1312914678099453e-16,-0.7009251216077765,2.1401720587852307e-5) Dual{Cells()}(-4.1312914678099453e-16,-1.2146421358331314e-5,4.87036897585453e-10) Dual{Cells()}(0.0008642717212782722,-2.847828574197736e-7,9.62598843993088e-12) Dual{Cells()}(0.0008642717212782722,-3.3183966517346474e-5,1.122494568447479e-9) Dual{Cells()}(0.0008642717212782722,-0.7009251216077765,2.4921075386775853e-5) Dual{Cells()}(0.0008642717212782722,1.1024601758981758,-3.4564487166676875e-5) Dual{Cells()}(0.0008642717212782722,-0.401468791915261,1.1234781920270407e-5) Dual{Cells()}(0.0008642717212782722,-3.279362576331859e-5,1.1079996714973264e-9) Dual{Cells()}(0.0008913520441871266,-2.6613401853583477e-7,7.35652164592415e-12) Dual{Cells()}(0.0008913520441871266,-3.056676793806321e-5,8.465079871735929e-10) Dual{Cells()}(0.0008913520441871266,-0.401468791915261,1.3160526508111702e-5) Dual{Cells()}(0.0008913520441871266,0.7759126095502838,-2.131689910315373e-5) Dual{Cells()}(0.0008913520441871266,-0.3743827723713342,9.376390125260867e-6) Dual{Cells()}(0.0008913520441871266,-3.0212361732123914e-5,8.343183802632368e-10) Dual{Cells()}(0.000910508630157647,-2.4768501566555475e-7,6.096504088487184e-12) Dual{Cells()}(0.000910508630157647,-2.8042670549331146e-5,6.92110123764399e-10) Dual{Cells()}(0.000910508630157647,-0.3743827723713342,1.0080429091336107e-5) Dual{Cells()}(0.000910508630157647,0.3744387861137078,-9.37776964379292e-6) Dual{Cells()}(0.000910508630157647,-2.77233868085981e-5,6.814192735940109e-10) Dual{Cells()}(-2.535143471380682e-11,-2.9616867328660243e-7,1.1270486738246389e-11) Dual{Cells()}(-2.535143471380682e-11,-3.287147089676966e-5,1.25095455909524e-9) Dual{Cells()}(-2.535143471380682e-11,0.43370236047898314,-1.650493567364417e-5) Dual{Cells()}(-2.535143471380682e-11,-0.43363669881003586,1.6502436851339827e-5) Dual{Cells()}(-2.535143471380682e-11,-3.2494029377176565e-5,1.2365877469450027e-9) Dual{Cells()}(-2.502372454861713e-11,-2.9824969813620494e-7,1.1349678641963947e-11) Dual{Cells()}(-2.502372454861713e-11,-3.264089670098459e-5,1.2421798433372846e-9) Dual{Cells()}(-2.502372454861713e-11,-0.43363669881003586,1.6502436859899057e-5) Dual{Cells()}(-2.502372454861713e-11,0.8703749759109362,-3.312290706941729e-5) Dual{Cells()}(-2.502372454861713e-11,-0.43667306925399907,1.66179886585333e-5) Dual{Cells()}(-2.502372454861713e-11,-3.22687005020608e-5,1.2280126654464118e-9) Dual{Cells()}(-2.537298097386427e-11,-3.0033072297823286e-7,1.142887053939318e-11) Dual{Cells()}(-2.537298097386427e-11,-3.241353391769932e-5,1.2335273418126012e-9) Dual{Cells()}(-2.537298097386427e-11,-0.43667306925399907,1.6617988674932003e-5) Dual{Cells()}(-2.537298097386427e-11,1.1760106247655715,-4.475414814312071e-5) Dual{Cells()}(-2.537298097386427e-11,-0.7392727951724566,2.813369494721472e-5) Dual{Cells()}(-2.537298097386427e-11,-3.2046474475323205e-5,1.2195556648241603e-9) Dual{Cells()}(2.3849675880944483e-17,-1.0946905305484744e-7,4.1657663985306775e-12) Dual{Cells()}(2.3849675880944483e-17,-1.1721438652403627e-5,4.460703087643545e-10) Dual{Cells()}(2.3849675880944483e-17,-0.7392727951724566,2.8133694971747935e-5) Dual{Cells()}(2.3849675880944483e-17,3.0929480690211046,-0.00011770493651017205) Dual{Cells()}(2.3849675880944483e-17,-2.3536518537187794,8.957035027252618e-5) Dual{Cells()}(2.3849675880944483e-17,-1.1589222163592306e-5,4.410376416666684e-10) Dual{Cells()}(-8.028880282228852e-18,-1.095754667049059e-7,4.169815892915746e-12) Dual{Cells()}(-8.028880282228852e-18,-1.1709995868939589e-5,4.4563484306654624e-10) Dual{Cells()}(-8.028880282228852e-18,-2.3536518537187794,8.957035028889061e-5) Dual{Cells()}(-8.028880282228852e-18,4.709614549697761,-0.00017922864173677364) Dual{Cells()}(-8.028880282228852e-18,-2.3559392983717564,8.965740103911351e-5) Dual{Cells()}(-8.028880282228852e-18,-1.1578035889435299e-5,4.4061193845896645e-10) Dual{Cells()}(-8.625070967220388e-18,-1.096818803554471e-7,4.173865387738747e-12) Dual{Cells()}(-8.625070967220388e-18,-1.1698575399980042e-5,4.452002265040138e-10) Dual{Cells()}(-8.625070967220388e-18,-2.3559392983717564,8.965740104729998e-5) Dual{Cells()}(-8.625070967220388e-18,2.3559626735002213,-8.965829060061185e-5) Dual{Cells()}(-8.625070967220388e-18,-1.1566871184272265e-5,4.401870561235298e-10) Dual{Cells()}(-2.3723965578907386e-6,-2.170933273175533e-7,1.2808578832983434e-11) Dual{Cells()}(-2.3723965578907386e-6,-7.636212696201964e-5,3.1296241321022044e-9) Dual{Cells()}(-2.3723965578907386e-6,0.3992809517292395,-2.355363690700424e-5) Dual{Cells()}(-2.3723965578907386e-6,-0.39918287273795416,2.3546067493685565e-5) Dual{Cells()}(-2.3723965578907386e-6,-2.1499770996005323e-5,4.5776152202402455e-10) Dual{Cells()}(-2.394869037940417e-6,-2.1945558848013188e-7,1.2947908305326102e-11) Dual{Cells()}(-2.394869037940417e-6,-7.553310199713486e-5,3.0956831989967527e-9) Dual{Cells()}(-2.394869037940417e-6,-0.39918287273795416,2.3546124114001884e-5) Dual{Cells()}(-2.394869037940417e-6,0.8027833981617122,-4.73543981398087e-5) Dual{Cells()}(-2.394869037940417e-6,-0.40350350316284445,2.3800838567370296e-5) Dual{Cells()}(-2.394869037940417e-6,-2.1269703327959e-5,4.540429563847101e-10) Dual{Cells()}(-2.4138963949904375e-6,-2.218178601166173e-7,1.3087236585122497e-11) Dual{Cells()}(-2.4138963949904375e-6,-7.47218735769539e-5,3.0624702769677934e-9) Dual{Cells()}(-2.4138963949904375e-6,-0.40350350316284445,2.3800898310450713e-5) Dual{Cells()}(-2.4138963949904375e-6,0.40359949133348577,-2.38081921572366e-5) Dual{Cells()}(-2.4138963949904375e-6,-2.104447920422951e-5,4.5034841470921197e-10) Dual{Cells()}(-0.0005733251738482746,-2.2711401966295656e-7,1.3153750134260303e-11) Dual{Cells()}(-0.0005733251738482746,-7.125253773158395e-5,4.120376568774294e-9) Dual{Cells()}(-0.0005733251738482746,0.42114527230656223,-2.4543256058548116e-5) Dual{Cells()}(-0.0005733251738482746,-0.4210038813732477,2.2986299729569465e-5) Dual{Cells()}(-0.0005733251738482746,-6.991128156332696e-5,4.052881626409133e-9) Dual{Cells()}(-0.0005808299785445305,-2.3338307263413597e-7,1.2805254150119023e-11) Dual{Cells()}(-0.0005808299785445305,-7.170710386460527e-5,3.928977518847509e-9) Dual{Cells()}(-0.0005808299785445305,-0.4210038813732477,2.453506872715295e-5) Dual{Cells()}(-0.0005808299785445305,0.8558602460710021,-4.709995062392544e-5) Dual{Cells()}(-0.0005808299785445305,-0.4347140584010224,2.1301913619326167e-5) Dual{Cells()}(-0.0005808299785445305,-7.036580979470672e-5,3.86414199223389e-9) Dual{Cells()}(-0.0005859165880161522,-2.42196612936833e-7,1.1953627042012896e-11) Dual{Cells()}(-0.0005859165880161522,-7.289566251741202e-5,3.594244917608897e-9) Dual{Cells()}(-0.0005859165880161522,-0.4347140584010224,2.4105844184929074e-5) Dual{Cells()}(-0.0005859165880161522,1.1093322266704073,-5.672832906347468e-5) Dual{Cells()}(-0.0005859165880161522,-0.6744734934350839,3.163107422273892e-5) Dual{Cells()}(-0.0005859165880161522,-7.15369751706988e-5,3.532820853491062e-9) Dual{Cells()}(3.828411386084465e-16,-6.537639190646634e-8,2.9172138003600675e-12) Dual{Cells()}(3.828411386084465e-16,-1.9444907813135996e-5,8.672650738173814e-10) Dual{Cells()}(3.828411386084465e-16,-0.6744734934350839,3.541927590421451e-5) Dual{Cells()}(3.828411386084465e-16,2.0836377044889947,-9.466924900501595e-5) Dual{Cells()}(3.828411386084465e-16,-1.409125617888835,5.976829566716384e-5) Dual{Cells()}(3.828411386084465e-16,-1.9082880870751762e-5,8.517144626262986e-10) Dual{Cells()}(-1.6892807945158583e-15,-6.580276715882405e-8,2.7928411769999704e-12) Dual{Cells()}(-1.6892807945158583e-15,-1.9508630084437615e-5,8.278688703227044e-10) Dual{Cells()}(-1.6892807945158583e-15,-1.409125617888835,6.30364528163462e-5) Dual{Cells()}(-1.6892807945158583e-15,2.8256964131883433,-0.00011998941258049882) Dual{Cells()}(-1.6892807945158583e-15,-1.4165320755160051,5.718669248724572e-5) Dual{Cells()}(-1.6892807945158583e-15,-1.9145350651334524e-5,8.125895661364381e-10) Dual{Cells()}(6.964904245343949e-17,-6.606158108571428e-8,2.666588353609249e-12) Dual{Cells()}(6.964904245343949e-17,-1.952224878861922e-5,7.88170517337532e-10) Dual{Cells()}(6.964904245343949e-17,-1.4165320755160051,6.0219473627189674e-5) Dual{Cells()}(6.964904245343949e-17,1.8599359400179014,-7.299428505530691e-5) Dual{Cells()}(6.964904245343949e-17,-0.44336511739028384,1.3494863430121495e-5) Dual{Cells()}(6.964904245343949e-17,-1.9158801242835055e-5,7.731617292868081e-10) Dual{Cells()}(0.0005608613713139883,-1.802871026042211e-7,6.096105836660122e-12) Dual{Cells()}(0.0005608613713139883,-5.258681402330744e-5,1.7812256633672024e-9) Dual{Cells()}(0.0005608613713139883,-0.44336511739028384,1.580602856884074e-5) Dual{Cells()}(0.0005608613713139883,0.6975895057773194,-2.1818772096309393e-5) Dual{Cells()}(0.0005608613713139883,-0.2541200078484464,7.0599866558945936e-6) Dual{Cells()}(0.0005608613713139883,-5.161343746321771e-5,1.742774626305182e-9) Dual{Cells()}(0.000581808910826789,-1.6842199043547553e-7,4.6195078392954e-12) Dual{Cells()}(0.000581808910826789,-4.801737500521982e-5,1.322814485384483e-9) Dual{Cells()}(0.000581808910826789,-0.2541200078484464,8.320378892014304e-6) Dual{Cells()}(0.000581808910826789,0.490808320695624,-1.3370389957422878e-5) Dual{Cells()}(0.000581808910826789,-0.23659297722806022,5.8523245300062635e-6) Dual{Cells()}(0.000581808910826789,-4.714982212177846e-5,1.288786566489382e-9) Dual{Cells()}(0.0005973879275465408,-1.5630700241341056e-7,3.795643805154793e-12) Dual{Cells()}(0.0005973879275465408,-4.3565970379125456e-5,1.0647359257247365e-9) Dual{Cells()}(0.0005973879275465408,-0.23659297722806022,6.3077877195216275e-6) Dual{Cells()}(0.0005973879275465408,0.23667950329584378,-5.854426504766061e-6) Dual{Cells()}(0.0005973879275465408,-4.2803790402023396e-5,1.0341976898121198e-9) Dual{Cells()}(0.0005330205870037781,-1.6643006376563454e-7,4.295623018875307e-12) Dual{Cells()}(0.0005330205870037781,-4.497920600564278e-5,1.157650890108529e-9) Dual{Cells()}(0.0005330205870037781,0.2512846619259019,-6.571944866747838e-6) Dual{Cells()}(0.0005330205870037781,-0.2511953514220525,7.0015249337400225e-6) Dual{Cells()}(0.0005330205870037781,-4.416486777991513e-5,1.1441270034274214e-9) Dual{Cells()}(0.0005332956145922777,-1.7833041247367683e-7,5.07277751547145e-12) Dual{Cells()}(0.0005332956145922777,-4.71490204341223e-5,1.3384766676925466e-9) Dual{Cells()}(0.0005332956145922777,-0.2511953514220525,6.569638367347597e-6) Dual{Cells()}(0.0005332956145922777,0.5206559367313075,-1.474179629593095e-5) Dual{Cells()}(0.0005332956145922777,-0.269366946088136,8.877390584266019e-6) Dual{Cells()}(0.0005332956145922777,-4.6311870272384956e-5,1.3208689545229978e-9) Dual{Cells()}(0.000529564794405337,-1.9139354768651462e-7,6.473241754838819e-12) Dual{Cells()}(0.000529564794405337,-4.9516858579218956e-5,1.6731846766703575e-9) Dual{Cells()}(0.000529564794405337,-0.269366946088136,7.73760659367242e-6) Dual{Cells()}(0.000529564794405337,0.7420383161829798,-2.3493205496043386e-5) Dual{Cells()}(0.000529564794405337,-0.47257300884815784,1.6675870524552175e-5) Dual{Cells()}(0.000529564794405337,-4.865299455904248e-5,1.647447569193423e-9) Dual{Cells()}(-2.253397504923035e-16,-7.102335291257917e-8,2.788207618525522e-12) Dual{Cells()}(-2.253397504923035e-16,-1.815137144092216e-5,7.1239833955832e-10) Dual{Cells()}(-2.253397504923035e-16,-0.47257300884815784,1.461248761437818e-5) Dual{Cells()}(-2.253397504923035e-16,1.999418904542376,-7.655190930359651e-5) Dual{Cells()}(-2.253397504923035e-16,-1.526809836604314,6.248394094881828e-5) Dual{Cells()}(-2.253397504923035e-16,-1.783669511033984e-5,7.003930831934188e-10) Dual{Cells()}(-2.4451275510139703e-16,-7.109536115919118e-8,2.9118471107343393e-12) Dual{Cells()}(-2.4451275510139703e-16,-1.8115291312119347e-5,7.418726647128428e-10) Dual{Cells()}(-2.4451275510139703e-16,-1.526809836604314,5.987462318378836e-5) Dual{Cells()}(-2.4451275510139703e-16,3.0537613593712467,-0.00012491700526423105) Dual{Cells()}(-2.4451275510139703e-16,-1.5269155348624583,6.521604883860876e-5) Dual{Cells()}(-2.4451275510139703e-16,-1.7801517801073406e-5,7.291099912778872e-10) Dual{Cells()}(2.3897461010856065e-16,-7.10305139727897e-8,3.034255280965256e-12) Dual{Cells()}(2.3897461010856065e-16,-1.8044620651586395e-5,7.708525853692444e-10) Dual{Cells()}(2.3897461010856065e-16,-1.5269155348624583,6.243159042089417e-5) Dual{Cells()}(2.3897461010856065e-16,2.2678746899137225,-9.816303352337051e-5) Dual{Cells()}(2.3897461010856065e-16,-0.7409233071295849,3.6106722382339415e-5) Dual{Cells()}(2.3897461010856065e-16,-1.7732270514051757e-5,7.573462350413851e-10) Dual{Cells()}(-0.0005273575049712147,-2.6797287575387985e-7,1.245052634746046e-11) Dual{Cells()}(-0.0005273575049712147,-6.733810603950088e-5,3.129484496474293e-9) Dual{Cells()}(-0.0005273575049712147,-0.7409233071295849,3.29454534670528e-5) Dual{Cells()}(-0.0005273575049712147,1.2292750920944229,-5.8653575593486376e-5) Dual{Cells()}(-0.0005273575049712147,-0.48821800293296647,2.486122321835706e-5) Dual{Cells()}(-0.0005273575049712147,-6.617595295652693e-5,3.0730728058793732e-9) Dual{Cells()}(-0.0005317853493823077,-2.659142283186385e-7,1.3472928214942368e-11) Dual{Cells()}(-0.0005317853493823077,-6.558355408770649e-5,3.3243365846124296e-9) Dual{Cells()}(-0.0005317853493823077,-0.48821800293296647,2.2540638374334715e-5) Dual{Cells()}(-0.0005317853493823077,0.9742974849702498,-4.938891864608436e-5) Dual{Cells()}(-0.0005317853493823077,-0.4859491744222546,2.5795891026653393e-5) Dual{Cells()}(-0.0005317853493823077,-6.445814671275143e-5,3.263271275654651e-9) Dual{Cells()}(-0.0005367301895956967,-2.6549008430233747e-7,1.4048876503631095e-11) Dual{Cells()}(-0.0005367301895956967,-6.427689841342939e-5,3.4030256325463326e-9) Dual{Cells()}(-0.0005367301895956967,-0.4859491744222546,2.452109462591306e-5) Dual{Cells()}(-0.0005367301895956967,0.48607689834604695,-2.5802648101732808e-5) Dual{Cells()}(-0.0005367301895956967,-6.318153529461452e-5,3.3403278657178766e-9) Dual{Cells()}(-0.0006526983700176982,-2.6300195916073993e-7,1.511693841781422e-11) Dual{Cells()}(-0.0006526983700176982,-6.176951094275372e-5,3.5460629173453092e-9) Dual{Cells()}(-0.0006526983700176982,0.48720213431085435,-2.816865355416256e-5) Dual{Cells()}(-0.0006526983700176982,-0.4870793432860058,2.6416932922229455e-5) Dual{Cells()}(-0.0006526983700176982,-6.075851194669654e-5,3.4942753669446698e-9) Dual{Cells()}(-0.0006601746559527627,-2.697403277671407e-7,1.4701137703630527e-11) Dual{Cells()}(-0.0006601746559527627,-6.221700876650852e-5,3.3871722492785863e-9) Dual{Cells()}(-0.0006601746559527627,-0.4870793432860058,2.8161597610712042e-5) Dual{Cells()}(-0.0006601746559527627,0.989099255328344,-5.405377730857349e-5) Dual{Cells()}(-0.0006601746559527627,-0.501896220997483,2.446979346613234e-5) Dual{Cells()}(-0.0006601746559527627,-6.120429576095608e-5,3.3374157442695323e-9) Dual{Cells()}(-0.0006651836452766,-2.793003278609729e-7,1.3714640805433842e-11) Dual{Cells()}(-0.0006651836452766,-6.327902457844133e-5,3.1048150322502067e-9) Dual{Cells()}(-0.0006651836452766,-0.501896220997483,2.7630104680457287e-5) Dual{Cells()}(-0.0006651836452766,1.2794426192064192,-6.504278884513508e-5) Dual{Cells()}(-0.0006651836452766,-0.777420587602027,3.629380111823353e-5) Dual{Cells()}(-0.0006651836452766,-6.225228200304006e-5,3.057876085528878e-9) Dual{Cells()}(5.975273895547517e-16,-7.528643919289961e-8,3.3469282651072535e-12) Dual{Cells()}(5.975273895547517e-16,-1.6882303051571873e-5,7.502358387526195e-10) Dual{Cells()}(5.975273895547517e-16,-0.777420587602027,4.0566818697621494e-5) Dual{Cells()}(5.975273895547517e-16,2.399984481534795,-0.00010858977980818486) Dual{Cells()}(5.975273895547517e-16,-1.6225303276820584,6.860184021202267e-5) Dual{Cells()}(5.975273895547517e-16,-1.660866121873943e-5,7.384308675489692e-10) Dual{Cells()}(-7.842256199180884e-16,-7.574395507876965e-8,3.2049244620861603e-12) Dual{Cells()}(-7.842256199180884e-16,-1.6937265657732558e-5,7.165589884800162e-10) Dual{Cells()}(-7.842256199180884e-16,-1.6225303276820584,7.229448664013319e-5) Dual{Cells()}(-7.842256199180884e-16,3.252937211990098,-0.00013768505086440358) Dual{Cells()}(-7.842256199180884e-16,-1.6303732085990912,6.565237000104096e-5) Dual{Cells()}(-7.842256199180884e-16,-1.6662699335742274e-5,7.050071864977314e-10) Dual{Cells()}(6.009694766876307e-17,-7.601249201867435e-8,3.060825102753878e-12) Dual{Cells()}(6.009694766876307e-17,-1.6949673600248334e-5,6.826026499921979e-10) Dual{Cells()}(6.009694766876307e-17,-1.6303732085990912,6.908178586351373e-5) Dual{Cells()}(6.009694766876307e-17,2.1402385666992543,-8.381081556661981e-5) Dual{Cells()}(6.009694766876307e-17,-0.5098316574419032,1.5535874505749756e-5) Dual{Cells()}(6.009694766876307e-17,-1.667497216793353e-5,6.713041446430635e-10) Dual{Cells()}(0.0006388789440748971,-2.0725238828259008e-7,7.0071203263771236e-12) Dual{Cells()}(0.0006388789440748971,-4.5692843532880416e-5,1.546840151067356e-9) Dual{Cells()}(0.0006388789440748971,-0.5098316574419032,1.8157088598704337e-5) Dual{Cells()}(0.0006388789440748971,0.8020798831229329,-2.5108896693135834e-5) Dual{Cells()}(0.0006388789440748971,-0.29215736946523657,8.138624108373138e-6) Dual{Cells()}(0.0006388789440748971,-4.4956119872085614e-5,1.5183527562882821e-9) Dual{Cells()}(0.000661356664722796,-1.9365051468692302e-7,5.3272223190778385e-12) Dual{Cells()}(0.000661356664722796,-4.185584560066384e-5,1.15517189883314e-9) Dual{Cells()}(0.000661356664722796,-0.29215736946523657,9.569950163085792e-6) Dual{Cells()}(0.000661356664722796,0.5644402247560134,-1.5424764589976178e-5) Dual{Cells()}(0.000661356664722796,-0.27219961069119697,6.764331448059733e-6) Dual{Cells()}(0.000661356664722796,-4.1195103464520034e-5,1.1304145438783037e-9) Dual{Cells()}(0.000677813677865696,-1.7992679607684065e-7,4.391800036407391e-12) Dual{Cells()}(0.000677813677865696,-3.813200890164014e-5,9.351756592698967e-10) Dual{Cells()}(0.000677813677865696,-0.27219961069119697,7.283849914406754e-6) Dual{Cells()}(0.000677813677865696,0.2722754691485337,-6.766183737547773e-6) Dual{Cells()}(0.000677813677865696,-3.754652163897727e-5,9.131324379005419e-10) Dual{Cells()}(0.0006137733115534362,-1.900072298435622e-7,4.890228173971492e-12) Dual{Cells()}(0.0006137733115534362,-3.919644629016914e-5,1.0066688816713651e-9) Dual{Cells()}(0.0006137733115534362,0.28683771984017065,-7.4821260282836e-6) Dual{Cells()}(0.0006137733115534362,-0.2867597568482927,7.976080470182165e-6) Dual{Cells()}(0.0006137733115534362,-3.857653835792888e-5,9.958010418277713e-10) Dual{Cells()}(0.0006131152073784343,-2.0354995910122055e-7,5.7799836212331635e-12) Dual{Cells()}(0.0006131152073784343,-4.119169548278183e-5,1.167900880337056e-9) Dual{Cells()}(0.0006131152073784343,-0.2867597568482927,7.480118415041986e-6) Dual{Cells()}(0.0006131152073784343,0.5942412941341293,-1.679432817241174e-5) Dual{Cells()}(0.0006131152073784343,-0.30739959078723006,1.01273602612767e-5) Dual{Cells()}(0.0006131152073784343,-4.0551253164692245e-5,1.1539307243844279e-9) Dual{Cells()}(0.0006077955251842828,-2.18362648803138e-7,7.384885891721818e-12) Dual{Cells()}(0.0006077955251842828,-4.3357680156171556e-5,1.4653042694558644e-9) Dual{Cells()}(0.0006077955251842828,-0.30739959078723006,8.815919883099693e-6) Dual{Cells()}(0.0006077955251842828,0.8465314515355999,-2.6784548584350092e-5) Dual{Cells()}(0.0006077955251842828,-0.5390455908706486,1.9029452081336742e-5) Dual{Cells()}(0.0006077955251842828,-4.269383491624439e-5,1.4452063546342656e-9) Dual{Cells()}(-1.3665228359416698e-16,-8.097313857533468e-8,3.182904539595787e-12) Dual{Cells()}(-1.3665228359416698e-16,-1.590626330456336e-5,6.251163387606061e-10) Dual{Cells()}(-1.3665228359416698e-16,-0.5390455908706486,1.6654270316267715e-5) Dual{Cells()}(-1.3665228359416698e-16,2.2796806903326785,-8.73803131701808e-5) Dual{Cells()}(-1.3665228359416698e-16,-1.7406034481628274,7.13586982050704e-5) Dual{Cells()}(-1.3665228359416698e-16,-1.566406275964138e-5,6.158209730954023e-10) Dual{Cells()}(2.1302394818672406e-16,-8.103429669398087e-8,3.3244461990416715e-12) Dual{Cells()}(2.1302394818672406e-16,-1.587641545640231e-5,6.512703457804656e-10) Dual{Cells()}(2.1302394818672406e-16,-1.7406034481628274,6.83496169612234e-5) Dual{Cells()}(2.1302394818672406e-16,3.4808807793233285,-0.00014263521370812653) Dual{Cells()}(2.1302394818672406e-16,-1.740245738853041,7.44878160402615e-5) Dual{Cells()}(2.1302394818672406e-16,-1.5634857707068583e-5,6.41406686997745e-10) Dual{Cells()}(-3.0897454790887877e-16,-8.093707076093608e-8,3.4645398785913715e-12) Dual{Cells()}(-3.0897454790887877e-16,-1.58157532017184e-5,6.770002375638085e-10) Dual{Cells()}(-3.0897454790887877e-16,-1.740245738853041,7.127521950372768e-5) Dual{Cells()}(-3.0897454790887877e-16,2.584084489548823,-0.00011210325880349451) Dual{Cells()}(-3.0897454790887877e-16,-0.8438072787507691,4.126514956017215e-5) Dual{Cells()}(-3.0897454790887877e-16,-1.557525474057066e-5,6.665781298998034e-10) Dual{Cells()}(-0.0006069202676885254,-3.050534286771396e-7,1.4214037869944602e-11) Dual{Cells()}(-0.0006069202676885254,-5.9042621668438083e-5,2.751545404277651e-9) Dual{Cells()}(-0.0006069202676885254,-0.8438072787507691,3.761409573189815e-5) Dual{Cells()}(-0.0006069202676885254,1.399268721586734,-6.698233912167935e-5) Dual{Cells()}(-0.0006069202676885254,-0.555343947992128,2.8392744913835685e-5) Dual{Cells()}(-0.0006069202676885254,-5.8147168739750604e-5,2.7080962888767173e-9) Dual{Cells()}(-0.0006114201470775547,-3.0223829775171416e-7,1.5371531488890072e-11) Dual{Cells()}(-0.0006114201470775547,-5.7545515593822023e-5,2.9275053890745643e-9) Dual{Cells()}(-0.0006114201470775547,-0.555343947992128,2.5711715818852267e-5) Dual{Cells()}(-0.0006114201470775547,1.107414944925331,-5.635413863857573e-5) Dual{Cells()}(-0.0006114201470775547,-0.5519564719914224,2.9428658239014463e-5) Dual{Cells()}(-0.0006114201470775547,-5.667718788906332e-5,2.8804840262740244e-9) Dual{Cells()}(-0.0006163388414554132,-3.0134151663306545e-7,1.601472148373201e-11) Dual{Cells()}(-0.0006163388414554132,-5.6447739849588756e-5,3.000835433829686e-9) Dual{Cells()}(-0.0006163388414554132,-0.5519564719914224,2.7955570543382256e-5) Dual{Cells()}(-0.0006163388414554132,0.552068822260802,-2.943462738160652e-5) Dual{Cells()}(-0.0006163388414554132,-5.560118801334457e-5,2.952502042917073e-9) Dual{Cells()}(-0.0007318749531950122,-2.9888878203984366e-7,1.707941665691905e-11) Dual{Cells()}(-0.0007318749531950122,-5.451442607803242e-5,3.1115796135572574e-9) Dual{Cells()}(-0.0007318749531950122,0.5532852927632544,-3.1789377423638366e-5) Dual{Cells()}(-0.0007318749531950122,-0.5531767548025658,2.984327868715334e-5) Dual{Cells()}(-0.0007318749531950122,-5.3724645828621765e-5,3.07073733709529e-9) Dual{Cells()}(-0.0007393455960358748,-3.0609532053913196e-7,1.6596524385554024e-11) Dual{Cells()}(-0.0007393455960358748,-5.494511348413011e-5,2.9761127667834884e-9) Dual{Cells()}(-0.0007393455960358748,-0.5531767548025658,3.1783177869395316e-5) Dual{Cells()}(-0.0007393455960358748,1.122377820067221,-6.0999140903767796e-5) Dual{Cells()}(-0.0007393455960358748,-0.5690916609434434,2.763439852695524e-5) Dual{Cells()}(-0.0007393455960358748,-5.415311240713224e-5,2.9368544457687975e-9) Dual{Cells()}(-0.0007442934560199352,-3.1640148221195917e-7,1.547551155679592e-11) Dual{Cells()}(-0.0007442934560199352,-5.590336963510431e-5,2.7323048031989916e-9) Dual{Cells()}(-0.0007442934560199352,-0.5690916609434434,3.114993255150579e-5) Dual{Cells()}(-0.0007442934560199352,1.449579589458178,-7.334801339114498e-5) Dual{Cells()}(-0.0007442934560199352,-0.8803766086729063,4.095187880369989e-5) Dual{Cells()}(-0.0007442934560199352,-5.510007071090078e-5,2.6953659095597056e-9) Dual{Cells()}(3.215979784944352e-16,-8.519593404282567e-8,3.776709614954878e-12) Dual{Cells()}(3.215979784944352e-16,-1.4916244434296862e-5,6.60971545693736e-10) Dual{Cells()}(3.215979784944352e-16,-0.8803766086729063,4.5708171757134946e-5) Dual{Cells()}(3.215979784944352e-16,2.7163301288422637,-0.00012249620655006033) Dual{Cells()}(3.215979784944352e-16,-1.835923816573474,7.742728209506446e-5) Dual{Cells()}(3.215979784944352e-16,-1.4702155515142418e-5,6.517240343164703e-10) Dual{Cells()}(-1.383884214928496e-16,-8.568468308455058e-8,3.6171321902175274e-12) Dual{Cells()}(-1.383884214928496e-16,-1.4964535144237725e-5,6.31589581854747e-10) Dual{Cells()}(-1.383884214928496e-16,-1.835923816573474,8.154301132820715e-5) Dual{Cells()}(-1.383884214928496e-16,3.6801493857877356,-0.00015536414880188052) Dual{Cells()}(-1.383884214928496e-16,-1.8441957692440238,7.411089078117912e-5) Dual{Cells()}(-1.383884214928496e-16,-1.4749750410907904e-5,6.225668869076958e-10) Dual{Cells()}(-1.230166834133664e-16,-8.596303538446957e-8,3.4552492440232596e-12) Dual{Cells()}(-1.230166834133664e-16,-1.4975876992721363e-5,6.019497546250286e-10) Dual{Cells()}(-1.230166834133664e-16,-1.8441957692440238,7.793560901170458e-5) Dual{Cells()}(-1.230166834133664e-16,2.4205178487031596,-9.461888563329118e-5) Dual{Cells()}(-1.230166834133664e-16,-0.5762922566275163,1.7576574102900726e-5) Dual{Cells()}(-1.230166834133664e-16,-1.4760991591510471e-5,5.931526706898792e-10) Dual{Cells()}(0.0007167129891562644,-2.3421731364375074e-7,7.919302185360499e-12) Dual{Cells()}(0.0007167129891562644,-4.039628606965456e-5,1.3670897760230125e-9) Dual{Cells()}(0.0007167129891562644,-0.5762922566275163,2.0506796398520562e-5) Dual{Cells()}(0.0007167129891562644,0.9065644562210492,-2.8398270551062583e-5) Dual{Cells()}(0.0007167129891562644,-0.33019174975774507,9.21731045681924e-6) Dual{Cells()}(0.0007167129891562644,-3.981933240466235e-5,1.3451711731652822e-9) Dual{Cells()}(0.0007407219439388071,-2.188754303898857e-7,6.036763434981779e-12) Dual{Cells()}(0.0007407219439388071,-3.7095527907350256e-5,1.02552845440381e-9) Dual{Cells()}(0.0007407219439388071,-0.33019174975774507,1.0818976813214317e-5) Dual{Cells()}(0.0007407219439388071,0.6380672350828059,-1.7479284690005846e-5) Dual{Cells()}(0.0007407219439388071,-0.3078015957546899,7.676608579608377e-6) Dual{Cells()}(0.0007407219439388071,-3.657516703326062e-5,1.0067430493722623e-9) Dual{Cells()}(0.0007580646306363945,-2.0353414624747936e-7,4.989940045104488e-12) Dual{Cells()}(0.0007580646306363945,-3.390224046887195e-5,8.340243376817007e-10) Dual{Cells()}(0.0007580646306363945,-0.3078015957546899,8.259936742720181e-6) Dual{Cells()}(0.0007580646306363945,0.3078691390894472,-7.678264069955406e-6) Dual{Cells()}(0.0007580646306363945,-3.343756014213659e-5,8.173988923763374e-10) Dual{Cells()}(0.0006943264173662962,-2.1358014029728402e-7,5.486345232426107e-12) Dual{Cells()}(0.0006943264173662962,-3.473159512465038e-5,8.90623549890832e-10) Dual{Cells()}(0.0006943264173662962,0.3223934577095051,-8.39266779517832e-6) Dual{Cells()}(0.0006943264173662962,-0.32232426914795304,8.950700225894924e-6) Dual{Cells()}(0.0006943264173662962,-3.424338628714152e-5,8.817207965327591e-10) Dual{Cells()}(0.0006927326713058762,-2.2876701272430464e-7,6.488475518317531e-12) Dual{Cells()}(0.0006927326713058762,-3.657080828304133e-5,1.0359548795781618e-9) Dual{Cells()}(0.0006927326713058762,-0.32232426914795304,8.390890302994826e-6) Dual{Cells()}(0.0006927326713058762,0.6678262568313363,-1.8846945468703652e-5) Dual{Cells()}(0.0006927326713058762,-0.3454291232890972,1.1376635971124004e-5) Dual{Cells()}(0.0006927326713058762,-3.606481899029415e-5,1.0246227455579e-9) Dual{Cells()}(0.0006858274064255738,-2.453303270490571e-7,8.297240969789002e-12) Dual{Cells()}(0.0006858274064255738,-3.85605606770321e-5,1.3033588217395555e-9) Dual{Cells()}(0.0006858274064255738,-0.3454291232890972,9.894178493156767e-6) Dual{Cells()}(0.0006858274064255738,0.9510168763458932,-3.007468742902417e-5) Dual{Cells()}(0.0006858274064255738,-0.6055109126358733,2.1381247254752504e-5) Dual{Cells()}(0.0006858274064255738,-3.8034529918592766e-5,1.287254935729405e-9) Dual{Cells()}(-1.4331725462076284e-16,-9.092276462296956e-8,3.577673483874871e-12) Dual{Cells()}(-1.4331725462076284e-16,-1.4155210682388072e-5,5.568555114522971e-10) Dual{Cells()}(-1.4331725462076284e-16,-0.6055109126358733,1.8695452818714592e-5) Dual{Cells()}(-1.4331725462076284e-16,2.5599233181005077,-9.819859818221292e-5) Dual{Cells()}(-1.4331725462076284e-16,-1.954384196270369,8.022347548493783e-5) Dual{Cells()}(-1.4331725462076284e-16,-1.3963060818611889e-5,5.494573735735408e-10) Dual{Cells()}(-1.1107748099718397e-16,-9.097321710382008e-8,3.737067890465464e-12) Dual{Cells()}(-1.1107748099718397e-16,-1.4129922744680586e-5,5.803502749552727e-10) Dual{Cells()}(-1.1107748099718397e-16,-1.954384196270369,7.681624112416143e-5) Dual{Cells()}(-1.1107748099718397e-16,3.9079856901746752,-0.00016033414834740214) Dual{Cells()}(-1.1107748099718397e-16,-1.9535733347647306,8.374850874749327e-5) Dual{Cells()}(-1.1107748099718397e-16,-1.3938243613970394e-5,5.7251132001326e-10) Dual{Cells()}(-1.8386169880561517e-17,-9.08437741876004e-8,3.894801344253312e-12) Dual{Cells()}(-1.8386169880561517e-17,-1.407687468667597e-5,6.034743597045324e-10) Dual{Cells()}(-1.8386169880561517e-17,-1.9535733347647306,8.010951634900601e-5) Dual{Cells()}(-1.8386169880561517e-17,2.9003077331545315,-0.00012602710980917292) Dual{Cells()}(-1.8386169880561517e-17,-0.946706344667767,4.641620756765572e-5) Dual{Cells()}(-1.8386169880561517e-17,-1.3886003572812641e-5,5.952020831436798e-10) Dual{Cells()}(-0.0006863031962739068,-3.421360324736267e-7,1.597714427810388e-11) Dual{Cells()}(-0.0006863031962739068,-5.256703185985801e-5,2.4548233432303876e-9) Dual{Cells()}(-0.0006863031962739068,-0.946706344667767,4.2277398574273956e-5) Dual{Cells()}(-0.0006863031962739068,1.569299476739248,-7.530024099656542e-5) Dual{Cells()}(-0.0006863031962739068,-0.6224883670459719,3.191904023574518e-5) Dual{Cells()}(-0.0006863031962739068,-5.185585761678198e-5,2.4203916063507613e-9) Dual{Cells()}(-0.0006908524051513584,-3.385665678057266e-7,1.726943926982906e-11) Dual{Cells()}(-0.0006908524051513584,-5.126360054926748e-5,2.6150147070466924e-9) Dual{Cells()}(-0.0006908524051513584,-0.6224883670459719,2.8879142553092465e-5) Dual{Cells()}(-0.0006908524051513584,1.2405820263851521,-6.330961153119036e-5) Dual{Cells()}(-0.0006908524051513584,-0.6179914840882347,3.3055838572946144e-5) Dual{Cells()}(-0.0006908524051513584,-5.057308382836561e-5,2.577768476150479e-9) Dual{Cells()}(-0.0006957350341914987,-3.371987601508892e-7,1.7979707755289125e-11) Dual{Cells()}(-0.0006957350341914987,-5.0320123068137935e-5,2.6833289418576743e-9) Dual{Cells()}(-0.0006957350341914987,-0.6179914840882347,3.138536157182282e-5) Dual{Cells()}(-0.0006957350341914987,0.6180917873669663,-3.306118455599877e-5) Dual{Cells()}(-0.0006957350341914987,-4.9645956903405516e-5,2.64501467866941e-9) Dual{Cells()}(-0.0008120737900040849,-3.3471721791573233e-7,1.9048564944421257e-11) Dual{Cells()}(-0.0008120737900040849,-4.8771155283731875e-5,2.7731373540549967e-9) Dual{Cells()}(-0.0008120737900040849,0.6192032111089787,-3.543371377113951e-5) Dual{Cells()}(-0.0008120737900040849,-0.6191059679359135,3.328727130348149e-5) Dual{Cells()}(-0.0008120737900040849,-4.813730056341971e-5,2.7401437941889793e-9) Dual{Cells()}(-0.0008195786757282845,-3.424015280219294e-7,1.8498141519763976e-11) Dual{Cells()}(-0.0008195786757282845,-4.918430386023439e-5,2.6551185053155935e-9) Dual{Cells()}(-0.0008195786757282845,-0.6191059679359135,3.542818127203189e-5) Dual{Cells()}(-0.0008195786757282845,1.255367328556695,-6.798592658617406e-5) Dual{Cells()}(-0.0008195786757282845,-0.6361632858198127,3.081265333698373e-5) Dual{Cells()}(-0.0008195786757282845,-4.854809558053431e-5,2.6233899642273783e-9) Dual{Cells()}(-0.0008244598315744776,-3.5347274396796215e-7,1.724122840266656e-11) Dual{Cells()}(-0.0008244598315744776,-5.00610124270338e-5,2.44048090715463e-9) Dual{Cells()}(-0.0008244598315744776,-0.6361632858198127,3.4693358131581704e-5) Dual{Cells()}(-0.0008244598315744776,1.6194715053867905,-8.170084649390837e-5) Dual{Cells()}(-0.0008244598315744776,-0.9832083895841716,4.5631142267805884e-5) Dual{Cells()}(-0.0008244598315744776,-4.941549763518581e-5,2.4106808517280407e-9) Dual{Cells()}(1.425028446850587e-15,-9.510168388396703e-8,4.207307549826424e-12) Dual{Cells()}(1.425028446850587e-15,-1.3359480939971874e-5,5.908635969928627e-10) Dual{Cells()}(1.425028446850587e-15,-0.9832083895841716,5.0883324658832926e-5) Dual{Cells()}(1.425028446850587e-15,3.032438897485071,-0.00013646795455235294) Dual{Cells()}(1.425028446850587e-15,-2.049203865879385,8.628675963718536e-5) Dual{Cells()}(1.425028446850587e-15,-1.318743889090205e-5,5.834286010753829e-10) Dual{Cells()}(1.4051671354770625e-15,-9.562340928426093e-8,4.029889840057064e-12) Dual{Cells()}(1.4051671354770625e-15,-1.340289641053776e-5,5.647779435834822e-10) Dual{Cells()}(1.4051671354770625e-15,-2.049203865879385,9.083563377272792e-5) Dual{Cells()}(1.4051671354770625e-15,4.107194294114402,-0.0001731157757905496) Dual{Cells()}(1.4051671354770625e-15,-2.057963699405372,8.259888758363778e-5) Dual{Cells()}(1.4051671354770625e-15,-1.3230309824727884e-5,5.575398133302754e-10) Dual{Cells()}(-1.0562104677176359e-16,-9.591304296359107e-8,3.849938288872197e-12) Dual{Cells()}(-1.0562104677176359e-16,-1.3413612088382324e-5,5.384529449382143e-10) Dual{Cells()}(-1.0562104677176359e-16,-2.057963699405372,8.682788979983761e-5) Dual{Cells()}(-1.0562104677176359e-16,2.7007571177102694,-0.00010546198360761006) Dual{Cells()}(-1.0562104677176359e-16,-0.6427666678348654,1.961701154120738e-5) Dual{Cells()}(-1.0562104677176359e-16,-1.3240944900793074e-5,5.314128250275229e-10) Dual{Cells()}(0.0007954976778063267,-2.611863003164909e-7,8.829126463173132e-12) Dual{Cells()}(0.0007954976778063267,-3.620031381711516e-5,1.224716946044218e-9) Dual{Cells()}(0.0007954976778063267,-0.6427666678348654,2.2862022308845474e-5) Dual{Cells()}(0.0007954976778063267,1.0110470794957194,-3.16876564286764e-5) Dual{Cells()}(0.0007954976778063267,-0.3682082138933241,1.0293381833480449e-5) Dual{Cells()}(0.0007954976778063267,-3.573626741235452e-5,1.2073373010295603e-9) Dual{Cells()}(0.0008211498146261712,-2.4408147904763053e-7,6.739865811604126e-12) Dual{Cells()}(0.0008211498146261712,-3.3302160913728774e-5,9.214913904887742e-10) Dual{Cells()}(0.0008211498146261712,-0.3682082138933241,1.2068204066251099e-5) Dual{Cells()}(0.0008211498146261712,0.7115869285943752,-1.952611273762679e-5) Dual{Cells()}(0.0008211498146261712,-0.34331228671982383,8.583079393332492e-6) Dual{Cells()}(0.0008211498146261712,-3.288173883450862e-5,9.067625224600204e-10) Dual{Cells()}(0.0008394621849356145,-2.2708392570527562e-7,5.5791898812375324e-12) Dual{Cells()}(0.0008394621849356145,-3.0503237495698186e-5,7.516993240103214e-10) Dual{Cells()}(0.0008394621849356145,-0.34331228671982383,9.230896032236106e-6) Dual{Cells()}(0.0008394621849356145,0.3433731425479405,-8.584575257644599e-6) Dual{Cells()}(0.0008394621849356145,-3.012550669522463e-5,7.387306302588715e-10) Dual{Cells()}(0.0007764903141018298,-2.396973264411975e-7,6.237942544313163e-12) Dual{Cells()}(0.0007764903141018298,-3.134742150418189e-5,7.963095043243335e-10) Dual{Cells()}(0.0007764903141018298,0.3611153806076392,-9.520877133467582e-6) Dual{Cells()}(0.0007764903141018298,-0.36105099939624574,1.0165521016273785e-5) Dual{Cells()}(0.0007764903141018298,-3.279409256283303e-5,1.1191744206065817e-9) Dual{Cells()}(0.0007739655646162958,-2.557471880061886e-7,7.345534063376347e-12) Dual{Cells()}(0.0007739655646162958,-3.299810447209698e-5,9.28794344637326e-10) Dual{Cells()}(0.0007739655646162958,-0.36105099939624574,9.519390160347802e-6) Dual{Cells()}(0.0007739655646162958,0.7464192348327395,-2.1337922472928454e-5) Dual{Cells()}(0.0007739655646162958,-0.3853012066360206,1.2872095328256604e-5) Dual{Cells()}(0.0007739655646162958,-3.377494881319425e-5,1.2313156625917102e-9) Dual{Cells()}(0.0007654312255985284,-2.7298968915164806e-7,9.349711482125336e-12) Dual{Cells()}(0.0007654312255985284,-3.476504365164355e-5,1.1728926380490621e-9) Dual{Cells()}(0.0007654312255985284,-0.3853012066360206,1.1170625507763193e-5) Dual{Cells()}(0.0007654312255985284,1.0587997282519044,-3.3899763291029213e-5) Dual{Cells()}(0.0007654312255985284,-0.6734289308256013,2.4098823991969304e-5) Dual{Cells()}(0.0007654312255985284,-3.455275694187258e-5,1.4292648088409905e-9) Dual{Cells()}(1.757598307472157e-16,-1.0087477835954635e-7,4.021672812062556e-12) Dual{Cells()}(1.757598307472157e-16,-1.2751554326697285e-5,5.023028380911804e-10) Dual{Cells()}(1.757598307472157e-16,-0.6734289308256013,2.102536035488492e-5) Dual{Cells()}(1.757598307472157e-16,2.8410181671906263,-0.00011041979880657286) Dual{Cells()}(1.757598307472157e-16,-2.1675639565102167,9.021455998577853e-5) Dual{Cells()}(1.757598307472157e-16,-1.2427425703147946e-5,5.7940780004409e-10) Dual{Cells()}(-2.964281795359276e-16,-1.0085428967476584e-7,4.198969053948312e-12) Dual{Cells()}(-2.964281795359276e-16,-1.2725633818227685e-5,5.237903166194966e-10) Dual{Cells()}(-2.964281795359276e-16,-2.1675639565102167,8.631997132771708e-5) Dual{Cells()}(-2.964281795359276e-16,4.332613320519241,-0.00018019607791896252) Dual{Cells()}(-2.964281795359276e-16,-2.165024199834674,9.414013785839683e-5) Dual{Cells()}(-2.964281795359276e-16,-1.233768624237009e-5,5.970375055356448e-10) Dual{Cells()}(-1.3318630090773828e-16,-1.006358506887302e-7,4.374475216633826e-12) Dual{Cells()}(-1.3318630090773828e-16,-1.2674674674139392e-5,5.449455990211824e-10) Dual{Cells()}(-1.3318630090773828e-16,-2.165024199834674,8.998046816950155e-5) Dual{Cells()}(-1.3318630090773828e-16,3.212577769320517,-0.00014159283449641368) Dual{Cells()}(-1.3318630090773828e-16,-1.0475285685287965,5.218436716274486e-5) Dual{Cells()}(-1.3318630090773828e-16,-1.2225646521415865e-5,6.146671198990108e-10) Dual{Cells()}(-0.0007690332596401792,-3.783804909333514e-7,1.7930002392231082e-11) Dual{Cells()}(-0.0007690332596401792,-4.7314539857574234e-5,2.2192382245146027e-9) Dual{Cells()}(-0.0007690332596401792,-1.0475285685287965,4.745160150165705e-5) Dual{Cells()}(-0.0007690332596401792,1.7353303915227962,-8.455793522392932e-5) Dual{Cells()}(-0.0007690332596401792,-0.6877089561312127,3.5845704730208095e-5) Dual{Cells()}(-0.0007690332596401792,-4.517394243835887e-5,2.4619211224627675e-9) Dual{Cells()}(-0.0007735297289131333,-3.7367053675945516e-7,1.9360532718715497e-11) Dual{Cells()}(-0.0007735297289131333,-4.613550201370556e-5,2.3671883134138952e-9) Dual{Cells()}(-0.0007735297289131333,-0.6877089561312127,3.236908968788727e-5) Dual{Cells()}(-0.0007735297289131333,1.3693642548120932,-7.100964988528548e-5) Dual{Cells()}(-0.0007735297289131333,-0.6815652056895266,3.706988267191465e-5) Dual{Cells()}(-0.0007735297289131333,-4.3583818803520374e-5,2.5929509329585794e-9) Dual{Cells()}(-0.0007783338368303177,-3.716429422853397e-7,2.014049466787247e-11) Dual{Cells()}(-0.0007783338368303177,-4.5298004609370115e-5,2.4313821911771913e-9) Dual{Cells()}(-0.0007783338368303177,-0.6815652056895266,3.515915473231628e-5) Dual{Cells()}(-0.0007783338368303177,0.6816534358888017,-3.707480755162153e-5) Dual{Cells()}(-0.0007783338368303177,-4.256055172338227e-5,2.651413853477688e-9) Dual{Cells()}(-0.0008920634735786249,-3.7055134125851577e-7,2.1016631863614435e-11) Dual{Cells()}(-0.0008920634735786249,-4.412357895699677e-5,2.5008092112421442e-9) Dual{Cells()}(-0.0008920634735786249,0.6851567046803863,-3.9072632376069635e-5) Dual{Cells()}(-0.0008920634735786249,-0.6850686070943702,3.6726754079996166e-5) Dual{Cells()}(-0.0008920634735786249,-4.3603455717789354e-5,2.4737108725255636e-9) Dual{Cells()}(-0.0008996098108634737,-3.7871192345092135e-7,2.0398837389809196e-11) Dual{Cells()}(-0.0008996098108634737,-4.451749865404338e-5,2.3963761582997226e-9) Dual{Cells()}(-0.0008996098108634737,-0.6850686070943702,3.9067636825118826e-5) Dual{Cells()}(-0.0008996098108634737,1.3884159501273239,-7.496297480836706e-5) Dual{Cells()}(-0.0008996098108634737,-0.7032584517775359,3.39873569031555e-5) Dual{Cells()}(-0.0008996098108634737,-4.39950448404926e-5,2.3703195298631367e-9) Dual{Cells()}(-0.0009044348312150373,-3.905461541808187e-7,1.9006374348162008e-11) Dual{Cells()}(-0.0009044348312150373,-4.532449941098416e-5,2.204797829445237e-9) Dual{Cells()}(-0.0009044348312150373,-0.7032584517775359,3.8231433643043885e-5) Dual{Cells()}(-0.0009044348312150373,1.7894109647794953,-9.004257322619404e-5) Dual{Cells()}(-0.0009044348312150373,-1.0860620037050122,5.03050587832275e-5) Dual{Cells()}(-0.0009044348312150373,-4.479425138227969e-5,2.180381407243325e-9) Dual{Cells()}(2.2799660108104337e-15,-1.0500762106117969e-7,4.637866820545659e-12) Dual{Cells()}(2.2799660108104337e-15,-1.2096939001651536e-5,5.341724297219842e-10) Dual{Cells()}(2.2799660108104337e-15,-1.0860620037050122,5.605081219772328e-5) Dual{Cells()}(2.2799660108104337e-15,3.3485801423502686,-0.00015042314278351915) Dual{Cells()}(2.2799660108104337e-15,-2.2624939810662648,9.51369446098747e-5) Dual{Cells()}(2.2799660108104337e-15,-1.195563236848518e-5,5.281017189046631e-10) Dual{Cells()}(3.161501552959117e-15,-1.0556216899689866e-7,4.44267223621677e-12) Dual{Cells()}(3.161501552959117e-15,-1.2136338363704397e-5,5.10729163136492e-10) Dual{Cells()}(3.161501552959117e-15,-2.2624939810662648,0.0001001170171182669) Dual{Cells()}(3.161501552959117e-15,4.534247663202506,-0.000190847997110568) Dual{Cells()}(3.161501552959117e-15,-2.2717294456257124,9.107852818104534e-5) Dual{Cells()}(3.161501552959117e-15,-1.1994609996258867e-5,5.048320316090771e-10) Dual{Cells()}(-3.215897303530261e-16,-1.0586294786744485e-7,4.2447206728373566e-12) Dual{Cells()}(-3.215897303530261e-16,-1.2146421358331314e-5,4.870635040828806e-10) Dual{Cells()}(-3.215897303530261e-16,-2.2717294456257124,9.571003253428831e-5) Dual{Cells()}(-3.215897303530261e-16,2.98098785542763,-0.0001162948833317768) Dual{Cells()}(-3.215897303530261e-16,-0.7092341528689381,2.165684928255301e-5) Dual{Cells()}(-3.215897303530261e-16,-1.2004648673355468e-5,4.813411516140137e-10) Dual{Cells()}(0.0008740866669749416,-2.8815412182707936e-7,9.739926252602969e-12) Dual{Cells()}(0.0008740866669749416,-3.279362576331859e-5,1.1092698664113858e-9) Dual{Cells()}(0.0008740866669749416,-0.7092341528689381,2.5215382546461568e-5) Dual{Cells()}(0.0008740866669749416,1.1155212974474527,-3.497578073215219e-5) Dual{Cells()}(0.0008740866669749416,-0.406221650089707,1.1369413982153582e-5) Dual{Cells()}(0.0008740866669749416,-3.241270892225634e-5,1.095278681178833e-9) Dual{Cells()}(0.0009013703682639678,-2.692854063392599e-7,7.44476361137937e-12) Dual{Cells()}(0.0009013703682639678,-3.0212361732123914e-5,8.367875057218275e-10) Dual{Cells()}(0.0009013703682639678,-0.406221650089707,1.3316717361755521e-5) Dual{Cells()}(0.0009013703682639678,0.7851063028415849,-2.1573070177190368e-5) Dual{Cells()}(0.0009013703682639678,-0.3788243040387293,9.489911675622443e-6) Dual{Cells()}(0.0009013703682639678,-2.9867066010089305e-5,8.250822584569969e-10) Dual{Cells()}(0.0009206472088157501,-2.5062958525820994e-7,6.170579523108625e-12) Dual{Cells()}(0.0009206472088157501,-2.77233868085981e-5,6.843690433629729e-10) Dual{Cells()}(0.0009206472088157501,-0.3788243040387293,1.0201987154856504e-5) Dual{Cells()}(0.0009206472088157501,0.3788796908456661,-9.4912760563647e-6) Dual{Cells()}(0.0009206472088157501,-2.7412790542935338e-5,6.741408181950178e-10) Dual{Cells()}(-2.852235435362496e-11,-2.995906409718258e-7,1.1400724907543006e-11) Dual{Cells()}(-2.852235435362496e-11,-3.2494029377176565e-5,1.2365916932600235e-9) Dual{Cells()}(-2.852235435362496e-11,0.43869452333565956,-1.6694917835778825e-5) Dual{Cells()}(-2.852235435362496e-11,-0.43862960456151967,1.669244728407969e-5) Dual{Cells()}(-2.852235435362496e-11,-3.212515412173691e-5,1.2225508682752619e-9) Dual{Cells()}(-2.8236813048388624e-11,-3.016716658258777e-7,1.147991693335888e-11) Dual{Cells()}(-2.8236813048388624e-11,-3.22687005020608e-5,1.228016584451589e-9) Dual{Cells()}(-2.8236813048388624e-11,-0.43862960456151967,1.66924472934947e-5) Dual{Cells()}(-2.8236813048388624e-11,0.8803600537635823,-3.35029000213301e-5) Dual{Cells()}(-2.8236813048388624e-11,-0.4416659739362527,1.6807999054943703e-5) Dual{Cells()}(-2.8236813048388624e-11,-3.190489364203349e-5,1.2141686621388736e-9) Dual{Cells()}(-2.8667399467373035e-11,-3.03752690671539e-7,1.1559108952237725e-11) Dual{Cells()}(-2.8667399467373035e-11,-3.2046474475323205e-5,1.2195595569519658e-9) Dual{Cells()}(-2.8667399467373035e-11,-0.4416659739362527,1.6807999073069127e-5) Dual{Cells()}(-2.8667399467373035e-11,1.1894157006962582,-4.526429283814516e-5) Dual{Cells()}(-2.8667399467373035e-11,-0.7476856889005542,2.8453856737699617e-5) Dual{Cells()}(-2.8667399467373035e-11,-3.168763228519051e-5,1.2059005896110567e-9) Dual{Cells()}(-1.1760267781955029e-18,-1.1071143270866679e-7,4.213050784066887e-12) Dual{Cells()}(-1.1760267781955029e-18,-1.1589222163592306e-5,4.410390492450654e-10) Dual{Cells()}(-1.1760267781955029e-18,-0.7476856889005542,2.8453856764908348e-5) Dual{Cells()}(-1.1760267781955029e-18,3.128066589302431,-0.00011904140987609056) Dual{Cells()}(-1.1760267781955029e-18,-2.3803577405141927,9.058667174990058e-5) Dual{Cells()}(-1.1760267781955029e-18,-1.1459954087382005e-5,4.3611858571936475e-10) Dual{Cells()}(-6.5292569231914785e-18,-1.1081784635886738e-7,4.217100284636938e-12) Dual{Cells()}(-6.5292569231914785e-18,-1.1578035889435299e-5,4.406133446865139e-10) Dual{Cells()}(-6.5292569231914785e-18,-2.3803577405141927,9.058667176805055e-5) Dual{Cells()}(-6.5292569231914785e-18,4.763026056943561,-0.00018126127456008457) Dual{Cells()}(-6.5292569231914785e-18,-2.382645178559837,9.067372226868376e-5) Dual{Cells()}(-6.5292569231914785e-18,-1.144901579551226e-5,4.3570231935425716e-10) Dual{Cells()}(5.732221227044533e-18,-1.109242600096341e-7,4.221149785690557e-12) Dual{Cells()}(5.732221227044533e-18,-1.1566871184272265e-5,4.401884609989431e-10) Dual{Cells()}(5.732221227044533e-18,-2.382645178559837,9.067372227776401e-5) Dual{Cells()}(5.732221227044533e-18,2.382668294453641,-9.067460196479793e-5) Dual{Cells()}(5.732221227044533e-18,-1.143809835990572e-5,4.3528684673823213e-10) Dual{Cells()}(-5.20192887213124e-6,-3.864262462783888e-8,2.6145680379169223e-11) Dual{Cells()}(-5.20192887213124e-6,-2.113298486794153e-5,6.907681890009245e-10) Dual{Cells()}(-5.20192887213124e-6,-2.1499770996005323e-5,3.436981305950735e-9) Dual{Cells()}(-5.20192887213124e-6,0.07108846629611992,-4.822557908879434e-5) Dual{Cells()}(-5.20192887213124e-6,-0.07104579489763135,4.804152707435819e-5) Dual{Cells()}(-5.241726918201801e-6,-3.9053166924877716e-8,2.6424657031466717e-11) Dual{Cells()}(-5.241726918201801e-6,-2.096222956240129e-5,9.842618741127233e-10) Dual{Cells()}(-5.241726918201801e-6,-2.1269703327959e-5,3.4004628437448115e-9) Dual{Cells()}(-5.241726918201801e-6,-0.07104579489763135,4.803754185668778e-5) Dual{Cells()}(-5.241726918201801e-6,0.14288470058095268,-9.677492442476114e-5) Dual{Cells()}(-5.241726918201801e-6,-0.07179663469726404,4.855137915607568e-5) Dual{Cells()}(-5.2680775598594064e-6,-3.946365415714472e-8,2.67036382128034e-11) Dual{Cells()}(-5.2680775598594064e-6,-2.0758696918943718e-5,1.1167773252627867e-9) Dual{Cells()}(-5.2680775598594064e-6,-2.104447920422951e-5,3.3647108780913616e-9) Dual{Cells()}(-5.2680775598594064e-6,-0.07179663469726404,4.854754279610664e-5) Dual{Cells()}(-5.2680775598594064e-6,0.07183847733704138,-4.873500414017579e-5) Dual{Cells()}(-0.0005832478332427835,-2.3160086258558796e-7,1.3399116039081536e-11) Dual{Cells()}(-0.0005832478332427835,-6.861945673579993e-5,3.97347826460516e-9) Dual{Cells()}(-0.0005832478332427835,-6.991128156332696e-5,4.0386562359660614e-9) Dual{Cells()}(-0.0005832478332427835,0.42940317628367414,-2.4996378675204945e-5) Dual{Cells()}(-0.0005832478332427835,-0.4292644139445124,2.341512892412202e-5) Dual{Cells()}(-0.0005907471471965855,-2.3792853915244807e-7,1.3042198659434632e-11) Dual{Cells()}(-0.0005907471471965855,-6.90736544925911e-5,3.789379271022166e-9) Dual{Cells()}(-0.0005907471471965855,-7.036580979470672e-5,3.851989999943094e-9) Dual{Cells()}(-0.0005907471471965855,-0.4292644139445124,2.4988352295800627e-5) Dual{Cells()}(-0.0005907471471965855,0.8725169663793299,-4.796908775639034e-5) Dual{Cells()}(-0.0005907471471965855,-0.44311287504199093,2.1697881548227983e-5) Dual{Cells()}(-0.0005958232481654319,-2.468351716675232e-7,1.217370720539234e-11) Dual{Cells()}(-0.0005958232481654319,-7.022792091308207e-5,3.465530752338886e-9) Dual{Cells()}(-0.0005958232481654319,-7.15369751706988e-5,3.524808865309271e-9) Dual{Cells()}(-0.0005958232481654319,-0.44311287504199093,2.454630369893031e-5) Dual{Cells()}(-0.0005958232481654319,1.1305981673163998,-5.776747558085801e-5) Dual{Cells()}(-0.0005958232481654319,-0.6873432805431534,3.2213855254817425e-5) Dual{Cells()}(-1.4923903521227826e-15,-6.661524121354044e-8,2.97091487570126e-12) Dual{Cells()}(-1.4923903521227826e-15,-1.8734071242441153e-5,8.356873196592581e-10) Dual{Cells()}(-1.4923903521227826e-15,-1.9082880870751762e-5,8.506797901717339e-10) Dual{Cells()}(-1.4923903521227826e-15,-0.6873432805431534,3.606259104053077e-5) Dual{Cells()}(-1.4923903521227826e-15,2.123184944363576,-9.640909311551589e-5) Dual{Cells()}(-1.4923903521227826e-15,-1.435803780253068,6.087237540072324e-5) Dual{Cells()}(-2.6817080303601792e-15,-6.70454775777616e-8,2.8443379855815214e-12) Dual{Cells()}(-2.6817080303601792e-15,-1.879533970938924e-5,7.973784916821033e-10) Dual{Cells()}(-2.6817080303601792e-15,-1.9145350651334524e-5,8.121004935815263e-10) Dual{Cells()}(-2.6817080303601792e-15,-1.435803780253068,6.419354845911395e-5) Dual{Cells()}(-2.6817080303601792e-15,2.8791060590001445,-0.00012220108704784116) Dual{Cells()}(-2.6817080303601792e-15,-1.443264271011238,5.8244775678786935e-5) Dual{Cells()}(-5.187637278827485e-17,-6.730547732657001e-8,2.715853853256162e-12) Dual{Cells()}(-5.187637278827485e-17,-1.8808628030189946e-5,7.587697138686504e-10) Dual{Cells()}(-5.187637278827485e-17,-1.9158801242835055e-5,7.732218688931287e-10) Dual{Cells()}(-5.187637278827485e-17,-1.443264271011238,6.132709929183557e-5) Dual{Cells()}(-5.187637278827485e-17,1.89497557367548,-7.434615054790271e-5) Dual{Cells()}(-5.187637278827485e-17,-0.45167326792949164,1.374993660092178e-5) Dual{Cells()}(0.0005706144039380549,-1.8365763988018913e-7,6.209939397668617e-12) Dual{Cells()}(0.0005706144039380549,-5.067543025954927e-5,1.7111624154445809e-9) Dual{Cells()}(0.0005706144039380549,-5.161343746321771e-5,1.7481010265710742e-9) Dual{Cells()}(0.0005706144039380549,-0.45167326792949164,1.6099840161478263e-5) Dual{Cells()}(0.0005706144039380549,0.7106502216109364,-2.2229939880484178e-5) Dual{Cells()}(0.0005706144039380549,-0.258874481156082,7.194785275298436e-6) Dual{Cells()}(0.0005917519585059552,-1.7157564682630554e-7,4.7079330301740655e-12) Dual{Cells()}(0.0005917519585059552,-4.631303006692001e-5,1.2666210736742283e-9) Dual{Cells()}(0.0005917519585059552,-4.714982212177846e-5,1.2992252430069934e-9) Dual{Cells()}(0.0005917519585059552,-0.258874481156082,8.476538103389843e-6) Dual{Cells()}(0.0005917519585059552,0.5000121079736506,-1.3627132448324618e-5) Dual{Cells()}(0.0005917519585059552,-0.24104399238973312,5.966305352980961e-6) Dual{Cells()}(0.000607439374152503,-1.592603289024255e-7,3.870139396436496e-12) Dual{Cells()}(0.000607439374152503,-4.206769964687389e-5,1.0173688094009145e-9) Dual{Cells()}(0.000607439374152503,-4.2803790402023396e-5,1.0465966949095819e-9) Dual{Cells()}(0.000607439374152503,-0.24104399238973312,6.4297772075557195e-6) Dual{Cells()}(0.000607439374152503,0.24112902314011092,-5.968372492624759e-6) Dual{Cells()}(0.0005431176343169039,-1.6937748093426537e-7,4.369928226554837e-12) Dual{Cells()}(0.0005431176343169039,-4.337937965105722e-5,1.123209469637875e-9) Dual{Cells()}(0.0005431176343169039,-4.416486777991513e-5,1.1363611048904803e-9) Dual{Cells()}(0.0005431176343169039,0.25572847124767023,-6.685688397069464e-6) Dual{Cells()}(0.0005431176343169039,-0.25564075762275834,7.123322999384368e-6) Dual{Cells()}(0.0005432765893269761,-1.814829171850562e-7,5.161156104839276e-12) Dual{Cells()}(0.0005432765893269761,-4.5503859855843355e-5,1.297401513781017e-9) Dual{Cells()}(0.0005432765893269761,-4.6311870272384956e-5,1.3144900674820417e-9) Dual{Cells()}(0.0005432765893269761,-0.25564075762275834,6.6834240682842955e-6) Dual{Cells()}(0.0005432765893269761,0.5298536725082048,-1.4998315081458192e-5) Dual{Cells()}(0.0005432765893269761,-0.27412091767240115,9.033622679190373e-6) Dual{Cells()}(0.0005393476178074257,-1.9476466874519444e-7,6.587180928305342e-12) Dual{Cells()}(0.0005393476178074257,-4.7818721405584936e-5,1.6191225484838318e-9) Dual{Cells()}(0.0005393476178074257,-4.865299455904248e-5,1.6440402696880218e-9) Dual{Cells()}(0.0005393476178074257,-0.27412091767240115,7.872374711327571e-6) Dual{Cells()}(0.0005393476178074257,0.7550996631740917,-2.3904578705420163e-5) Dual{Cells()}(0.0005393476178074257,-0.4808820790210573,1.697005647124449e-5) Dual{Cells()}(-2.4054865133686185e-16,-7.226708403096752e-8,2.8375415407782595e-12) Dual{Cells()}(-2.4054865133686185e-16,-1.7532736788999204e-5,6.885735302810638e-10) Dual{Cells()}(-2.4054865133686185e-16,-1.783669511033984e-5,7.001818044236069e-10) Dual{Cells()}(-2.4054865133686185e-16,-0.4808820790210573,1.486768610503939e-5) Dual{Cells()}(-2.4054865133686185e-16,2.0344526576849145,-7.790550110801087e-5) Dual{Cells()}(-2.4054865133686185e-16,-1.5535351369648738,6.359335616642987e-5) Dual{Cells()}(-2.626286312458878e-16,-7.233774167531659e-8,2.963419567179169e-12) Dual{Cells()}(-2.626286312458878e-16,-1.749842353736377e-5,7.168588852732568e-10) Dual{Cells()}(-2.626286312458878e-16,-1.7801517801073406e-5,7.291961879631259e-10) Dual{Cells()}(-2.626286312458878e-16,-1.5535351369648738,6.093405303189884e-5) Dual{Cells()}(-2.626286312458878e-16,3.1071534584348925,-0.00012713192647509244) Dual{Cells()}(-2.626286312458878e-16,-1.553582949190939,6.63751121030938e-5) Dual{Cells()}(1.7157188794265727e-16,-7.226885313302322e-8,3.0880391147102958e-12) Dual{Cells()}(1.7157188794265727e-16,-1.7430545672931984e-5,7.446729651417895e-10) Dual{Cells()}(1.7157188794265727e-16,-1.7732270514051757e-5,7.577261523260695e-10) Dual{Cells()}(1.7157188794265727e-16,-1.553582949190939,6.353712129268873e-5) Dual{Cells()}(1.7157188794265727e-16,2.3074022586197964,-9.990569889191962e-5) Dual{Cells()}(1.7157188794265727e-16,-0.7537840743438174,3.6751587917624565e-5) Dual{Cells()}(-0.0005373053884621834,-2.7260806195638046e-7,1.2670964173866669e-11) Dual{Cells()}(-0.0005373053884621834,-6.505322621784588e-5,3.0221721007971485e-9) Dual{Cells()}(-0.0005373053884621834,-6.617595295652693e-5,3.0766759281539455e-9) Dual{Cells()}(-0.0005373053884621834,-0.7537840743438174,3.352908131849273e-5) Dual{Cells()}(-0.0005373053884621834,1.2505243965915451,-5.969476308807248e-5) Dual{Cells()}(-0.0005373053884621834,-0.4966088204604913,2.5302716151587504e-5) Dual{Cells()}(-0.0005417433813789964,-2.704548786261223e-7,1.3710259190711858e-11) Dual{Cells()}(-0.0005417433813789964,-6.33707134242152e-5,3.209968127317506e-9) Dual{Cells()}(-0.0005417433813789964,-6.445814671275143e-5,3.2689650824403926e-9) Dual{Cells()}(-0.0005417433813789964,-0.4966088204604913,2.2937063820182446e-5) Dual{Cells()}(-0.0005417433813789964,0.9909369663319079,-5.0259678919710965e-5) Dual{Cells()}(-0.0005417433813789964,-0.494200046556401,2.625006028519114e-5) Dual{Cells()}(-0.0005466857276649329,-2.6997163971107097e-7,1.4294618705447185e-11) Dual{Cells()}(-0.0005466857276649329,-6.212288748929894e-5,3.2863895379718473e-9) Dual{Cells()}(-0.0005466857276649329,-6.318153529461452e-5,3.3469728092460964e-9) Dual{Cells()}(-0.0005466857276649329,-0.494200046556401,2.4950470393960257e-5) Dual{Cells()}(-0.0005466857276649329,0.4943256209508246,-2.625670762777708e-5) Dual{Cells()}(-0.0006626129353419962,-2.6748725406815816e-7,1.5362338898097968e-11) Dual{Cells()}(-0.0006626129353419962,-5.9780071234635405e-5,3.4350805355706836e-9) Dual{Cells()}(-0.0006626129353419962,-6.075851194669654e-5,3.4852931776026496e-9) Dual{Cells()}(-0.0006626129353419962,0.49545911090957334,-2.8621774839149947e-5) Dual{Cells()}(-0.0006626129353419962,-0.49533830483913793,2.6845680145176797e-5) Dual{Cells()}(-0.0006700876435804011,-2.742842856541008e-7,1.4938136981954515e-11) Dual{Cells()}(-0.0006700876435804011,-6.0224012927326484e-5,3.2814944819148976e-9) Dual{Cells()}(-0.0006700876435804011,-6.120429576095608e-5,3.329739188271525e-9) Dual{Cells()}(-0.0006700876435804011,-0.49533830483913793,2.8614838649046077e-5) Dual{Cells()}(-0.0006700876435804011,1.0057533653589898,-5.492291641205555e-5) Dual{Cells()}(-0.0006700876435804011,-0.510293357926878,2.4865738980479348e-5) Dual{Cells()}(-0.0006750879975874937,-2.8393774703690085e-7,1.3934795170782667e-11) Dual{Cells()}(-0.0006750879975874937,-6.125830952493711e-5,3.0073349863129606e-9) Dual{Cells()}(-0.0006750879975874937,-6.225228200304006e-5,3.0528286822902203e-9) Dual{Cells()}(-0.0006750879975874937,-0.510293357926878,2.807060970748e-5) Dual{Cells()}(-0.0006750879975874937,1.3007050666065103,-6.60820660227691e-5) Dual{Cells()}(-0.0006750879975874937,-0.7902879141503572,3.687662083307666e-5) Dual{Cells()}(-5.249431607524664e-16,-7.652510457898985e-8,3.4006534203526073e-12) Dual{Cells()}(-5.249431607524664e-16,-1.6343743336650235e-5,7.26354118091229e-10) Dual{Cells()}(-5.249431607524664e-16,-1.660866121873943e-5,7.377880319385443e-10) Dual{Cells()}(-5.249431607524664e-16,-0.7902879141503572,4.121025268756688e-5) Dual{Cells()}(-5.249431607524664e-16,2.4395243626875094,-0.00011032983015805144) Dual{Cells()}(-5.249431607524664e-16,-1.6492034196074923,6.970603396144039e-5) Dual{Cells()}(-1.0127731320001958e-15,-7.69865414020602e-8,3.2564475725464956e-12) Dual{Cells()}(-1.0127731320001958e-15,-1.6396887456244187e-5,6.935292999354985e-10) Dual{Cells()}(-1.0127731320001958e-15,-1.6662699335742274e-5,7.047133963001471e-10) Dual{Cells()}(-1.0127731320001958e-15,-1.6492034196074923,7.345174174856865e-5) Dual{Cells()}(-1.0127731320001958e-15,3.3063377615470775,-0.00013989704998412268) Dual{Cells()}(-1.0127731320001958e-15,-1.6571012053662517,6.671062282903516e-5) Dual{Cells()}(-1.5154067524893528e-16,-7.725632155854664e-8,3.1101194953519617e-12) Dual{Cells()}(-1.5154067524893528e-16,-1.6409027638688276e-5,6.604279688088284e-10) Dual{Cells()}(-1.5154067524893528e-16,-1.667497216793353e-5,6.713620607446043e-10) Dual{Cells()}(-1.5154067524893528e-16,-1.6571012053662517,7.018961450707901e-5) Dual{Cells()}(-1.5154067524893528e-16,2.175274557450548,-8.51630040717093e-5) Dual{Cells()}(-1.5154067524893528e-16,-0.5181401908281683,1.579108397816927e-5) Dual{Cells()}(0.0006486247388119511,-2.1062319171511797e-7,7.1210597309742496e-12) Dual{Cells()}(0.0006486247388119511,-4.424277303653675e-5,1.494297731292938e-9) Dual{Cells()}(0.0006486247388119511,-4.4956119872085614e-5,1.5218213022613898e-9) Dual{Cells()}(0.0006486247388119511,-0.5181401908281683,1.8451046343299542e-5) Dual{Cells()}(0.0006486247388119511,0.81514211656028,-2.5520313335389637e-5) Dual{Cells()}(0.0006486247388119511,-0.2969125162160114,8.273519407337246e-6) Dual{Cells()}(0.0006712945532302535,-1.9680414425712348e-7,5.4157671050117775e-12) Dual{Cells()}(0.0006712945532302535,-4.055492260551064e-5,1.1133050454986025e-9) Dual{Cells()}(0.0006712945532302535,-4.1195103464520034e-5,1.1371795043745031e-9) Dual{Cells()}(0.0006712945532302535,-0.2969125162160114,9.726206280943888e-6) Dual{Cells()}(0.0006712945532302535,0.573645485543841,-1.5681701853575113e-5) Dual{Cells()}(0.0006712945532302535,-0.2766510224976154,6.8784058134077565e-6) Dual{Cells()}(0.0006878623998315817,-1.828787087176839e-7,4.466396504471564e-12) Dual{Cells()}(0.0006878623998315817,-3.697877200827227e-5,8.999450342206743e-10) Dual{Cells()}(0.0006878623998315817,-3.754652163897727e-5,9.211840157218116e-10) Dual{Cells()}(0.0006878623998315817,-0.2766510224976154,7.4059268687630845e-6) Dual{Cells()}(0.0006878623998315817,0.2767257306699714,-6.880231026328643e-6) Dual{Cells()}(0.0006238591378262733,-1.9295436522812246e-7,4.964614725800838e-12) Dual{Cells()}(0.0006238591378262733,-3.7975976102902595e-5,9.799314497120872e-10) Dual{Cells()}(0.0006238591378262733,-3.857653835792888e-5,9.90522094139735e-10) Dual{Cells()}(0.0006238591378262733,0.291282829294555,-7.595975739772013e-6) Dual{Cells()}(0.0006238591378262733,-0.291206083825729,8.097966427495861e-6) Dual{Cells()}(0.000623083949850903,-2.0670248660658058e-7,5.868438561844947e-12) Dual{Cells()}(0.000623083949850903,-3.993044162968629e-5,1.1359932264896484e-9) Dual{Cells()}(0.000623083949850903,-4.0551253164692245e-5,1.1495890195246137e-9) Dual{Cells()}(0.000623083949850903,-0.291206083825729,7.594000082408092e-6) Dual{Cells()}(0.000623083949850903,0.6034408044293398,-1.7051020486555516e-5) Dual{Cells()}(0.000623083949850903,-0.31215403220632987,1.0283643120730547e-5) Dual{Cells()}(0.0006175654729627725,-2.2173382768120507e-7,7.498873798947593e-12) Dual{Cells()}(0.0006175654729627725,-4.2050007174560376e-5,1.423367874914736e-9) Dual{Cells()}(0.0006175654729627725,-4.269383491624439e-5,1.4428939232371257e-9) Dual{Cells()}(0.0006175654729627725,-0.31215403220632987,8.950762412182609e-6) Dual{Cells()}(0.0006175654729627725,0.8595937334688382,-2.719606574701772e-5) Dual{Cells()}(0.0006175654729627725,-0.5473547356865899,1.9323672118510703e-5) Dual{Cells()}(-6.713441605497757e-17,-8.22168526005152e-8,3.2322461189816256e-12) Dual{Cells()}(-6.713441605497757e-17,-1.5429124098392774e-5,6.066628551562582e-10) Dual{Cells()}(-6.713441605497757e-17,-1.566406275964138e-5,6.156853598853247e-10) Dual{Cells()}(-6.713441605497757e-17,-0.5473547356865899,1.6909548760441493e-5) Dual{Cells()}(-6.713441605497757e-17,2.314712346886877,-8.873378137800653e-5) Dual{Cells()}(-6.713441605497757e-17,-1.767326435796577,7.246788827888545e-5) Dual{Cells()}(-3.0878383531981324e-16,-8.227664954369938e-8,3.3760236309481977e-12) Dual{Cells()}(-3.0878383531981324e-16,-1.5400537309365415e-5,6.319033232563652e-10) Dual{Cells()}(-3.0878383531981324e-16,-1.5634857707068583e-5,6.41475504957982e-10) Dual{Cells()}(-3.0878383531981324e-16,-1.767326435796577,6.940888367207399e-5) Dual{Cells()}(-3.0878383531981324e-16,3.5342684167702805,-0.00014484968333103377) Dual{Cells()}(-3.0878383531981324e-16,-1.7669108633020378,7.564658127968113e-5) Dual{Cells()}(9.261332228028048e-17,-8.217537226236973e-8,3.5183262454462224e-12) Dual{Cells()}(9.261332228028048e-17,-1.5341958436016933e-5,6.567366006123272e-10) Dual{Cells()}(9.261332228028048e-17,-1.557525474057066e-5,6.668489936441606e-10) Dual{Cells()}(9.261332228028048e-17,-1.7669108633020378,7.238051829937623e-5) Dual{Cells()}(9.261332228028048e-17,2.6236095795251937,-0.0001138454760667408) Dual{Cells()}(9.261332228028048e-17,-0.856667716834607,4.190978647665114e-5) Dual{Cells()}(-0.0006168582163185817,-3.096884139572964e-7,1.4434467189940444e-11) Dual{Cells()}(-0.0006168582163185817,-5.7278469300561096e-5,2.6684646273587265e-9) Dual{Cells()}(-0.0006168582163185817,-5.8147168739750604e-5,2.710613984254705e-9) Dual{Cells()}(-0.0006168582163185817,-0.856667716834607,3.819756769413383e-5) Dual{Cells()}(-0.0006168582163185817,1.420518350388102,-6.802319553356142e-5) Dual{Cells()}(-0.0006168582163185817,-0.5637348982270408,2.883405382347035e-5) Dual{Cells()}(-0.0006213656154831185,-3.0677874524371494e-7,1.5608834510063516e-11) Dual{Cells()}(-0.0006213656154831185,-5.5834684927987605e-5,2.838835810772709e-9) Dual{Cells()}(-0.0006213656154831185,-5.667718788906332e-5,2.8844494049917477e-9) Dual{Cells()}(-0.0006213656154831185,-0.5637348982270408,2.6108015651000896e-5) Dual{Cells()}(-0.0006213656154831185,1.124055589128492,-5.7224540094830614e-5) Dual{Cells()}(-0.0006213656154831185,-0.5602078722498889,2.9882594557841867e-5) Dual{Cells()}(-0.0006262802039755253,-3.0582293271385186e-7,1.626042086303807e-11) Dual{Cells()}(-0.0006262802039755253,-5.4779669277672886e-5,2.910238432971271e-9) Dual{Cells()}(-0.0006262802039755253,-5.560118801334457e-5,2.9571307327079555e-9) Dual{Cells()}(-0.0006262802039755253,-0.5602078722498889,2.8384747547441803e-5) Dual{Cells()}(-0.0006262802039755253,0.5603185589301126,-2.9888477988856292e-5) Dual{Cells()}(-0.0007419161266622571,-3.0336421358089114e-7,1.7325781878054683e-11) Dual{Cells()}(-0.0007419161266622571,-5.295556935895597e-5,3.0251854580890627e-9) Dual{Cells()}(-0.0007419161266622571,-5.3724645828621765e-5,3.064663220578685e-9) Dual{Cells()}(-0.0007419161266622571,0.5615127568084203,-3.224663589608244e-5) Dual{Cells()}(-0.0007419161266622571,-0.5614057732290192,3.027526899484192e-5) Dual{Cells()}(-0.0007493905824288557,-3.1063086052800515e-7,1.6834421736578112e-11) Dual{Cells()}(-0.0007493905824288557,-5.3382083649691616e-5,2.8936985962997544e-9) Dual{Cells()}(-0.0007493905824288557,-5.415311240713224e-5,2.9316472950970353e-9) Dual{Cells()}(-0.0007493905824288557,-0.5614057732290192,3.224052839386516e-5) Dual{Cells()}(-0.0007493905824288557,1.138979584610722,-6.187577401735486e-5) Dual{Cells()}(-0.0007493905824288557,-0.5774659655547855,2.803306295893983e-5) Dual{Cells()}(-0.0007543289091477162,-3.210334540603112e-7,1.5696358438208157e-11) Dual{Cells()}(-0.0007543289091477162,-5.4318567958522434e-5,2.6562087092938972e-9) Dual{Cells()}(-0.0007543289091477162,-5.510007071090078e-5,2.6918967878285592e-9) Dual{Cells()}(-0.0007543289091477162,-0.5774659655547855,3.159466254605693e-5) Dual{Cells()}(-0.0007543289091477162,1.4707956500925998,-7.439627861869018e-5) Dual{Cells()}(-0.0007543289091477162,-0.8932199448656909,4.153901051990305e-5) Dual{Cells()}(9.556507720820646e-17,-8.643386837231506e-8,3.8305500413387846e-12) Dual{Cells()}(9.556507720820646e-17,-1.4493999444390858e-5,6.423361979277876e-10) Dual{Cells()}(9.556507720820646e-17,-1.4702155515142418e-5,6.512608372788504e-10) Dual{Cells()}(9.556507720820646e-17,-0.8932199448656909,4.6357851620973574e-5) Dual{Cells()}(9.556507720820646e-17,2.755822914672394,-0.0001242498836735539) Dual{Cells()}(9.556507720820646e-17,-1.862573687217875,7.853921114472405e-5) Dual{Cells()}(3.1003791304691074e-16,-8.692686318720106e-8,3.668732100020475e-12) Dual{Cells()}(3.1003791304691074e-16,-1.4540975821509504e-5,6.136303905586689e-10) Dual{Cells()}(3.1003791304691074e-16,-1.4749750410907904e-5,6.223316410528363e-10) Dual{Cells()}(3.1003791304691074e-16,-1.862573687217875,8.270957567826809e-5) Dual{Cells()}(3.1003791304691074e-16,3.7335157262542844,-0.00015759253893904798) Dual{Cells()}(3.1003791304691074e-16,-1.8709126613833138,7.517637098834852e-5) Dual{Cells()}(-2.5978204414671843e-16,-8.720675941077417e-8,3.5045796703669103e-12) Dual{Cells()}(-2.5978204414671843e-16,-1.4552170358103975e-5,5.846699905723761e-10) Dual{Cells()}(-2.5978204414671843e-16,-1.4760991591510471e-5,5.931465197655058e-10) Dual{Cells()}(-2.5978204414671843e-16,-1.8709126613833138,7.905208812291618e-5) Dual{Cells()}(-2.5978204414671843e-16,2.455550067952081,-9.598034021659551e-5) Dual{Cells()}(-2.5978204414671843e-16,-0.584608006200058,1.7832826950440106e-5) Dual{Cells()}(0.0007265798844571004,-2.3758999025172444e-7,8.032911352532905e-12) Dual{Cells()}(0.0007265798844571004,-3.925896272705222e-5,1.3262555393364704e-9) Dual{Cells()}(0.0007265798844571004,-3.981933240466235e-5,1.3473002628272465e-9) Dual{Cells()}(0.0007265798844571004,-0.584608006200058,2.0802787873621167e-5) Dual{Cells()}(0.0007265798844571004,0.9196400756629778,-2.881173884940428e-5) Dual{Cells()}(0.0007265798844571004,-0.33495275357779775,9.352680125348541e-6) Dual{Cells()}(0.0007507948403037355,-2.2203078060405348e-7,6.124444799631342e-12) Dual{Cells()}(0.0007507948403037355,-3.606956214357495e-5,9.930588858527388e-10) Dual{Cells()}(0.0007507948403037355,-3.657516703326062e-5,1.0110064735666245e-9) Dual{Cells()}(0.0007507948403037355,-0.33495275357779775,1.0976230280966562e-5) Dual{Cells()}(0.0007507948403037355,0.6472825011519339,-1.7737086837205134e-5) Dual{Cells()}(0.0007507948403037355,-0.3122568808141786,7.790895904467902e-6) Dual{Cells()}(0.0007682585425734559,-2.0648520723506154e-7,5.063378379248955e-12) Dual{Cells()}(0.0007682585425734559,-3.298549322435513e-5,8.066653460746731e-10) Dual{Cells()}(0.0007682585425734559,-3.343756014213659e-5,8.225056285766041e-10) Dual{Cells()}(0.0007682585425734559,-0.3122568808141786,8.382396556385808e-6) Dual{Cells()}(0.0007682585425734559,0.3123235103527523,-7.792530077594697e-6) Dual{Cells()}(0.000704519288469302,-2.165279914544859e-7,5.559954164031791e-12) Dual{Cells()}(0.000704519288469302,-3.376886881238254e-5,8.691678926194955e-10) Dual{Cells()}(0.000704519288469302,-3.424338628714152e-5,8.776750821623334e-10) Dual{Cells()}(0.000704519288469302,0.32684407308465163,-8.506846092039653e-6) Dual{Cells()}(0.000704519288469302,-0.32677584430156065,9.073055551006907e-6) Dual{Cells()}(0.0007028038936561832,-2.319213487458498e-7,6.5763314987158055e-12) Dual{Cells()}(0.0007028038936561832,-3.5572958524748056e-5,1.0104011682064894e-9) Dual{Cells()}(0.0007028038936561832,-3.606481899029415e-5,1.0212735554652543e-9) Dual{Cells()}(0.0007028038936561832,-0.32677584430156065,8.505093395166127e-6) Dual{Cells()}(0.0007028038936561832,0.6770367940155526,-1.910461418510734e-5) Dual{Cells()}(0.0007028038936561832,-0.35018908001512805,1.1533831585956003e-5) Dual{Cells()}(0.0006956924857641469,-2.487031136821804e-7,8.410966261408937e-12) Dual{Cells()}(0.0006956924857641469,-3.752293179473995e-5,1.2698994541543469e-9) Dual{Cells()}(0.0006956924857641469,-3.8034529918592766e-5,1.2854210377668297e-9) Dual{Cells()}(0.0006956924857641469,-0.35018908001512805,1.0029520125217471e-5) Dual{Cells()}(0.0006956924857641469,0.9640916613344193,-3.0488137636004763e-5) Dual{Cells()}(0.0006956924857641469,-0.6138267751544642,2.1677236083469105e-5) Dual{Cells()}(-4.084636560565132e-16,-9.216650658592293e-8,3.6270202224141847e-12) Dual{Cells()}(-4.084636560565132e-16,-1.3776062842571538e-5,5.421695244792302e-10) Dual{Cells()}(-4.084636560565132e-16,-1.3963060818611889e-5,5.493156663617899e-10) Dual{Cells()}(-4.084636560565132e-16,-0.6138267751544642,1.895174214063081e-5) Dual{Cells()}(-4.084636560565132e-16,2.594957650941587,-9.956011346648915e-5) Dual{Cells()}(-4.084636560565132e-16,-1.9811030444969548,8.133997522045994e-5) Dual{Cells()}(5.398441443034537e-16,-9.221538653329648e-8,3.7886769956935275e-12) Dual{Cells()}(5.398441443034537e-16,-1.3751664541253668e-5,5.649461352358676e-10) Dual{Cells()}(5.398441443034537e-16,-1.3938243613970394e-5,5.725211773054456e-10) Dual{Cells()}(5.398441443034537e-16,-1.9811030444969548,7.788178223410957e-5) Dual{Cells()}(5.398441443034537e-16,3.961356234859075,-0.00016256262262300526) Dual{Cells()}(5.398441443034537e-16,-1.9802254082385786,8.491509367960991e-5) Dual{Cells()}(-5.967335950044782e-16,-9.208166392268994e-8,3.948644400221468e-12) Dual{Cells()}(-5.967335950044782e-16,-1.3700169839575903e-5,5.873649821327275e-10) Dual{Cells()}(-5.967335950044782e-16,-1.3886003572812641e-5,5.953613597580463e-10) Dual{Cells()}(-5.967335950044782e-16,-1.9802254082385786,8.122150611769184e-5) Dual{Cells()}(-5.967335950044782e-16,2.939804245851343,-0.00012778085145791202) Dual{Cells()}(-5.967335950044782e-16,-0.9595511593576879,4.706588969581601e-5) Dual{Cells()}(-0.0006963385835391269,-3.46767552530593e-7,1.6197957180083607e-11) Dual{Cells()}(-0.0006963385835391269,-5.1163084685235486e-5,2.3887945219966803e-9) Dual{Cells()}(-0.0006963385835391269,-5.185585761678198e-5,2.4220935526811336e-9) Dual{Cells()}(-0.0006963385835391269,-0.9595511593576879,4.2864571082142365e-5) Dual{Cells()}(-0.0006963385835391269,1.5905182690182094,-7.634856756199601e-5) Dual{Cells()}(-0.0006963385835391269,-0.6308637439506671,3.236378898550644e-5) Dual{Cells()}(-0.0007008981760827815,-3.431013708517953e-7,1.7507267578362948e-11) Dual{Cells()}(-0.0007008981760827815,-4.9899974011128856e-5,2.5444997807526768e-9) Dual{Cells()}(-0.0007008981760827815,-5.057308382836561e-5,2.580529785384695e-9) Dual{Cells()}(-0.0007008981760827815,-0.6308637439506671,2.9277850755811164e-5) Dual{Cells()}(-0.0007008981760827815,1.2571862414121115,-6.418632384368007e-5) Dual{Cells()}(-0.0007008981760827815,-0.6262216813022342,3.351321425578277e-5) Dual{Cells()}(-0.0007057746128728613,-3.416733792581016e-7,1.822598709117407e-11) Dual{Cells()}(-0.0007057746128728613,-4.8988480608602306e-5,2.6111928668509173e-9) Dual{Cells()}(-0.0007057746128728613,-4.9645956903405516e-5,2.6482598866866857e-9) Dual{Cells()}(-0.0007057746128728613,-0.6262216813022342,3.181739235047488e-5) Dual{Cells()}(-0.0007057746128728613,0.6263206574131255,-3.3518491881106463e-5) Dual{Cells()}(-0.0008220825043436835,-3.39196448964995e-7,1.9294610658592454e-11) Dual{Cells()}(-0.0008220825043436835,-4.751974159366307e-5,2.7037312220515694e-9) Dual{Cells()}(-0.0008220825043436835,-4.813730056341971e-5,2.7359150042551352e-9) Dual{Cells()}(-0.0008220825043436835,0.6274464922694565,-3.588873031444023e-5) Dual{Cells()}(-0.0008220825043436835,-0.6273504960308505,3.37173277732393e-5) Dual{Cells()}(-0.0008295922159342682,-3.469403409715584e-7,1.8735759020587077e-11) Dual{Cells()}(-0.0008295922159342682,-4.7928159253515796e-5,2.5888262176378184e-9) Dual{Cells()}(-0.0008295922159342682,-4.854809558053431e-5,2.6197768406179153e-9) Dual{Cells()}(-0.0008295922159342682,-0.6273504960308505,3.588327121335483e-5) Dual{Cells()}(-0.0008295922159342682,1.271997028610825,-6.885831353362595e-5) Dual{Cells()}(-0.0008295922159342682,-0.6445497093847998,3.12095692155407e-5) Dual{Cells()}(-0.000834465852257414,-3.58106974777022e-7,1.7461887737045395e-11) Dual{Cells()}(-0.000834465852257414,-4.878642838817897e-5,2.379249951620326e-9) Dual{Cells()}(-0.000834465852257414,-4.941549763518581e-5,2.408313003914504e-9) Dual{Cells()}(-0.000834465852257414,-0.6445497093847998,3.5135758284746295e-5) Dual{Cells()}(-0.000834465852257414,1.6407130638528473,-8.274381936484406e-5) Dual{Cells()}(-0.000834465852257414,-0.9960647944350494,4.621548714808837e-5) Dual{Cells()}(1.3243924256512754e-16,-9.633994108856204e-8,4.261127074425651e-12) Dual{Cells()}(1.3243924256512754e-16,-1.3019771786555829e-5,5.758813157674827e-10) Dual{Cells()}(1.3243924256512754e-16,-1.318743889090205e-5,5.83129849804083e-10) Dual{Cells()}(1.3243924256512754e-16,-0.9960647944350494,5.1529445034090716e-5) Dual{Cells()}(1.3243924256512754e-16,3.071956526409659,-0.0001382126520324419) Dual{Cells()}(1.3243924256512754e-16,-2.0758654284239912,8.739316286203424e-5) Dual{Cells()}(9.78632428028057e-16,-9.686576668387493e-8,4.081484610551821e-12) Dual{Cells()}(9.78632428028057e-16,-1.3062110737939258e-5,5.503510164685868e-10) Dual{Cells()}(9.78632428028057e-16,-1.3230309824727884e-5,5.574060295495984e-10) Dual{Cells()}(9.78632428028057e-16,-2.0758654284239912,9.199600160022758e-5) Dual{Cells()}(9.78632428028057e-16,4.160576694159678,-0.0001753325707852806) Dual{Cells()}(9.78632428028057e-16,-2.084684876449357,8.365892280497304e-5) Dual{Cells()}(-1.640848450715418e-16,-9.715678898361283e-8,3.8992801675425875e-12) Dual{Cells()}(-1.640848450715418e-16,-1.307266513076575e-5,5.245847309908669e-10) Dual{Cells()}(-1.640848450715418e-16,-1.3240944900793074e-5,5.314450925921266e-10) Dual{Cells()}(-1.640848450715418e-16,-2.084684876449357,8.793829607892585e-5) Dual{Cells()}(-1.640848450715418e-16,2.735786227840487,-0.00010681614378403297) Dual{Cells()}(-1.640848450715418e-16,-0.6510749406243098,1.987192356442453e-5) Dual{Cells()}(0.0008053305289807674,-2.6455720099678974e-7,8.942928871460126e-12) Dual{Cells()}(0.0008053305289807674,-3.528396419661341e-5,1.1920667871932426e-9) Dual{Cells()}(0.0008053305289807674,-3.573626741235452e-5,1.2089870156422638e-9) Dual{Cells()}(0.0008053305289807674,-0.6510749406243098,2.3156161050234384e-5) Dual{Cells()}(0.0008053305289807674,1.0241055388980658,-3.209854877267042e-5) Dual{Cells()}(0.0008053305289807674,-0.37295931348494604,1.0427816147812322e-5) Dual{Cells()}(0.0008311871857243567,-2.4723166860790473e-7,6.8278923446246125e-12) Dual{Cells()}(0.0008311871857243567,-3.24718161256258e-5,8.956468593221872e-10) Dual{Cells()}(0.0008311871857243567,-3.288173883450862e-5,9.099701257462821e-10) Dual{Cells()}(0.0008311871857243567,-0.37295931348494604,1.2224215269115368e-5) Dual{Cells()}(0.0008311871857243567,0.7207747695525643,-1.978181298881168e-5) Dual{Cells()}(0.0008311871857243567,-0.34774985528098945,8.69633231754137e-6) Dual{Cells()}(0.0008496204022263711,-2.3002669144953718e-7,5.6530096776233615e-12) Dual{Cells()}(0.0008496204022263711,-2.9757054027594068e-5,7.299532544448644e-10) Dual{Cells()}(0.0008496204022263711,-3.012550669522463e-5,7.425576992159076e-10) Dual{Cells()}(0.0008496204022263711,-0.34774985528098945,9.352184509767241e-6) Dual{Cells()}(0.0008496204022263711,0.34780996786840374,-8.69781034627923e-6) Dual{Cells()}(0.0008032712157111916,-2.704856514201243e-7,8.98126004292074e-12) Dual{Cells()}(0.0008032712157111916,-3.2549658219617127e-5,9.980231617778193e-9) Dual{Cells()}(0.0008032712157111916,-3.279409256283303e-5,6.570580347660451e-10) Dual{Cells()}(0.0008032712157111916,0.3991527297133086,-1.3294123319911694e-5) Dual{Cells()}(0.0008032712157111916,-0.39908711547687475,1.437437068504458e-5) Dual{Cells()}(0.0008008692430075424,-2.7663795462227504e-7,1.0025371511435645e-11) Dual{Cells()}(0.0008008692430075424,-3.255026104556215e-5,1.0014772288813526e-8) Dual{Cells()}(0.0008008692430075424,-3.377494881319425e-5,8.143181233251028e-10) Dual{Cells()}(0.0008008692430075424,-0.39908711547687475,1.3295684209038087e-5) Dual{Cells()}(0.0008008692430075424,0.8046309805190841,-2.903195780626029e-5) Dual{Cells()}(0.0008008692430075424,-0.4054772631943959,1.732470752920576e-5) Dual{Cells()}(0.0007917798354985505,-2.7918534873572087e-7,1.1964214608369046e-11) Dual{Cells()}(0.0007917798354985505,-3.2362407370206124e-5,9.892348448756608e-9) Dual{Cells()}(0.0007917798354985505,-3.455275694187258e-5,1.1043868639525738e-9) Dual{Cells()}(0.0007917798354985505,-0.4054772631943959,1.4657142115224183e-5) Dual{Cells()}(0.0007917798354985505,1.0902991570113354,-4.349779690118965e-5) Dual{Cells()}(0.0007917798354985505,-0.6847546994672785,3.083995725296876e-5) Dual{Cells()}(-4.1543703991259504e-17,-9.942354828468822e-8,4.9637837893846295e-12) Dual{Cells()}(-4.1543703991259504e-17,-1.1579149380836247e-5,3.475154670978274e-9) Dual{Cells()}(-4.1543703991259504e-17,-1.2427425703147946e-5,4.911653388439914e-10) Dual{Cells()}(-4.1543703991259504e-17,-0.6847546994672785,2.6168680261121766e-5) Dual{Cells()}(-4.1543703991259504e-17,2.810867473870019,-0.00013652612936990323) Dual{Cells()}(-4.1543703991259504e-17,-2.126088668404108,0.00011149136054478326) Dual{Cells()}(-9.502096670199298e-17,-9.843783056423082e-8,5.146262747754075e-12) Dual{Cells()}(-9.502096670199298e-17,-1.1508079201467896e-5,3.4306157210486117e-9) Dual{Cells()}(-9.502096670199298e-17,-1.233768624237009e-5,5.161945430229264e-10) Dual{Cells()}(-9.502096670199298e-17,-2.126088668404108,0.00010568315262206776) Dual{Cells()}(-9.502096670199298e-17,4.229299602045191,-0.0002209009408183287) Dual{Cells()}(-9.502096670199298e-17,-2.1031869894378086,0.00011561566685114169) Dual{Cells()}(-3.1455847855505966e-17,-9.729171268309723e-8,5.328618789474675e-12) Dual{Cells()}(-3.1455847855505966e-17,-1.142647854391662e-5,3.382480386979077e-9) Dual{Cells()}(-3.1455847855505966e-17,-1.2225646521415865e-5,5.406352829746347e-10) Dual{Cells()}(-3.1455847855505966e-17,-2.1031869894378086,0.00010940610466156098) Dual{Cells()}(-3.1455847855505966e-17,3.1014278125475716,-0.00017271576997127125) Dual{Cells()}(-3.1455847855505966e-17,-0.9982170736929854,6.419136890948084e-5) Dual{Cells()}(-0.0008486057084151329,-3.5889365870847476e-7,2.1626303253104477e-11) Dual{Cells()}(-0.0008486057084151329,-4.517394243835887e-5,2.2243083522403397e-9) Dual{Cells()}(-0.0008486057084151329,-0.9982170736929854,5.709615179587776e-5) Dual{Cells()}(-0.0008486057084151329,1.6440954030500525,-0.00010261843054001155) Dual{Cells()}(-0.0008486057084151329,-0.64583279652097,4.364542106824649e-5) Dual{Cells()}(-0.0008475777053868073,-3.475019677482547e-7,2.3158587286846202e-11) Dual{Cells()}(-0.0008475777053868073,-4.3583818803520374e-5,2.38946527732578e-9) Dual{Cells()}(-0.0008475777053868073,-0.64583279652097,3.842457809347895e-5) Dual{Cells()}(-0.0008475777053868073,1.276484011668014,-8.534818032798916e-5) Dual{Cells()}(-0.0008475777053868073,-0.6306072838262727,4.4581302189447055e-5) Dual{Cells()}(-0.0008509332248421777,-3.4211688040243844e-7,2.400795148666309e-11) Dual{Cells()}(-0.0008509332248421777,-4.256055172338227e-5,2.4600256483812296e-9) Dual{Cells()}(-0.0008509332248421777,-0.6306072838262727,4.1700143163635505e-5) Dual{Cells()}(-0.0008509332248421777,0.6306501864948765,-4.4583977596190024e-5) Dual{Cells()}(-0.0009020744950401746,-3.7501773256507607e-7,2.1264187606642974e-11) Dual{Cells()}(-0.0009020744950401746,-4.3603455717789354e-5,2.470516174302088e-9) Dual{Cells()}(-0.0009020744950401746,0.6933366432270212,-3.9527985160167795e-5) Dual{Cells()}(-0.0009020744950401746,-0.6932926647535709,3.715925842797272e-5) Dual{Cells()}(-0.0009096272126338622,-3.8323930471721366e-7,2.063797645179899e-11) Dual{Cells()}(-0.0009096272126338622,-4.39950448404926e-5,2.3675665746219103e-9) Dual{Cells()}(-0.0009096272126338622,-0.6932926647535709,3.9525490195460075e-5) Dual{Cells()}(-0.0009096272126338622,1.4049650587262297,-7.583846143120378e-5) Dual{Cells()}(-0.0009096272126338622,-0.7116280156885135,3.4386671706606934e-5) Dual{Cells()}(-0.0009144471578148102,-3.95172180689655e-7,1.922857784880437e-11) Dual{Cells()}(-0.0009144471578148102,-4.479425138227969e-5,2.1785227684423033e-9) Dual{Cells()}(-0.0009144471578148102,-0.7116280156885135,3.867681205461494e-5) Dual{Cells()}(-0.0009144471578148102,1.8105722401867106,-9.109053028410663e-5) Dual{Cells()}(-0.0009144471578148102,-1.0988990350746342,5.08933300315835e-5) Dual{Cells()}(-5.61039043308535e-16,-1.062446599794911e-7,4.692102335893841e-12) Dual{Cells()}(-5.61039043308535e-16,-1.195563236848518e-5,5.278456435047663e-10) Dual{Cells()}(-5.61039043308535e-16,-1.0988990350746342,5.6701658973447524e-5) Dual{Cells()}(-5.61039043308535e-16,3.388045969070777,-0.00015218018194538692) Dual{Cells()}(-5.61039043308535e-16,-2.289134872119114,9.62515703669771e-5) Dual{Cells()}(8.249402157914842e-16,-1.0680382810817096e-7,4.494689415308403e-12) Dual{Cells()}(8.249402157914842e-16,-1.1994609996258867e-5,5.046944051113322e-10) Dual{Cells()}(8.249402157914842e-16,-2.289134872119114,0.00010128631912080048) Dual{Cells()}(8.249402157914842e-16,4.587588012185101,-0.00019308157487854129) Dual{Cells()}(8.249402157914842e-16,-2.298441038652163,9.214694358380574e-5) Dual{Cells()}(-9.986588935790956e-17,-1.0710655631281384e-7,4.294492913441015e-12) Dual{Cells()}(-9.986588935790956e-17,-1.2004648673355468e-5,4.813227410699958e-10) Dual{Cells()}(-9.986588935790956e-17,-2.298441038652163,9.682949518529402e-5) Dual{Cells()}(-9.986588935790956e-17,3.016008676844914,-0.00011766014154109804) Dual{Cells()}(-9.986588935790956e-17,-0.7175555264375211,2.1914338691114587e-5) Dual{Cells()}(0.0008839095416001524,-2.915313975368338e-7,9.855055635846737e-12) Dual{Cells()}(0.0008839095416001524,-3.241270892225634e-5,1.0963452026843497e-9) Dual{Cells()}(0.0008839095416001524,-0.7175555264375211,2.55127123217355e-5) Dual{Cells()}(0.0008839095416001524,1.1285801856465643,-3.539048540341321e-5) Dual{Cells()}(0.0008839095416001524,-0.41099195496872337,1.1505761049038228e-5) Dual{Cells()}(0.0009113964759003907,-2.724538262945514e-7,7.534342581264894e-12) Dual{Cells()}(0.0009113964759003907,-2.9867066010089305e-5,8.27270778121273e-10) Dual{Cells()}(0.0009113964759003907,-0.41099195496872337,1.3475041575465053e-5) Dual{Cells()}(0.0009113964759003907,0.7943201605206739,-2.183231257606474e-5) Dual{Cells()}(0.0009113964759003907,-0.3832980660321141,9.60540385713252e-6) Dual{Cells()}(0.0009307930290867798,-2.536002650763047e-7,6.246113324387941e-12) Dual{Cells()}(0.0009307930290867798,-2.7412790542935338e-5,6.767833049198698e-10) Dual{Cells()}(0.0009307930290867798,-0.3832980660321141,1.0325718904062372e-5) Dual{Cells()}(0.0009307930290867798,0.38332573242292206,-9.606084251775735e-6) Dual{Cells()}(-2.8968202324870792e-11,-3.030126079471655e-7,1.1530954330719998e-11) Dual{Cells()}(-2.8968202324870792e-11,-3.212515412173691e-5,1.2225528741534205e-9) Dual{Cells()}(-2.8968202324870792e-11,0.44365493566593756,-1.688369088857233e-5) Dual{Cells()}(-2.8968202324870792e-11,-0.4436225074992079,1.6882456796264804e-5) Dual{Cells()}(-2.8678746474314583e-11,-3.0509363280132714e-7,1.1610146416330818e-11) Dual{Cells()}(-2.8678746474314583e-11,-3.190489364203349e-5,1.2141706542663583e-9) Dual{Cells()}(-2.8678746474314583e-11,-0.4436225074992079,1.688245680581827e-5) Dual{Cells()}(-2.8678746474314583e-11,0.8903135933210501,-3.388169112214059e-5) Dual{Cells()}(-2.8678746474314583e-11,-0.44665887583456737,1.699800852773432e-5) Dual{Cells()}(-2.9115260185822476e-11,-3.0717465764699746e-7,1.1689338494914203e-11) Dual{Cells()}(-2.9115260185822476e-11,-3.168763228519051e-5,1.2059025681774831e-9) Dual{Cells()}(-2.9115260185822476e-11,-0.44665887583456737,1.6998008546129383e-5) Dual{Cells()}(-2.9115260185822476e-11,1.202789446199123,-4.5773243021798896e-5) Dual{Cells()}(-2.9115260185822476e-11,-0.756098575557613,2.877401687557486e-5) Dual{Cells()}(-1.5908445115296932e-17,-1.1195381210128388e-7,4.260331936553337e-12) Dual{Cells()}(-1.5908445115296932e-17,-1.1459954087382005e-5,4.3611930127709255e-10) Dual{Cells()}(-1.5908445115296932e-17,-0.756098575557613,2.8774016903192224e-5) Dual{Cells()}(-1.5908445115296932e-17,3.1631736926384044,-0.0001203774429767745) Dual{Cells()}(-1.5908445115296932e-17,-2.407063545172892,9.160298570351543e-5) Dual{Cells()}(-4.647457847248535e-18,-1.120602257514766e-7,4.2643814401729975e-12) Dual{Cells()}(-4.647457847248535e-18,-1.144901579551226e-5,4.357030342293306e-10) Dual{Cells()}(-4.647457847248535e-18,-2.407063545172892,9.160298572193784e-5) Dual{Cells()}(-4.647457847248535e-18,4.816426082959287,-0.00018329346165458572) Dual{Cells()}(-4.647457847248535e-18,-2.4093509767103742,9.169003597480854e-5) Dual{Cells()}(1.791096624663625e-17,-1.1216663940225036e-7,4.26843094428288e-12) Dual{Cells()}(1.791096624663625e-17,-1.143809835990572e-5,4.352875609317878e-10) Dual{Cells()}(1.791096624663625e-17,-2.4093509767103742,9.169003598402502e-5) Dual{Cells()}(1.791096624663625e-17,2.409362526975374,-9.169047553043102e-5)], [1, 5, 10, 14, 18, 23, 28, 33, 38, 43, 48, 53, 57, 61, 66, 71, 76, 81, 86, 92, 98, 103, 108, 114, 120, 126, 132, 138, 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6431, 6437, 6441, 6447, 6453, 6459, 6465, 6471, 6477, 6483, 6489, 6493, 6499, 6505, 6511, 6517, 6523, 6529, 6535, 6541, 6545, 6551, 6557, 6563, 6569, 6575, 6581, 6587, 6593, 6597, 6603, 6609, 6615, 6621, 6627, 6633, 6639, 6645, 6649, 6655, 6661, 6667, 6673, 6679, 6683, 6689, 6695, 6699, 6705, 6711, 6717, 6723, 6729, 6735, 6741, 6747, 6751, 6757, 6763, 6769, 6775, 6781, 6787, 6793, 6799, 6803, 6809, 6815, 6821, 6827, 6833, 6839, 6845, 6851, 6855, 6861, 6867, 6873, 6879, 6885, 6891, 6897, 6903, 6907, 6913, 6919, 6925, 6931, 6937, 6943, 6949, 6955, 6959, 6965, 6971, 6977, 6983, 6989, 6995, 7001, 7007, 7011, 7017, 7023, 7029, 7035, 7041, 7047, 7053, 7059, 7063, 7069, 7075, 7081, 7087, 7093, 7099, 7105, 7111, 7115, 7121, 7127, 7133, 7139, 7145, 7151, 7157, 7163, 7167, 7173, 7179, 7185, 7191, 7197, 7201, 7207, 7213, 7217, 7223, 7229, 7235, 7241, 7247, 7253, 7259, 7265, 7269, 7275, 7281, 7287, 7293, 7299, 7305, 7311, 7317, 7321, 7327, 7333, 7339, 7345, 7351, 7357, 7363, 7369, 7373, 7379, 7385, 7391, 7397, 7403, 7409, 7415, 7421, 7425, 7431, 7437, 7443, 7449, 7455, 7461, 7467, 7473, 7477, 7483, 7489, 7495, 7501, 7507, 7513, 7519, 7525, 7529, 7535, 7541, 7547, 7553, 7559, 7565, 7571, 7577, 7581, 7587, 7593, 7599, 7605, 7611, 7617, 7623, 7629, 7633, 7639, 7645, 7651, 7657, 7663, 7669, 7675, 7681, 7685, 7691, 7697, 7703, 7709, 7715, 7720, 7726, 7732, 7736, 7742, 7748, 7754, 7760, 7766, 7772, 7778, 7784, 7788, 7794, 7800, 7806, 7812, 7818, 7824, 7830, 7836, 7840, 7846, 7852, 7858, 7864, 7870, 7876, 7882, 7888, 7892, 7898, 7904, 7910, 7916, 7922, 7928, 7934, 7940, 7944, 7950, 7956, 7962, 7968, 7974, 7980, 7986, 7992, 7996, 8002, 8008, 8014, 8020, 8026, 8032, 8038, 8044, 8048, 8054, 8060, 8066, 8072, 8078, 8084, 8090, 8096, 8100, 8106, 8112, 8118, 8124, 8130, 8135, 8140, 8145, 8148, 8153, 8158, 8163, 8168, 8173, 8178, 8183, 8188, 8191, 8196, 8201, 8206, 8211, 8216], 1440, 1440, Jutul.TrivialGlobalMap()),), mass_conservation = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(-1.9208791182646933e-15,1.0158252722004451e-6,3.9711226835246613e-11) Dual{Cells()}(-1.9208791182646933e-15,-1.0155875706387567e-6,-3.180526974945463e-11) Dual{Cells()}(-1.9208791182646933e-15,-2.3714964190604127e-10,-7.427148676940919e-15) Dual{Cells()}(-1.9208791182646933e-15,-5.519197822408481e-13,-1.7283719608798697e-17) Dual{Cells()}(-1.9542776970977317e-15,-1.0155875706387567e-6,-3.180526975003658e-11) Dual{Cells()}(-1.9542776970977317e-15,2.0439049508865068e-6,7.200547728706851e-11) Dual{Cells()}(-1.9542776970977317e-15,-1.0280825336962478e-6,-3.219657590809355e-11) Dual{Cells()}(-1.9542776970977317e-15,-2.342878003251054e-10,-7.337520373110136e-15) Dual{Cells()}(-1.9542776970977317e-15,-5.587511771724366e-13,-1.7497649092690365e-17) Dual{Cells()}(-1.9976699892287725e-15,-1.0280825336962478e-6,-3.219657590687379e-11) Dual{Cells()}(-1.9976699892287725e-15,1.0283145934260307e-6,4.0297884219828947e-11) Dual{Cells()}(-1.9976699892287725e-15,-2.3149414721095359e-10,-7.250027624964372e-15) Dual{Cells()}(-1.9976699892287725e-15,-5.655825721050043e-13,-1.7711578577507158e-17) Dual{Cells()}(-5.323928706783985e-9,9.991699742710406e-7,5.956934455710784e-11) Dual{Cells()}(-5.323928706783985e-9,-9.989575100470117e-7,-5.0786225242404605e-11) Dual{Cells()}(-5.323928706783985e-9,-2.1192580548082785e-10,-1.114409081681633e-14) Dual{Cells()}(-5.323928706783985e-9,-5.384185481302495e-13,-2.840673969138183e-17) Dual{Cells()}(-5.402161180782363e-9,-9.989575100470117e-7,-5.1303065354826425e-11) Dual{Cells()}(-5.402161180782363e-9,2.032693467831531e-6,1.0805691690255534e-10) Dual{Cells()}(-5.402161180782363e-9,-1.0335222763623453e-6,-4.686402538895133e-11) Dual{Cells()}(-5.402161180782363e-9,-2.1312711789566486e-10,-1.0565646972649644e-14) Dual{Cells()}(-5.402161180782363e-9,-5.543042782926523e-13,-2.755938273097504e-17) Dual{Cells()}(-5.455482401326192e-9,-1.0335222763623453e-6,-4.8907237837529486e-11) Dual{Cells()}(-5.455482401326192e-9,2.639768439489013e-6,1.26877456137871e-10) Dual{Cells()}(-5.455482401326192e-9,-1.606029019899846e-6,-6.70351319283588e-11) Dual{Cells()}(-5.455482401326192e-9,-2.165667786303938e-10,-9.517475792264967e-15) Dual{Cells()}(-5.455482401326192e-9,-5.764481911527734e-13,-2.5383518374960544e-17) Dual{Cells()}(-6.85882977409912e-22,-1.606029019899846e-6,-7.155328286947185e-11) Dual{Cells()}(-6.85882977409912e-22,4.964476879554791e-6,1.9839501404112785e-10) Dual{Cells()}(-6.85882977409912e-22,-3.358389944481799e-6,-1.2313096042375147e-10) Dual{Cells()}(-6.85882977409912e-22,-5.775937348356604e-11,-2.245912497211245e-15) Dual{Cells()}(-6.85882977409912e-22,-1.5579966241361866e-13,-6.0635425804014586e-18) Dual{Cells()}(-1.2149437390103504e-20,-3.358389944481799e-6,-1.2946281795471736e-10) Dual{Cells()}(-1.2149437390103504e-20,6.7357010329616756e-6,2.4747218149018693e-10) Dual{Cells()}(-1.2149437390103504e-20,-3.377252983411186e-6,-1.1522767960137218e-10) Dual{Cells()}(-1.2149437390103504e-20,-5.7948192988924286e-11,-2.113070234279121e-15) Dual{Cells()}(-1.2149437390103504e-20,-1.5687570172306599e-13,-5.721884742411539e-18) Dual{Cells()}(1.578792540815011e-21,-3.377252983411186e-6,-1.2244083627803907e-10) Dual{Cells()}(1.578792540815011e-21,4.435069939647092e-6,1.4673628868336906e-10) Dual{Cells()}(1.578792540815011e-21,-1.057758813233468e-6,-1.9355229740662196e-11) Dual{Cells()}(1.578792540815011e-21,-5.7985458739048764e-11,-1.9772297477946893e-15) Dual{Cells()}(1.578792540815011e-21,-1.5754369886359522e-13,-5.369450107515321e-18) Dual{Cells()}(5.206222845297404e-9,-1.057758813233468e-6,-2.9604906692471104e-11) Dual{Cells()}(5.206222845297404e-9,1.6641074643981534e-6,4.216706549442591e-11) Dual{Cells()}(5.206222845297404e-9,-6.061921440738783e-7,-7.013116951426012e-12) Dual{Cells()}(5.206222845297404e-9,-1.5607686098799472e-10,-4.0844914232819785e-15) Dual{Cells()}(5.206222845297404e-9,-4.302298191005412e-13,-1.121197697829038e-17) Dual{Cells()}(5.411679886536695e-9,-6.061921440738783e-7,-1.5572872011245318e-11) Dual{Cells()}(5.411679886536695e-9,1.1699977655892758e-6,2.485840894929456e-11) Dual{Cells()}(5.411679886536695e-9,-5.636631103826697e-7,-5.319540984863213e-12) Dual{Cells()}(5.411679886536695e-9,-1.4210951590335348e-10,-2.504875673292709e-15) Dual{Cells()}(5.411679886536695e-9,-4.016168243981763e-13,-6.988439659885877e-18) Dual{Cells()}(5.56660112292997e-9,-5.636631103826697e-7,-1.0515260757350119e-11) Dual{Cells()}(5.56660112292997e-9,5.637919511176115e-7,1.274143229137236e-11) Dual{Cells()}(5.56660112292997e-9,-1.2846865533434617e-10,-1.700412010578149e-15) Dual{Cells()}(5.56660112292997e-9,-3.72079607510495e-13,-4.8150162875343466e-18) Dual{Cells()}(4.7168797410008315e-9,3.135376739244193e-7,1.5825790335562706e-11) Dual{Cells()}(4.7168797410008315e-9,-3.13451846427354e-7,-6.075152473461974e-12) Dual{Cells()}(4.7168797410008315e-9,-8.562930354115935e-11,-3.4913806380297874e-15) Dual{Cells()}(4.7168797410008315e-9,-1.9819352415796634e-13,-5.6339257046313366e-18) Dual{Cells()}(4.701479979614151e-9,-3.13451846427354e-7,-8.269484615796254e-12) Dual{Cells()}(4.701479979614151e-9,7.236833985565329e-7,1.9575651731085417e-11) Dual{Cells()}(4.701479979614151e-9,-4.1013476353127336e-7,-8.640779970045247e-12) Dual{Cells()}(4.701479979614151e-9,-9.6553966423003e-11,-1.8615477667247857e-15) Dual{Cells()}(4.701479979614151e-9,-2.3463148258117395e-13,-2.9349983124747568e-18) Dual{Cells()}(4.643977578613245e-9,-4.1013476353127336e-7,-5.853634625858696e-12) Dual{Cells()}(4.643977578613245e-9,1.2981573858336249e-6,1.3786733839519878e-11) Dual{Cells()}(4.643977578613245e-9,-8.878971221727103e-7,-1.0632992920427573e-11) Dual{Cells()}(4.643977578613245e-9,-1.2514918529019633e-10,-2.0038959185267826e-15) Dual{Cells()}(4.643977578613245e-9,-3.5094435106199873e-13,-3.497453719331015e-18) Dual{Cells()}(4.044136097972903e-21,-8.878971221727103e-7,2.591432033064248e-12) Dual{Cells()}(4.044136097972903e-21,4.256084588355376e-6,6.734705089366226e-11) Dual{Cells()}(4.044136097972903e-21,-3.368136576285824e-6,-6.639865183601277e-11) Dual{Cells()}(4.044136097972903e-21,-5.073522299563029e-11,-1.2793532655355951e-15) Dual{Cells()}(4.044136097972903e-21,-1.5467384681803852e-13,-2.669973150414197e-18) Dual{Cells()}(-1.5412055022482154e-22,-3.368136576285824e-6,-5.4650754909751496e-11) Dual{Cells()}(-1.5412055022482154e-22,6.821793587495059e-6,1.314485254144976e-10) Dual{Cells()}(-1.5412055022482154e-22,-3.4536054242520834e-6,-7.410060763631779e-11) Dual{Cells()}(-1.5412055022482154e-22,-5.14279501411914e-11,-1.4202815328240873e-15) Dual{Cells()}(-1.5412055022482154e-22,-1.5900700961103242e-13,-3.0417332706443814e-18) Dual{Cells()}(-6.241982450507574e-23,-3.4536054242520834e-6,-6.29830015935825e-11) Dual{Cells()}(-6.241982450507574e-23,5.200198184217892e-6,1.142969228954441e-10) Dual{Cells()}(-6.241982450507574e-23,-1.7465406713979132e-6,-4.8010444199043665e-11) Dual{Cells()}(-6.241982450507574e-23,-5.192597347037571e-11,-1.557098335520826e-15) Dual{Cells()}(-6.241982450507574e-23,-1.6259442634068087e-13,-3.40961743108377e-18) Dual{Cells()}(-4.582653417348691e-9,-1.7465406713979132e-6,-3.8125878151852266e-11) Dual{Cells()}(-4.582653417348691e-9,2.9297119179208066e-6,8.496647685525099e-11) Dual{Cells()}(-4.582653417348691e-9,-1.182915585210734e-6,-3.3606968984569174e-11) Dual{Cells()}(-4.582653417348691e-9,-1.9820748043971324e-10,-6.869176554320771e-15) Dual{Cells()}(-4.582653417348691e-9,-5.68157468974809e-11,4.828812260748299e-13) Dual{Cells()}(-4.582653417348691e-9,-6.380848223501913e-13,-1.5662949499519414e-17) Dual{Cells()}(-4.6198674770877895e-9,-1.182915585210734e-6,-2.7607971401553465e-11) Dual{Cells()}(-4.6198674770877895e-9,2.3914620491661724e-6,7.677964053648178e-11) Dual{Cells()}(-4.6198674770877895e-9,-1.2082926139868234e-6,-3.642629761583561e-11) Dual{Cells()}(-4.6198674770877895e-9,-1.9683750069440537e-10,-7.774799981849027e-15) Dual{Cells()}(-4.6198674770877895e-9,-5.635666040809756e-11,4.751203346902388e-13) Dual{Cells()}(-4.6198674770877895e-9,-6.558075124507553e-13,-1.8516105085331446e-17) Dual{Cells()}(-4.67463198576897e-9,-1.2082926139868234e-6,-3.3723865653009265e-11) Dual{Cells()}(-4.67463198576897e-9,1.2085436290468832e-6,4.5974256418408315e-11) Dual{Cells()}(-4.67463198576897e-9,-1.9453997038779672e-10,-8.157374960936985e-15) Dual{Cells()}(-4.67463198576897e-9,-5.580945854423073e-11,4.684305189264586e-13) Dual{Cells()}(-4.67463198576897e-9,-6.656311277241577e-13,-2.0012829042090547e-17) Dual{Cells()}(-6.148463209379411e-9,1.1766241509023917e-6,6.964676182033835e-11) Dual{Cells()}(-6.148463209379411e-9,-1.1762579058724045e-6,-5.927013379133849e-11) Dual{Cells()}(-6.148463209379411e-9,-1.8113123467015387e-10,-9.440028443624852e-15) Dual{Cells()}(-6.148463209379411e-9,-1.844790763576971e-10,-9.674702309100352e-15) Dual{Cells()}(-6.148463209379411e-9,-6.347189594613478e-13,-3.318642187420208e-17) Dual{Cells()}(-6.226154148978697e-9,-1.1762579058724045e-6,-5.992318637562454e-11) Dual{Cells()}(-6.226154148978697e-9,2.390494621483108e-6,1.2616369488573914e-10) Dual{Cells()}(-6.226154148978697e-9,-1.213868011128395e-6,-5.4628731759104767e-11) Dual{Cells()}(-6.226154148978697e-9,-1.8235163024747545e-10,-8.967069856295127e-15) Dual{Cells()}(-6.226154148978697e-9,-1.8570096353011755e-10,-9.183948800323082e-15) Dual{Cells()}(-6.226154148978697e-9,-6.518885307490807e-13,-3.2150494518449936e-17) Dual{Cells()}(-6.278649992765641e-9,-1.213868011128395e-6,-5.707318604782821e-11) Dual{Cells()}(-6.278649992765641e-9,3.0967430980277367e-6,1.4795990176094285e-10) Dual{Cells()}(-6.278649992765641e-9,-1.8825001931214488e-6,-7.810979054581197e-11) Dual{Cells()}(-6.278649992765641e-9,-1.8541218524221309e-10,-8.094944708368812e-15) Dual{Cells()}(-6.278649992765641e-9,-1.8880550821241953e-10,-8.279929958444676e-15) Dual{Cells()}(-6.278649992765641e-9,-6.760844385727642e-13,-2.9584580312857557e-17) Dual{Cells()}(5.6863376065157154e-21,-1.8825001931214488e-6,-8.34148089472706e-11) Dual{Cells()}(5.6863376065157154e-21,5.814456642383823e-6,2.3124586451770072e-10) Dual{Cells()}(5.6863376065157154e-21,-3.9318564385928936e-6,-1.4355823678149655e-10) Dual{Cells()}(5.6863376065157154e-21,-4.946203772149079e-11,-1.9132912427862596e-15) Dual{Cells()}(5.6863376065157154e-21,-5.036620669624906e-11,-1.9541293609523423e-15) Dual{Cells()}(5.6863376065157154e-21,-1.8242506275741583e-13,-7.067249240893525e-18) Dual{Cells()}(-2.6384613925933735e-21,-3.9318564385928936e-6,-1.5091457013313285e-10) Dual{Cells()}(-2.6384613925933735e-21,7.884023481967033e-6,2.885533526909174e-10) Dual{Cells()}(-2.6384613925933735e-21,-3.9520667049952715e-6,-1.3441606599210844e-10) Dual{Cells()}(-2.6384613925933735e-21,-4.9623764625192846e-11,-1.801357702619401e-15) Dual{Cells()}(-2.6384613925933735e-21,-5.053102208253257e-11,-1.8382330351024755e-15) Dual{Cells()}(-2.6384613925933735e-21,-1.8359215962704107e-13,-6.6715413907555136e-18) Dual{Cells()}(-3.017932921982776e-22,-3.9520667049952715e-6,-1.4277038386002075e-10) Dual{Cells()}(-3.017932921982776e-22,5.1888226290714904e-6,1.712720076182399e-10) Dual{Cells()}(-3.017932921982776e-22,-1.2366555138131733e-6,-2.2834010437833692e-11) Dual{Cells()}(-3.017932921982776e-22,-4.965914926346903e-11,-1.6868577772446488e-15) Dual{Cells()}(-3.017932921982776e-22,-5.0566819400891486e-11,-1.7197081846110545e-15) Dual{Cells()}(-3.017932921982776e-22,-1.842943817028814e-13,-6.2637266297529435e-18) Dual{Cells()}(6.0157127632963114e-9,-1.2366555138131733e-6,-3.4627986572374644e-11) Dual{Cells()}(6.0157127632963114e-9,1.9456825859617764e-6,4.9555843300563965e-11) Dual{Cells()}(6.0157127632963114e-9,-7.087565203890916e-7,-8.458326261206585e-12) Dual{Cells()}(6.0157127632963114e-9,-1.3380854933565612e-10,-3.4991069032322644e-15) Dual{Cells()}(6.0157127632963114e-9,-1.3624038641703734e-10,-3.549869097513862e-15) Dual{Cells()}(6.0157127632963114e-9,-5.028237589214341e-13,-1.3123717899995405e-17) Dual{Cells()}(6.23683218247206e-9,-7.087565203890916e-7,-1.826070760561752e-11) Dual{Cells()}(6.23683218247206e-9,1.3689904686877387e-6,2.9423285794591974e-11) Dual{Cells()}(6.23683218247206e-9,-6.599866305429386e-7,-6.477983915895577e-12) Dual{Cells()}(6.23683218247206e-9,-1.2233817510354003e-10,-2.168172342866329e-15) Dual{Cells()}(6.23683218247206e-9,-1.245098225623772e-10,-2.1746358136987914e-15) Dual{Cells()}(6.23683218247206e-9,-4.697580426320427e-13,-8.262962774088369e-18) Dual{Cells()}(6.400600805576607e-9,-6.599866305429386e-7,-1.2413866655881949e-11) Dual{Cells()}(6.400600805576607e-9,6.602113401025649e-7,1.5120371575168106e-11) Dual{Cells()}(6.400600805576607e-9,-1.1118018619551073e-10,-1.4882215276245265e-15) Dual{Cells()}(6.400600805576607e-9,-1.1309326439929911e-10,-1.473810135404767e-15) Dual{Cells()}(6.400600805576607e-9,-4.361090314166833e-13,-5.758396003252639e-18) Dual{Cells()}(5.7341972842363375e-9,6.994558161707485e-7,1.7694797159377227e-11) Dual{Cells()}(5.7341972842363375e-9,-6.992241475609778e-7,-1.3919324026363283e-11) Dual{Cells()}(5.7341972842363375e-9,-1.1458337724096823e-10,-1.7373264219566717e-15) Dual{Cells()}(5.7341972842363375e-9,-1.1662193890867985e-10,-1.7936201102519114e-15) Dual{Cells()}(5.7341972842363375e-9,-4.632936209778483e-13,-7.06951881450769e-18) Dual{Cells()}(5.734620052214314e-9,-6.992241475609778e-7,-8.920984307432708e-12) Dual{Cells()}(5.734620052214314e-9,1.4492144017628225e-6,3.377434488728643e-11) Dual{Cells()}(5.734620052214314e-9,-7.497471854474127e-7,-1.952665721735171e-11) Dual{Cells()}(5.734620052214314e-9,-1.2023712545671118e-10,-2.270394866849541e-15) Dual{Cells()}(5.734620052214314e-9,-1.2233523836120058e-10,-2.3299876926448016e-15) Dual{Cells()}(5.734620052214314e-9,-4.963906142847046e-13,-9.409008757421503e-18) Dual{Cells()}(5.6918101384950655e-9,-7.497471854474127e-7,-1.0987458333152412e-11) Dual{Cells()}(5.6918101384950655e-9,2.065187761619003e-6,5.4197969204211113e-11) Dual{Cells()}(5.6918101384950655e-9,-1.3151850906400973e-6,-3.650588476373401e-11) Dual{Cells()}(5.6918101384950655e-9,-1.2639273758618365e-10,-3.2966242761139003e-15) Dual{Cells()}(5.6918101384950655e-9,-1.2856010752404279e-10,-3.3619565674706088e-15) Dual{Cells()}(5.6918101384950655e-9,-5.326863825484348e-13,-1.3909297661364648e-17) Dual{Cells()}(1.0993262652572416e-23,-1.3151850906400973e-6,-2.570900861775541e-11) Dual{Cells()}(1.0993262652572416e-23,5.563793782711031e-6,1.775592487827193e-10) Dual{Cells()}(1.0993262652572416e-23,-4.248515011015975e-6,-1.468123464075599e-10) Dual{Cells()}(1.0993262652572416e-23,-4.634680137386634e-11,-1.5181697284251808e-15) Dual{Cells()}(1.0993262652572416e-23,-4.713662038862973e-11,-1.5435112494767078e-15) Dual{Cells()}(1.0993262652572416e-23,-1.9763319682799246e-13,-6.472553535872603e-18) Dual{Cells()}(5.248610428458846e-22,-4.248515011015975e-6,-1.386649474314042e-10) Dual{Cells()}(5.248610428458846e-22,8.497092764511344e-6,2.966914832251705e-10) Dual{Cells()}(5.248610428458846e-22,-4.248484254599197e-6,-1.5487128208821962e-10) Dual{Cells()}(5.248610428458846e-22,-4.6256737247464755e-11,-1.606786306729903e-15) Dual{Cells()}(5.248610428458846e-22,-4.7044339401790255e-11,-1.632549704705262e-15) Dual{Cells()}(5.248610428458846e-22,-1.978195239083228e-13,-6.868262844173674e-18) Dual{Cells()}(1.9409906164656167e-22,-4.248484254599197e-6,-1.4748708579637875e-10) Dual{Cells()}(1.9409906164656167e-22,6.30968748464391e-6,2.3723908759474627e-10) Dual{Cells()}(1.9409906164656167e-22,-2.061110092876891e-6,-8.580925763993385e-11) Dual{Cells()}(1.9409906164656167e-22,-4.607773837505074e-11,-1.6929559895340164e-15) Dual{Cells()}(1.9409906164656167e-22,-4.6861805999832414e-11,-1.7191121433798943e-15) Dual{Cells()}(1.9409906164656167e-22,-1.9762344727894264e-13,-7.255718853432475e-18) Dual{Cells()}(-5.672375299023739e-9,-2.061110092876891e-6,-7.99721249835152e-11) Dual{Cells()}(-5.672375299023739e-9,3.4191358569014832e-6,1.5292250405021831e-10) Dual{Cells()}(-5.672375299023739e-9,-1.357678147924033e-6,-5.940537706786564e-11) Dual{Cells()}(-5.672375299023739e-9,-1.7197641615604293e-10,-7.02818000026546e-15) Dual{Cells()}(-5.672375299023739e-9,-1.7489431838487184e-10,-7.129490575238324e-15) Dual{Cells()}(-5.672375299023739e-9,-7.453660180775434e-13,-3.042620606186514e-17) Dual{Cells()}(-5.718495785031826e-9,-1.357678147924033e-6,-5.6301765783415346e-11) Dual{Cells()}(-5.718495785031826e-9,2.7088382974074043e-6,1.3225250734363842e-10) Dual{Cells()}(-5.718495785031826e-9,-1.350821496471971e-6,-6.307738390851714e-11) Dual{Cells()}(-5.718495785031826e-9,-1.6754343573088078e-10,-7.591238696423354e-15) Dual{Cells()}(-5.718495785031826e-9,-1.7037025266127374e-10,-7.693518744405502e-15) Dual{Cells()}(-5.718495785031826e-9,-7.393230081892628e-13,-3.344776927073657e-17) Dual{Cells()}(-5.769687368064734e-9,-1.350821496471971e-6,-6.193675527063588e-11) Dual{Cells()}(-5.769687368064734e-9,1.3511535119025673e-6,7.408598438297518e-11) Dual{Cells()}(-5.769687368064734e-9,-1.642624448597361e-10,-7.821464718035313e-15) Dual{Cells()}(-5.769687368064734e-9,-1.6701512078531954e-10,-7.923036688443297e-15) Dual{Cells()}(-5.769687368064734e-9,-7.378649510563607e-13,-3.507565800784791e-17) Dual{Cells()}(-6.9727454293050434e-9,1.3541537828241118e-6,7.967371910467928e-11) Dual{Cells()}(-6.9727454293050434e-9,-1.353834184323895e-6,-6.770962073377175e-11) Dual{Cells()}(-6.9727454293050434e-9,-1.5815942215450828e-10,-8.187652951472197e-15) Dual{Cells()}(-6.9727454293050434e-9,-1.6070788231950082e-10,-8.358238506584362e-15) Dual{Cells()}(-6.9727454293050434e-9,-7.311957427454032e-13,-3.7937918563712006e-17) Dual{Cells()}(-7.050259609279298e-9,-1.353834184323895e-6,-6.850331698330923e-11) Dual{Cells()}(-7.050259609279298e-9,2.7485928019499643e-6,1.441771053157405e-10) Dual{Cells()}(-7.050259609279298e-9,-1.3944366142937635e-6,-6.234527829021508e-11) Dual{Cells()}(-7.050259609279298e-9,-1.5935013049322183e-10,-7.78843526729443e-15) Dual{Cells()}(-7.050259609279298e-9,-1.6190357463084801e-10,-7.946768047568636e-15) Dual{Cells()}(-7.050259609279298e-9,-7.496271812048849e-13,-3.6713583878284904e-17) Dual{Cells()}(-7.1019652194836795e-9,-1.3944366142937635e-6,-6.520013019916722e-11) Dual{Cells()}(-7.1019652194836795e-9,3.553985368341152e-6,1.6892793580777902e-10) Dual{Cells()}(-7.1019652194836795e-9,-2.1592211913104434e-6,-8.91128680100938e-11) Dual{Cells()}(-7.1019652194836795e-9,-1.6209900113271477e-10,-7.042180637325125e-15) Dual{Cells()}(-7.1019652194836795e-9,-1.6468790410341707e-10,-7.178302864061195e-15) Dual{Cells()}(-7.1019652194836795e-9,-7.758317088096276e-13,-3.3757619263066365e-17) Dual{Cells()}(-1.6478302141172944e-21,-2.1592211913104434e-6,-9.521905642976797e-11) Dual{Cells()}(-1.6478302141172944e-21,6.664847076113825e-6,2.638830953205357e-10) Dual{Cells()}(-1.6478302141172944e-21,-4.505538486641001e-6,-1.6383051015701756e-10) Dual{Cells()}(-1.6478302141172944e-21,-4.3249577547897607e-11,-1.6664170196408779e-15) Dual{Cells()}(-1.6478302141172944e-21,-4.3939517631498655e-11,-1.6967483656147156e-15) Dual{Cells()}(-1.6478302141172944e-21,-2.090672019457739e-13,-8.06355607191891e-18) Dual{Cells()}(-3.0019733444806175e-21,-4.505538486641001e-6,-1.7222640463973818e-10) Dual{Cells()}(-3.0019733444806175e-21,9.032570405256422e-6,3.2933362582661576e-10) Dual{Cells()}(-3.0019733444806175e-21,-4.52694423521509e-6,-1.5344492616525404e-10) Dual{Cells()}(-3.0019733444806175e-21,-4.339042468601888e-11,-1.569701967610164e-15) Dual{Cells()}(-3.0019733444806175e-21,-4.4082657323001996e-11,-1.59724824649912e-15) Dual{Cells()}(-3.0019733444806175e-21,-2.1031832120734652e-13,-7.613780260095159e-18) Dual{Cells()}(7.162685363273811e-22,-4.52694423521509e-6,-1.6295603327088454e-10) Dual{Cells()}(7.162685363273811e-22,5.9423816151617595e-6,1.9559296577115708e-10) Dual{Cells()}(7.162685363273811e-22,-1.4153496304775852e-6,-2.6240605157436044e-11) Dual{Cells()}(7.162685363273811e-22,-4.34229317575929e-11,-1.4707426226131292e-15) Dual{Cells()}(7.162685363273811e-22,-4.4115490351906575e-11,-1.4954576392470353e-15) Dual{Cells()}(7.162685363273811e-22,-2.1104697513170823e-13,-7.150565792982372e-18) Dual{Cells()}(6.8258182558678375e-9,-1.4153496304775852e-6,-3.959770202698232e-11) Dual{Cells()}(6.8258182558678375e-9,2.226588323904381e-6,5.683324073675783e-11) Dual{Cells()}(6.8258182558678375e-9,-8.110020840266e-7,-9.853098217638569e-12) Dual{Cells()}(6.8258182558678375e-9,-1.1708805560005646e-10,-3.0598836718316243e-15) Dual{Cells()}(6.8258182558678375e-9,-1.1894602347829684e-10,-3.099980485185366e-15) Dual{Cells()}(6.8258182558678375e-9,-5.753211175293138e-13,-1.5014044845478864e-17) Dual{Cells()}(7.063017575027492e-9,-8.110020840266e-7,-2.0913229796634737e-11) Dual{Cells()}(7.063017575027492e-9,1.5668718322512769e-6,3.3897605891798606e-11) Dual{Cells()}(7.063017575027492e-9,-7.556528305513071e-7,-7.592058537384773e-12) Dual{Cells()}(7.063017575027492e-9,-1.0735540036984359e-10,-1.910125069106651e-15) Dual{Cells()}(7.063017575027492e-9,-1.0902468805951106e-10,-1.9188804191370316e-15) Dual{Cells()}(7.063017575027492e-9,-5.375849405992847e-13,-9.515334137949603e-18) Dual{Cells()}(7.236065195434864e-9,-7.556528305513071e-7,-1.4274760035149784e-11) Dual{Cells()}(7.236065195434864e-9,7.558506506481671e-7,1.7453289277668803e-11) Dual{Cells()}(7.236065195434864e-9,-9.791882342459687e-11,-1.3216274944910851e-15) Dual{Cells()}(7.236065195434864e-9,-9.940166936582599e-11,-1.3154256045998008e-15) Dual{Cells()}(7.236065195434864e-9,-4.996040696247476e-13,-6.6809541447246076e-18) Dual{Cells()}(6.572452008476069e-9,7.950012798528223e-7,2.0023169898675913e-11) Dual{Cells()}(6.572452008476069e-9,-7.947981433899245e-7,-1.577869675263208e-11) Dual{Cells()}(6.572452008476069e-9,-1.005216943608154e-10,-1.5162856605972103e-15) Dual{Cells()}(6.572452008476069e-9,-1.0208808878769423e-10,-1.5573897793059885e-15) Dual{Cells()}(6.572452008476069e-9,-5.266797493048472e-13,-7.988661081666551e-18) Dual{Cells()}(6.563122950989996e-9,-7.947981433899245e-7,-1.003064489231474e-11) Dual{Cells()}(6.563122950989996e-9,1.646995024603099e-6,3.824238087023353e-11) Dual{Cells()}(6.563122950989996e-9,-8.519832406425267e-7,-2.217890019818467e-11) Dual{Cells()}(6.563122950989996e-9,-1.0572852208097728e-10,-1.9910676162777325e-15) Dual{Cells()}(6.563122950989996e-9,-1.0734785498226427e-10,-2.0353309360473514e-15) Dual{Cells()}(6.563122950989996e-9,-5.641935844368746e-13,-1.065959314425981e-17) Dual{Cells()}(6.503732764394987e-9,-8.519832406425267e-7,-1.2377525911892486e-11) Dual{Cells()}(6.503732764394987e-9,2.346100966259067e-6,6.14781287860744e-11) Dual{Cells()}(6.503732764394987e-9,-1.493892698662098e-6,-4.1480511071605574e-11) Dual{Cells()}(6.503732764394987e-9,-1.1137109722281875e-10,-2.9052055979488273e-15) Dual{Cells()}(6.503732764394987e-9,-1.13050664283653e-10,-2.955068108635405e-15) Dual{Cells()}(6.503732764394987e-9,-6.051929360681743e-13,-1.5801495709399752e-17) Dual{Cells()}(1.5396666555031827e-22,-1.493892698662098e-6,-2.911855340996686e-11) Dual{Cells()}(1.5396666555031827e-22,6.317257770777136e-6,2.019124645877639e-10) Dual{Cells()}(1.5396666555031827e-22,-4.8232824985319425e-6,-1.670226998495799e-10) Dual{Cells()}(1.5396666555031827e-22,-4.0868115073517617e-11,-1.340934508568309e-15) Dual{Cells()}(1.5396666555031827e-22,-4.148108500087346e-11,-1.360661478971603e-15) Dual{Cells()}(1.5396666555031827e-22,-2.2438302125112674e-13,-7.360828006176681e-18) Dual{Cells()}(7.184314036028799e-23,-4.8232824985319425e-6,-1.5772107416161846e-10) Dual{Cells()}(7.184314036028799e-23,9.64536072611777e-6,3.3752585687771117e-10) Dual{Cells()}(7.184314036028799e-23,-4.821995806148367e-6,-1.7620843239899993e-10) Dual{Cells()}(7.184314036028799e-23,-4.0792757414063645e-11,-1.4198527481779505e-15) Dual{Cells()}(7.184314036028799e-23,-4.140413992124105e-11,-1.440009209204053e-15) Dual{Cells()}(7.184314036028799e-23,-2.245401246803663e-13,-7.812084389480791e-18) Dual{Cells()}(9.921966824088211e-23,-4.821995806148367e-6,-1.6778866259083305e-10) Dual{Cells()}(9.921966824088211e-23,7.1597667431135225e-6,2.699175866596676e-10) Dual{Cells()}(9.921966824088211e-23,-2.3376888284120856e-6,-9.762201529938984e-11) Dual{Cells()}(9.921966824088211e-23,-4.063777914767158e-11,-1.4966186612656846e-15) Dual{Cells()}(9.921966824088211e-23,-4.1246516970864294e-11,-1.5171807616576886e-15) Dual{Cells()}(9.921966824088211e-23,-2.2425695042274051e-13,-8.253734823394749e-18) Dual{Cells()}(-6.498214365557086e-9,-2.3376888284120856e-6,-9.099104907915948e-11) Dual{Cells()}(-6.498214365557086e-9,3.876116169052697e-6,1.7391152038760605e-10) Dual{Cells()}(-6.498214365557086e-9,-1.5381207817241459e-6,-6.753740220963331e-11) Dual{Cells()}(-6.498214365557086e-9,-1.5172340614102368e-10,-6.219418244772397e-15) Dual{Cells()}(-6.498214365557086e-9,-1.5399045452232118e-10,-6.2998336894009664e-15) Dual{Cells()}(-6.498214365557086e-9,-8.450558021816199e-13,-3.4606259359028154e-17) Dual{Cells()}(-6.5450880912883695e-9,-1.5381207817241459e-6,-6.403026951273314e-11) Dual{Cells()}(-6.5450880912883695e-9,3.066665548886438e-6,1.5028214933909454e-10) Dual{Cells()}(-6.5450880912883695e-9,-1.5282459157119592e-6,-7.166350812159778e-11) Dual{Cells()}(-6.5450880912883695e-9,-1.479076014322011e-10,-6.726956553854752e-15) Dual{Cells()}(-6.5450880912883695e-9,-1.5010686982387818e-10,-6.808986345105491e-15) Dual{Cells()}(-6.5450880912883695e-9,-8.369790765201572e-13,-3.801777331074734e-17) Dual{Cells()}(-6.595963555824084e-9,-1.5282459157119592e-6,-7.038672730247227e-11) Dual{Cells()}(-6.595963555824084e-9,1.5285391436285805e-6,8.411971804274862e-11) Dual{Cells()}(-6.595963555824084e-9,-1.451243190991588e-10,-6.9391005194260195e-15) Dual{Cells()}(-6.595963555824084e-9,-1.4726934679256057e-10,-7.0210772794403e-15) Dual{Cells()}(-6.595963555824084e-9,-8.342507297538361e-13,-3.983345076216642e-17) Dual{Cells()}(-7.798228854123671e-9,1.53161448890762e-6,8.9705027706358e-11) Dual{Cells()}(-7.798228854123671e-9,-1.5313309604970134e-6,-7.615497029826041e-11) Dual{Cells()}(-7.798228854123671e-9,-1.4034813799987526e-10,-7.228312076013583e-15) Dual{Cells()}(-7.798228854123671e-9,-1.4235264013701405e-10,-7.357684061667712e-15) Dual{Cells()}(-7.798228854123671e-9,-8.276324697844507e-13,-4.269039215334799e-17) Dual{Cells()}(-7.875842035208744e-9,-1.5313309604970134e-6,-7.708719062778879e-11) Dual{Cells()}(-7.875842035208744e-9,3.1065572385096213e-6,1.6220027521357553e-10) Dual{Cells()}(-7.875842035208744e-9,-1.5749404353418968e-6,-7.006831506938933e-11) Dual{Cells()}(-7.875842035208744e-9,-1.41492294362888e-10,-6.8834366459525514e-15) Dual{Cells()}(-7.875842035208744e-9,-1.435030468978522e-10,-7.003934256282017e-15) Dual{Cells()}(-7.875842035208744e-9,-8.473294501773224e-13,-4.127812057914114e-17) Dual{Cells()}(-7.92686564059305e-9,-1.5749404353418968e-6,-7.333040378725304e-11) Dual{Cells()}(-7.92686564059305e-9,4.011099019369451e-6,1.8990828261427207e-10) Dual{Cells()}(-7.92686564059305e-9,-2.4358676941584063e-6,-1.0012445448429299e-10) Dual{Cells()}(-7.92686564059305e-9,-1.4398723525777042e-10,-6.231698566024075e-15) Dual{Cells()}(-7.92686564059305e-9,-1.460270799564534e-10,-6.335959423976523e-15) Dual{Cells()}(-7.92686564059305e-9,-8.755539334747619e-13,-3.7932510275502897e-17) Dual{Cells()}(-4.000885214811463e-21,-2.4358676941584063e-6,-1.0702862526274639e-10) Dual{Cells()}(-4.000885214811463e-21,7.515058989773976e-6,2.9654201634593295e-10) Dual{Cells()}(-4.000885214811463e-21,-5.079113671347669e-6,-1.8411727932060682e-10) Dual{Cells()}(-4.000885214811463e-21,-3.842243721887213e-11,-1.475995865634038e-15) Dual{Cells()}(-4.000885214811463e-21,-3.896612500938336e-11,-1.4994027430743386e-15) Dual{Cells()}(-4.000885214811463e-21,-2.3570567263120225e-13,-9.060387320220061e-18) Dual{Cells()}(6.645329934355208e-22,-5.079113671347669e-6,-1.9355130393438183e-10) Dual{Cells()}(6.645329934355208e-22,1.0180936420984165e-5,3.701408070101674e-10) Dual{Cells()}(6.645329934355208e-22,-5.101744872290458e-6,-1.7248674946471696e-10) Dual{Cells()}(6.645329934355208e-22,-3.854742312781501e-11,-1.3908774984950043e-15) Dual{Cells()}(6.645329934355208e-22,-3.9092880739940115e-11,-1.4122336429718814e-15) Dual{Cells()}(6.645329934355208e-22,-2.370421707101132e-13,-8.556540650985015e-18) Dual{Cells()}(5.2732238984437e-22,-5.101744872290458e-6,-1.8315398618239702e-10) Dual{Cells()}(5.2732238984437e-22,6.695869637601927e-6,2.199289732071683e-10) Dual{Cells()}(5.2732238984437e-22,-1.5940468265963475e-6,-2.964735183436646e-11) Dual{Cells()}(5.2732238984437e-22,-3.857759601200298e-11,-1.3037647088721443e-15) Dual{Cells()}(5.2732238984437e-22,-3.9123320645326693e-11,-1.3230348210597294e-15) Dual{Cells()}(5.2732238984437e-22,-2.37798463743726e-13,-8.03791823436287e-18) Dual{Cells()}(7.637047027621327e-9,-1.5940468265963475e-6,-4.4569402694060024e-11) Dual{Cells()}(7.637047027621327e-9,2.507494723825491e-6,6.411049927120829e-11) Dual{Cells()}(7.637047027621327e-9,-9.132376210424336e-7,-1.1244420149364016e-11) Dual{Cells()}(7.637047027621327e-9,-1.0408137197714432e-10,-2.718824618978429e-15) Dual{Cells()}(7.637047027621327e-9,-1.055469927459276e-10,-2.7512730942123757e-15) Dual{Cells()}(7.637047027621327e-9,-6.478219865581334e-13,-1.6905518481441336e-17) Dual{Cells()}(7.890623710235897e-9,-9.132376210424336e-7,-2.356526163241907e-11) Dual{Cells()}(7.890623710235897e-9,1.7646943571039735e-6,3.836701094402543e-11) Dual{Cells()}(7.890623710235897e-9,-8.512635313936612e-7,-8.702509777975099e-12) Dual{Cells()}(7.890623710235897e-9,-9.563806235380881e-11,-1.7070181357201395e-15) Dual{Cells()}(7.890623710235897e-9,-9.696120661242414e-11,-1.7162861026205194e-15) Dual{Cells()}(7.890623710235897e-9,-6.053989124645863e-13,-1.0768106057222183e-17) Dual{Cells()}(8.073223305817391e-9,-8.512635313936612e-7,-1.6134079927819803e-11) Dual{Cells()}(8.073223305817391e-9,8.514402218289306e-7,1.9782646884120008e-11) Dual{Cells()}(8.073223305817391e-9,-8.747217305671957e-11,-1.1884045648946544e-15) Dual{Cells()}(8.073223305817391e-9,-8.865521364803986e-11,-1.1865057442823772e-15) Dual{Cells()}(8.073223305817391e-9,-5.630485646950849e-13,-7.603584499030563e-18) Dual{Cells()}(7.411546367598457e-9,8.905231568277966e-7,2.23491391165785e-11) Dual{Cells()}(7.411546367598457e-9,-8.903422690605606e-7,-1.7636783388631e-11) Dual{Cells()}(7.411546367598457e-9,-8.952821091846156e-11,-1.3446484229658249e-15) Dual{Cells()}(7.411546367598457e-9,-9.076951269826789e-11,-1.3759293155704805e-15) Dual{Cells()}(7.411546367598457e-9,-5.900436192838559e-13,-8.908220918697327e-18) Dual{Cells()}(7.392336881481343e-9,-8.903422690605606e-7,-1.113779798007978e-11) Dual{Cells()}(7.392336881481343e-9,1.8447436057543008e-6,4.270701783177985e-11) Dual{Cells()}(7.392336881481343e-9,-9.542107339869225e-7,-2.4830582948785636e-11) Dual{Cells()}(7.392336881481343e-9,-9.434155250854036e-11,-1.772623843389401e-15) Dual{Cells()}(7.392336881481343e-9,-9.562916577992081e-11,-1.806777181531517e-15) Dual{Cells()}(7.392336881481343e-9,-6.319885292406926e-13,-1.191063105157821e-17) Dual{Cells()}(7.3162214436793726e-9,-9.542107339869225e-7,-1.3765353728532158e-11) Dual{Cells()}(7.3162214436793726e-9,2.6270101925434857e-6,6.87567953360208e-11) Dual{Cells()}(7.3162214436793726e-9,-1.6725983616040666e-6,-4.645536742698729e-11) Dual{Cells()}(7.3162214436793726e-9,-9.953980556294773e-11,-2.5967807027078473e-15) Dual{Cells()}(7.3162214436793726e-9,-1.0087944709044685e-10,-2.6360877443329166e-15) Dual{Cells()}(7.3162214436793726e-9,-6.776998433521146e-13,-1.7694125380192072e-17) Dual{Cells()}(4.352922862977018e-22,-1.6725983616040666e-6,-3.252699457206284e-11) Dual{Cells()}(4.352922862977018e-22,7.070680256355074e-6,2.262698605912652e-10) Dual{Cells()}(4.352922862977018e-22,-5.398008059384159e-6,-1.872371515311758e-10) Dual{Cells()}(4.352922862977018e-22,-3.654737830581817e-11,-1.2007689554306208e-15) Dual{Cells()}(4.352922862977018e-22,-3.7036855955188605e-11,-1.2165576005555841e-15) Dual{Cells()}(4.352922862977018e-22,-2.5113258792655816e-13,-8.249211059947574e-18) Dual{Cells()}(-3.0679999672621085e-23,-5.398008059384159e-6,-1.7678107522723956e-10) Dual{Cells()}(-3.0679999672621085e-23,1.0793536584361313e-5,3.783692194412872e-10) Dual{Cells()}(-3.0679999672621085e-23,-5.395454819842285e-6,-1.9755028579715497e-10) Dual{Cells()}(-3.0679999672621085e-23,-3.6482789711097944e-11,-1.2719060916018607e-15) Dual{Cells()}(-3.0679999672621085e-23,-3.697108505328573e-11,-1.2881001101139416e-15) Dual{Cells()}(-3.0679999672621085e-23,-2.5126010383400015e-13,-8.755996579691349e-18) Dual{Cells()}(1.8177819026671298e-22,-5.395454819842285e-6,-1.8809505043092998e-10) Dual{Cells()}(1.8177819026671298e-22,8.009766608643306e-6,3.026042017642174e-10) Dual{Cells()}(1.8177819026671298e-22,-2.6142383593892936e-6,-1.0943727714178619e-10) Dual{Cells()}(1.8177819026671298e-22,-3.6346137046098235e-11,-1.3411219186125491e-15) Dual{Cells()}(1.8177819026671298e-22,-3.683238528708497e-11,-1.3577017255457287e-15) Dual{Cells()}(1.8177819026671298e-22,-2.508893931449856e-13,-9.251822690338472e-18) Dual{Cells()}(-7.3248692876317e-9,-2.6142383593892936e-6,-1.0201330281919465e-10) Dual{Cells()}(-7.3248692876317e-9,4.333051228825449e-6,1.949059858251334e-10) Dual{Cells()}(-7.3248692876317e-9,-1.7185386420820478e-6,-7.567106335238922e-11) Dual{Cells()}(-7.3248692876317e-9,-1.3573533832720838e-10,-5.577763040302137e-15) Dual{Cells()}(-7.3248692876317e-9,-1.3754727806867124e-10,-5.643076428481928e-15) Dual{Cells()}(-7.3248692876317e-9,-9.447377112179554e-13,-3.8786385782028404e-17) Dual{Cells()}(-7.372384295973231e-9,-1.7185386420820478e-6,-7.176137804224563e-11) Dual{Cells()}(-7.372384295973231e-9,3.4244450880746146e-6,1.6831624215995316e-10) Dual{Cells()}(-7.372384295973231e-9,-1.7056389756567631e-6,-8.025139305382276e-11) Dual{Cells()}(-7.372384295973231e-9,-1.3238800336372172e-10,-6.039568207633156e-15) Dual{Cells()}(-7.372384295973231e-9,-1.341477092344609e-10,-6.106710514140223e-15) Dual{Cells()}(-7.372384295973231e-9,-9.346232053703075e-13,-4.2587531956750574e-17) Dual{Cells()}(-7.422824609796598e-9,-1.7056389756567631e-6,-7.883915484576481e-11) Dual{Cells()}(-7.422824609796598e-9,1.7059015779001616e-6,9.41555758486371e-11) Dual{Cells()}(-7.422824609796598e-9,-1.2997654989863632e-10,-6.235839937827573e-15) Dual{Cells()}(-7.422824609796598e-9,-1.3169507025615248e-10,-6.303255958330997e-15) Dual{Cells()}(-7.422824609796598e-9,-9.30623243717254e-13,-4.4590713430242944e-17) Dual{Cells()}(-8.625153886013665e-9,1.7090099165830622e-6,9.974169670419534e-11) Dual{Cells()}(-8.625153886013665e-9,-1.7087551043617026e-6,-8.460695229269767e-11) Dual{Cells()}(-8.625153886013665e-9,-1.2613544814224283e-10,-6.47013274486594e-15) Dual{Cells()}(-8.625153886013665e-9,-1.2775280361330742e-10,-6.571640102605316e-15) Dual{Cells()}(-8.625153886013665e-9,-9.239696040502876e-13,-4.746877936410817e-17) Dual{Cells()}(-8.703062187739336e-9,-1.7087551043617026e-6,-8.567600928643193e-11) Dual{Cells()}(-8.703062187739336e-9,3.4643996474301694e-6,1.8023470487762308e-10) Dual{Cells()}(-8.703062187739336e-9,-1.7553875189164973e-6,-7.779797256098707e-11) Dual{Cells()}(-8.703062187739336e-9,-1.2722761672660442e-10,-6.166852530358856e-15) Dual{Cells()}(-8.703062187739336e-9,-1.288515861675562e-10,-6.261665593168734e-15) Dual{Cells()}(-8.703062187739336e-9,-9.449490756702473e-13,-4.58670631952263e-17) Dual{Cells()}(-8.753479820863568e-9,-1.7553875189164973e-6,-8.146491598274368e-11) Dual{Cells()}(-8.753479820863568e-9,4.4681012677316316e-6,2.1090188726613727e-10) Dual{Cells()}(-8.753479820863568e-9,-2.712452101314385e-6,-1.111444922648721e-10) Dual{Cells()}(-8.753479820863568e-9,-1.295119603272451e-10,-5.588586484840219e-15) Dual{Cells()}(-8.753479820863568e-9,-1.31160313573535e-10,-5.6710503494769975e-15) Dual{Cells()}(-8.753479820863568e-9,-9.752268486926116e-13,-4.212735331704007e-17) Dual{Cells()}(-3.299301153840816e-21,-2.712452101314385e-6,-1.1884448660044096e-10) Dual{Cells()}(-3.299301153840816e-21,8.365130259554582e-6,3.2922255737506956e-10) Dual{Cells()}(-3.299301153840816e-21,-5.652608328568231e-6,-2.0441765669109187e-10) Dual{Cells()}(-3.299301153840816e-21,-3.4563959285700564e-11,-1.324661915159533e-15) Dual{Cells()}(-3.299301153840816e-21,-3.5003374502879605e-11,-1.3432863501274342e-15) Dual{Cells()}(-3.299301153840816e-21,-2.6233817885675685e-13,-1.0061038196897509e-17) Dual{Cells()}(6.7600301585130495e-21,-5.652608328568231e-6,-2.1488929163749663e-10) Dual{Cells()}(6.7600301585130495e-21,1.1329168952649552e-5,4.109734184975624e-10) Dual{Cells()}(6.7600301585130495e-21,-5.676490566562404e-6,-1.9154009833524116e-10) Dual{Cells()}(6.7600301585130495e-21,-3.467646153865447e-11,-1.2486660768656453e-15) Dual{Cells()}(6.7600301585130495e-21,-3.511729451000643e-11,-1.2657205926870877e-15) Dual{Cells()}(6.7600301585130495e-21,-2.637628674196661e-13,-9.502279113689544e-18) Dual{Cells()}(-1.6884957539677224e-21,-5.676490566562404e-6,-2.0336368609433248e-10) Dual{Cells()}(-1.6884957539677224e-21,7.4493051665911285e-6,2.442776630053537e-10) Dual{Cells()}(-1.6884957539677224e-21,-1.7727444850686483e-6,-3.3052495377728554e-11) Dual{Cells()}(-1.6884957539677224e-21,-3.4704673314024763e-11,-1.1708752924301594e-15) Dual{Cells()}(-1.6884957539677224e-21,-3.514573776137952e-11,-1.1863319445089873e-15) Dual{Cells()}(-1.6884957539677224e-21,-2.6454900121438015e-13,-8.92734200495516e-18) Dual{Cells()}(8.44961871579403e-9,-1.7727444850686483e-6,-4.9542190352378503e-11) Dual{Cells()}(8.44961871579403e-9,2.7883917902453227e-6,7.138528407409422e-11) Dual{Cells()}(8.44961871579403e-9,-1.0154580493881129e-6,-1.2631239013393816e-11) Dual{Cells()}(8.44961871579403e-9,-9.367493826975672e-11,-2.4462730622574182e-15) Dual{Cells()}(8.44961871579403e-9,-9.486052791533385e-11,-2.4730330734906532e-15) Dual{Cells()}(8.44961871579403e-9,-7.203223759663588e-13,-1.879222993436908e-17) Dual{Cells()}(8.71983468019107e-9,-1.0154580493881129e-6,-2.621628382861384e-11) Dual{Cells()}(8.71983468019107e-9,1.9624453014242428e-6,4.2829618214354694e-11) Dual{Cells()}(8.71983468019107e-9,-9.468130576872136e-7,-9.808200156225787e-12) Dual{Cells()}(8.71983468019107e-9,-8.622344786800789e-11,-1.5429259895337382e-15) Dual{Cells()}(8.71983468019107e-9,-8.72977515296796e-11,-1.5518680339704928e-15) Dual{Cells()}(8.71983468019107e-9,-6.731495185727e-13,-1.2001958053975216e-17) Dual{Cells()}(8.912214213044191e-9,-9.468130576872136e-7,-1.7991027756389248e-11) Dual{Cells()}(8.912214213044191e-9,9.469727110064733e-7,2.2107290165838857e-11) Dual{Cells()}(8.912214213044191e-9,-7.903086362016889e-11,-1.0794076863109298e-15) Dual{Cells()}(8.912214213044191e-9,-7.999611913714186e-11,-1.0797021951238265e-15) Dual{Cells()}(8.912214213044191e-9,-6.263365023946928e-13,-8.49970362567184e-18) Dual{Cells()}(5.179955052306794e-10,9.76760280769578e-7,2.8098755647199246e-11) Dual{Cells()}(5.179955052306794e-10,-9.765849548449323e-7,-1.5780898437822637e-11) Dual{Cells()}(5.179955052306794e-10,-8.714977396494083e-11,-2.2050265368357473e-15) Dual{Cells()}(5.179955052306794e-10,-8.750955126230608e-11,-1.2183210044086237e-14) Dual{Cells()}(5.179955052306794e-10,-6.665994183927007e-13,-1.0712874398861837e-17) Dual{Cells()}(5.295657898540048e-10,-9.765849548449323e-7,-1.5693749005956436e-11) Dual{Cells()}(5.295657898540048e-10,1.961737893642324e-6,4.4122539004001445e-11) Dual{Cells()}(5.295657898540048e-10,-9.849782117203883e-7,-1.602945039116611e-11) Dual{Cells()}(5.295657898540048e-10,-8.654325449342645e-11,-2.192648826031938e-15) Dual{Cells()}(5.295657898540048e-10,-8.751175079038093e-11,-7.426077539073095e-15) Dual{Cells()}(5.295657898540048e-10,-6.72071720002046e-13,-1.0829322994179878e-17) Dual{Cells()}(5.497625627299022e-10,-9.849782117203883e-7,-1.584436485792695e-11) Dual{Cells()}(5.497625627299022e-10,2.6548768978959276e-6,5.547628671223818e-11) Dual{Cells()}(5.497625627299022e-10,-1.6697250177609984e-6,-2.7162947506918828e-11) Dual{Cells()}(5.497625627299022e-10,-8.598312279931514e-11,-2.184644022921382e-15) Dual{Cells()}(5.497625627299022e-10,-8.700718177405892e-11,2.2090765893690933e-15) Dual{Cells()}(5.497625627299022e-10,-6.781099672617029e-13,-1.0987579264240437e-17) Dual{Cells()}(7.651420666115506e-22,-1.6697250177609984e-6,-2.6857231440452812e-11) Dual{Cells()}(7.651420666115506e-22,6.994403650475241e-6,1.1732181356362274e-10) Dual{Cells()}(7.651420666115506e-22,-5.324616141596945e-6,-8.701656308383849e-11) Dual{Cells()}(7.651420666115506e-22,-3.111267293159364e-11,-7.926858348053918e-16) Dual{Cells()}(7.651420666115506e-22,-3.1130839460154636e-11,4.3394622334615115e-15) Dual{Cells()}(7.651420666115506e-22,-2.476049065364567e-13,-4.033915180782378e-18) Dual{Cells()}(6.463253264365509e-22,-5.324616141596945e-6,-8.681351691237465e-11) Dual{Cells()}(6.463253264365509e-22,1.0656053128281369e-5,1.7741484604753156e-10) Dual{Cells()}(6.463253264365509e-22,-5.33137471292612e-6,-8.715083416141327e-11) Dual{Cells()}(6.463253264365509e-22,-3.108607655636512e-11,-7.92460208331903e-16) Dual{Cells()}(6.463253264365509e-22,-3.093974303353635e-11,5.491183525908347e-15) Dual{Cells()}(6.463253264365509e-22,-2.479387159000957e-13,-4.043932336775733e-18) Dual{Cells()}(-1.160637796988467e-23,-5.33137471292612e-6,-8.704942969694451e-11) Dual{Cells()}(-1.160637796988467e-23,5.3314367384039775e-6,9.050319942308133e-11) Dual{Cells()}(-1.160637796988467e-23,-3.10569176489658e-11,-7.919424182366069e-16) Dual{Cells()}(-1.160637796988467e-23,-3.0720326991152146e-11,6.6988305456657425e-15) Dual{Cells()}(-1.160637796988467e-23,-2.482332179084417e-13,-4.0510244633930744e-18) Dual{Cells()}(-1.1910194783390268e-14,-2.3714964190604127e-10,-7.426841001819896e-15) Dual{Cells()}(-1.1910194783390268e-14,1.0392139902990834e-6,4.0626218224833624e-11) Dual{Cells()}(-1.1910194783390268e-14,-1.0387443744633564e-6,-3.25318239650988e-11) Dual{Cells()}(-1.1910194783390268e-14,-2.3190161347056355e-10,-7.265178760683836e-15) Dual{Cells()}(-1.1910194783390268e-14,-5.645803504041292e-13,-1.7680927443178082e-17) Dual{Cells()}(-1.2110947650451007e-14,-2.342878003251054e-10,-7.337216412782069e-15) Dual{Cells()}(-1.2110947650451007e-14,-1.0387443744633564e-6,-3.2531823974004456e-11) Dual{Cells()}(-1.2110947650451007e-14,2.0904477132690042e-6,7.364695269148798e-11) Dual{Cells()}(-1.2110947650451007e-14,-1.0512393153804753e-6,-3.29231456662727e-11) Dual{Cells()}(-1.2110947650451007e-14,-2.2916421309251292e-10,-7.179419614535131e-15) Dual{Cells()}(-1.2110947650451007e-14,-5.714117550157873e-13,-1.789486610625759e-17) Dual{Cells()}(-1.2370525617448408e-14,-2.3149414721095359e-10,-7.249727288960148e-15) Dual{Cells()}(-1.2370525617448408e-14,-1.0512393153804753e-6,-3.292314566454691e-11) Dual{Cells()}(-1.2370525617448408e-14,1.0516978784017585e-6,4.121272167336215e-11) Dual{Cells()}(-1.2370525617448408e-14,-2.264906309124673e-10,-7.095659819007122e-15) Dual{Cells()}(-1.2370525617448408e-14,-5.782431596331505e-13,-1.810880477475389e-17) Dual{Cells()}(-5.428220126005254e-9,-2.1192580548082785e-10,-1.1209772070259155e-14) Dual{Cells()}(-5.428220126005254e-9,1.021255159074941e-6,6.087197333054371e-11) Dual{Cells()}(-5.428220126005254e-9,-1.020835200788717e-6,-5.188526800666565e-11) Dual{Cells()}(-5.428220126005254e-9,-2.0748218976017036e-10,-1.089729092756661e-14) Dual{Cells()}(-5.428220126005254e-9,-5.502909827804943e-13,-2.902370552497774e-17) Dual{Cells()}(-5.5064055117612535e-9,-2.1312711789566486e-10,-1.0621281657005982e-14) Dual{Cells()}(-5.5064055117612535e-9,-1.020835200788717e-6,-5.241361510009346e-11) Dual{Cells()}(-5.5064055117612535e-9,2.077091293672553e-6,1.1040023040335626e-10) Dual{Cells()}(-5.5064055117612535e-9,-1.0558337047683544e-6,-4.7876829087156045e-11) Dual{Cells()}(-5.5064055117612535e-9,-2.0869464204507386e-10,-1.0334651386466765e-14) Dual{Cells()}(-5.5064055117612535e-9,-5.663555411030795e-13,-2.815333136510618e-17) Dual{Cells()}(-5.559686413216138e-9,-2.165667786303938e-10,-9.553554215823355e-15) Dual{Cells()}(-5.559686413216138e-9,-1.0558337047683544e-6,-4.9959992018702524e-11) Dual{Cells()}(-5.559686413216138e-9,2.6965878806013856e-6,1.2961101162638588e-10) Dual{Cells()}(-5.559686413216138e-9,-1.640324929116575e-6,-6.848124501955109e-11) Dual{Cells()}(-5.559686413216138e-9,-2.1209114084999953e-10,-9.31270342837978e-15) Dual{Cells()}(-5.559686413216138e-9,-5.887969760046605e-13,-2.5929630097009894e-17) Dual{Cells()}(8.45698229943635e-21,-5.775937348356604e-11,-2.2504291119853936e-15) Dual{Cells()}(8.45698229943635e-21,-1.640324929116575e-6,-7.308353978756046e-11) Dual{Cells()}(8.45698229943635e-21,5.070239994947644e-6,2.026825216609568e-10) Dual{Cells()}(8.45698229943635e-21,-3.429800577284993e-6,-1.2581484390768037e-10) Dual{Cells()}(8.45698229943635e-21,-5.657006080299872e-11,-2.198228528805398e-15) Dual{Cells()}(8.45698229943635e-21,-1.5911178948173475e-13,-6.194739564759288e-18) Dual{Cells()}(-1.035244890164314e-20,-5.7948192988924286e-11,-2.1150626834441793e-15) Dual{Cells()}(-1.035244890164314e-20,-3.429800577284993e-6,-1.322616592299035e-10) Dual{Cells()}(-1.035244890164314e-20,6.878891521431111e-6,2.5285959509389844e-10) Dual{Cells()}(-1.035244890164314e-20,-3.4489760794631492e-6,-1.1775891600242086e-10) Dual{Cells()}(-1.035244890164314e-20,-5.675628429771632e-11,-2.0684887606052717e-15) Dual{Cells()}(-1.035244890164314e-20,-1.6020568221767026e-13,-5.846425841796892e-18) Dual{Cells()}(9.790502460035533e-22,-5.7985458739048764e-11,-1.9766778255218055e-15) Dual{Cells()}(9.790502460035533e-22,-3.4489760794631492e-6,-1.2510194286569317e-10) Dual{Cells()}(9.790502460035533e-22,4.529368392191217e-6,1.4998007338867321e-10) Dual{Cells()}(9.790502460035533e-22,-1.0802773716629395e-6,-1.9845289958978565e-11) Dual{Cells()}(9.790502460035533e-22,-5.679472147305965e-11,-1.9358136919987234e-15) Dual{Cells()}(9.790502460035533e-22,-1.6088491616578319e-13,-5.487171412757075e-18) Dual{Cells()}(5.307912639622632e-9,-1.5607686098799472e-10,-4.0581497492839114e-15) Dual{Cells()}(5.307912639622632e-9,-1.0802773716629395e-6,-3.02751641219997e-11) Dual{Cells()}(5.307912639622632e-9,1.6998325016881692e-6,4.3175841693478973e-11) Dual{Cells()}(5.307912639622632e-9,-6.192457021756212e-7,-7.2289716333223035e-12) Dual{Cells()}(5.307912639622632e-9,-1.529116076088393e-10,-4.002182726009475e-15) Dual{Cells()}(5.307912639622632e-9,-4.393810116511204e-13,-1.1468834162730533e-17) Dual{Cells()}(5.51530370478181e-9,-1.4210951590335348e-10,-2.4522098912005955e-15) Dual{Cells()}(5.51530370478181e-9,-6.192457021756212e-7,-1.593518297281518e-11) Dual{Cells()}(5.51530370478181e-9,1.1956770509380924e-6,2.5493716131071143e-11) Dual{Cells()}(5.51530370478181e-9,-5.761494883013144e-7,-5.494888715418763e-12) Dual{Cells()}(5.51530370478181e-9,-1.393405792031213e-10,-2.4591106476914204e-15) Dual{Cells()}(5.51530370478181e-9,-4.1036605013456835e-13,-7.166918053997626e-18) Dual{Cells()}(5.671277579692655e-9,-1.2846865533434617e-10,-1.6367903949891913e-15) Dual{Cells()}(5.671277579692655e-9,-5.761494883013144e-7,-1.0779850580054939e-11) Dual{Cells()}(5.671277579692655e-9,5.764044271601419e-7,1.3070856460711638e-11) Dual{Cells()}(5.671277579692655e-9,-1.2608975244364823e-10,-1.6725956526232595e-15) Dual{Cells()}(5.671277579692655e-9,-3.8045104947542846e-13,-4.951570605445226e-18) Dual{Cells()}(4.968015046730974e-9,-8.562930354115935e-11,-5.19214939769252e-15) Dual{Cells()}(4.968015046730974e-9,5.730406701876712e-7,1.2666823431486315e-11) Dual{Cells()}(4.968015046730974e-9,-5.728303334598216e-7,-9.598108005627852e-12) Dual{Cells()}(4.968015046730974e-9,-1.2433347107934972e-10,-1.8171296316835452e-15) Dual{Cells()}(4.968015046730974e-9,-3.7395322902764947e-13,-4.410892123414273e-18) Dual{Cells()}(4.973658626679591e-9,-9.6553966423003e-11,-3.0760977857689682e-15) Dual{Cells()}(4.973658626679591e-9,-5.728303334598216e-7,-4.958426449965061e-12) Dual{Cells()}(4.973658626679591e-9,1.2075545717324863e-6,2.3736937709398975e-11) Dual{Cells()}(4.973658626679591e-9,-6.344948425607292e-7,-1.4534905211055232e-11) Dual{Cells()}(4.973658626679591e-9,-1.3242842253044816e-10,-2.4156992398430927e-15) Dual{Cells()}(4.973658626679591e-9,-4.133229820244861e-13,-6.3837734803105246e-18) Dual{Cells()}(4.943204624321526e-9,-1.2514918529019633e-10,-9.191452292729134e-16) Dual{Cells()}(4.943204624321526e-9,-6.344948425607292e-7,-6.338785441926235e-12) Dual{Cells()}(4.943204624321526e-9,1.7710491379429415e-6,3.953376232095674e-11) Dual{Cells()}(4.943204624321526e-9,-1.136287143990953e-6,-2.7679306332825776e-11) Dual{Cells()}(4.943204624321526e-9,-1.415433021941527e-10,-3.597541074776352e-15) Dual{Cells()}(4.943204624321526e-9,-4.589037750503401e-13,-1.0386008468832598e-17) Dual{Cells()}(7.780306906512177e-22,-5.073522299563029e-11,-7.739246495930926e-16) Dual{Cells()}(7.780306906512177e-22,-1.136287143990953e-6,-1.7104807602517247e-11) Dual{Cells()}(7.780306906512177e-22,4.871589603693596e-6,1.3770083248908017e-10) Dual{Cells()}(7.780306906512177e-22,-3.7351991743595854e-6,-1.1616236081932843e-10) Dual{Cells()}(7.780306906512177e-22,-5.2376705233438985e-11,-1.6799813257076065e-15) Dual{Cells()}(7.780306906512177e-22,-1.7341482938435997e-13,-5.063205851218581e-18) Dual{Cells()}(1.0543931519926362e-21,-5.14279501411914e-11,-8.861366816214395e-16) Dual{Cells()}(1.0543931519926362e-21,-3.7351991743595854e-6,-1.0791584054979415e-10) Dual{Cells()}(1.0543931519926362e-21,7.485602627442771e-6,2.341157983032366e-10) Dual{Cells()}(1.0543931519926362e-21,-3.7502994670265983e-6,-1.2344123313937515e-10) Dual{Cells()}(1.0543931519926362e-21,-5.2383803607215577e-11,-1.7830318850977637e-15) Dual{Cells()}(1.0543931519926362e-21,-1.7430283898743548e-13,-5.41924860573031e-18) Dual{Cells()}(-1.2296900105749554e-21,-5.192597347037571e-11,-9.945535656411736e-16) Dual{Cells()}(-1.2296900105749554e-21,-3.7502994670265983e-6,-1.1584405470311677e-10) Dual{Cells()}(-1.2296900105749554e-21,5.583698921595455e-6,1.8926082427673153e-10) Dual{Cells()}(-1.2296900105749554e-21,-1.8332950709954763e-6,-7.001116682714742e-11) Dual{Cells()}(-1.2296900105749554e-21,-5.228278893816492e-11,-1.883224989907339e-15) Dual{Cells()}(-1.2296900105749554e-21,-1.748109716742644e-13,-5.768138965546624e-18) Dual{Cells()}(-4.888024761854951e-9,-1.9820748043971324e-10,-4.518317353118655e-15) Dual{Cells()}(-4.888024761854951e-9,-1.8332950709954763e-6,-6.370651821078703e-11) Dual{Cells()}(-4.888024761854951e-9,3.0485951399390645e-6,1.245702929894044e-10) Dual{Cells()}(-4.888024761854951e-9,-1.2149054082584915e-6,-4.857612450828481e-11) Dual{Cells()}(-4.888024761854951e-9,-1.9578883983337564e-10,-7.846057017539905e-15) Dual{Cells()}(-4.888024761854951e-9,-6.643648234352018e-13,-2.4495433765753028e-17) Dual{Cells()}(-4.9343342905986345e-9,-1.9683750069440537e-10,-5.219433605094422e-15) Dual{Cells()}(-4.9343342905986345e-9,-1.2149054082584915e-6,-4.501596143135008e-11) Dual{Cells()}(-4.9343342905986345e-9,2.431528556175642e-6,1.0850778259225472e-10) Dual{Cells()}(-4.9343342905986345e-9,-1.2162343716401193e-6,-5.173645483139082e-11) Dual{Cells()}(-4.9343342905986345e-9,-1.9127458545135307e-10,-8.493402455008563e-15) Dual{Cells()}(-4.9343342905986345e-9,-6.641908860058386e-13,-2.7228597080453548e-17) Dual{Cells()}(-4.9866394788610896e-9,-1.9453997038779672e-10,-5.515811082934568e-15) Dual{Cells()}(-4.9866394788610896e-9,-1.2162343716401193e-6,-5.028919254950109e-11) Dual{Cells()}(-4.9866394788610896e-9,1.2166172582471941e-6,6.14773236472252e-11) Dual{Cells()}(-4.9866394788610896e-9,-1.8768080786624194e-10,-8.752673351053794e-15) Dual{Cells()}(-4.9866394788610896e-9,-6.658288208450578e-13,-2.870729812775716e-17) Dual{Cells()}(-6.2514376788303146e-9,-1.8113123467015387e-10,-9.487843177331106e-15) Dual{Cells()}(-6.2514376788303146e-9,1.1988195116798083e-6,7.08999165752342e-11) Dual{Cells()}(-6.2514376788303146e-9,-1.198459831290417e-6,-6.032475732969599e-11) Dual{Cells()}(-6.2514376788303146e-9,-1.779023745224167e-10,-9.26298632370832e-15) Dual{Cells()}(-6.2514376788303146e-9,-6.467801986472201e-13,-3.3780630646534985e-17) Dual{Cells()}(-6.329087328981051e-9,-1.8235163024747545e-10,-9.008571262973167e-15) Dual{Cells()}(-6.329087328981051e-9,-1.198459831290417e-6,-6.099553053056689e-11) Dual{Cells()}(-6.329087328981051e-9,2.4352651357527913e-6,1.284148600884748e-10) Dual{Cells()}(-6.329087328981051e-9,-1.2364431680694004e-6,-5.5592926848200365e-11) Dual{Cells()}(-6.329087328981051e-9,-1.791206552452537e-10,-8.800640687476634e-15) Dual{Cells()}(-6.329087328981051e-9,-6.641074812676419e-13,-3.2721095805686e-17) Dual{Cells()}(-6.381477402225982e-9,-1.8541218524221309e-10,-8.124020486596109e-15) Dual{Cells()}(-6.381477402225982e-9,-1.2364431680694004e-6,-5.808889507146263e-11) Dual{Cells()}(-6.381477402225982e-9,3.1539065407442637e-6,1.505802252634225e-10) Dual{Cells()}(-6.381477402225982e-9,-1.917095133482992e-6,-7.948467709112055e-11) Dual{Cells()}(-6.381477402225982e-9,-1.8213845254139285e-10,-7.946473005018259e-15) Dual{Cells()}(-6.381477402225982e-9,-6.885540880182355e-13,-3.010633427431451e-17) Dual{Cells()}(-9.080286317008497e-22,-4.946203772149079e-11,-1.9177519084047616e-15) Dual{Cells()}(-9.080286317008497e-22,-1.917095133482992e-6,-8.489006740074203e-11) Dual{Cells()}(-9.080286317008497e-22,5.920767293457728e-6,2.3532425111002787e-10) Dual{Cells()}(-9.080286317008497e-22,-4.0035739224631925e-6,-1.460913910008805e-10) Dual{Cells()}(-9.080286317008497e-22,-4.8589718289402194e-11,-1.8785050383917153e-15) Dual{Cells()}(-9.080286317008497e-22,-1.8575553296533e-13,-7.191798205827447e-18) Dual{Cells()}(-5.6438137375645275e-21,-4.9623764625192846e-11,-1.8041946568942205e-15) Dual{Cells()}(-5.6438137375645275e-21,-4.0035739224631925e-6,-1.5357778845178955e-10) Dual{Cells()}(-5.6438137375645275e-21,8.027604192109932e-6,2.936492600052434e-10) Dual{Cells()}(-5.6438137375645275e-21,-4.023931710470306e-6,-1.3679386123074674e-10) Dual{Cells()}(-5.6438137375645275e-21,-4.874847874074233e-11,-1.7687275538964616e-15) Dual{Cells()}(-5.6438137375645275e-21,-1.8693306775720406e-13,-6.789320804893478e-18) Dual{Cells()}(2.080189603921806e-23,-4.965914926346903e-11,-1.688056511628832e-15) Dual{Cells()}(2.080189603921806e-23,-4.023931710470306e-6,-1.452928507456001e-10) Dual{Cells()}(2.080189603921806e-23,5.283022334446242e-6,1.7431115669815213e-10) Dual{Cells()}(2.080189603921806e-23,-1.2589919937232342e-6,-2.3259755903583066e-11) Dual{Cells()}(2.080189603921806e-23,-4.878346490808935e-11,-1.6564289156548052e-15) Dual{Cells()}(2.080189603921806e-23,-1.8763853092189415e-13,-6.374569565894938e-18) Dual{Cells()}(6.116918994303487e-9,-1.3380854933565612e-10,-3.486621073721003e-15) Dual{Cells()}(6.116918994303487e-9,-1.2589919937232342e-6,-3.5249049630640336e-11) Dual{Cells()}(6.116918994303487e-9,1.9807953625774584e-6,5.0465432524639065e-11) Dual{Cells()}(6.116918994303487e-9,-7.215375864362296e-7,-8.632830291288049e-12) Dual{Cells()}(6.116918994303487e-9,-1.3146198303653129e-10,-3.4374042022623263e-15) Dual{Cells()}(6.116918994303487e-9,-5.118856228611972e-13,-1.3359855263236155e-17) Dual{Cells()}(6.340029843359949e-9,-1.2233817510354003e-10,-2.1390709083015916e-15) Dual{Cells()}(6.340029843359949e-9,-7.215375864362296e-7,-1.8592280122910236e-11) Dual{Cells()}(6.340029843359949e-9,1.3937285160267688e-6,2.998278497411469e-11) Dual{Cells()}(6.340029843359949e-9,-6.719478723020506e-7,-6.61740721476272e-12) Dual{Cells()}(6.340029843359949e-9,-1.202408770308879e-10,-2.132146128856114e-15) Dual{Cells()}(6.340029843359949e-9,-4.782363541701458e-13,-8.419221939637467e-18) Dual{Cells()}(6.504940835223052e-9,-1.1118018619551073e-10,-1.4520932233771614e-15) Dual{Cells()}(6.504940835223052e-9,-6.719478723020506e-7,-1.2646537358340387e-11) Dual{Cells()}(6.504940835223052e-9,6.721688269394878e-7,1.5412146036675253e-11) Dual{Cells()}(6.504940835223052e-9,-1.0933040391150877e-10,-1.4651336407345446e-15) Dual{Cells()}(6.504940835223052e-9,-4.440473302505137e-13,-5.873351620541661e-18) Dual{Cells()}(5.838942816771817e-9,-1.1458337724096823e-10,-1.7602667673105644e-15) Dual{Cells()}(5.838942816771817e-9,7.114000140305649e-7,1.7985943982837817e-11) Dual{Cells()}(5.838942816771817e-9,-7.111723447385063e-7,-1.4151798089072012e-11) Dual{Cells()}(5.838942816771817e-9,-1.1261469775810473e-10,-1.7062739885895878e-15) Dual{Cells()}(5.838942816771817e-9,-4.712170594623402e-13,-7.184133347206468e-18) Dual{Cells()}(5.838154510647106e-9,-1.2023712545671118e-10,-2.288577924145901e-15) Dual{Cells()}(5.838154510647106e-9,-7.111723447385063e-7,-9.059799342306071e-12) Dual{Cells()}(5.838154510647106e-9,1.4739383658898286e-6,3.433298680480392e-11) Dual{Cells()}(5.838154510647106e-9,-7.625270694708397e-7,-1.9858209579009885e-11) Dual{Cells()}(5.838154510647106e-9,-1.1820968914897253e-10,-2.2312907906230158e-15) Dual{Cells()}(5.838154510647106e-9,-5.04865876706753e-13,-9.565116570118882e-18) Dual{Cells()}(5.793280558629526e-9,-1.2639273758618365e-10,-3.3050666176363145e-15) Dual{Cells()}(5.793280558629526e-9,-7.625270694708397e-7,-1.116131048134069e-11) Dual{Cells()}(5.793280558629526e-9,2.1003019435653403e-6,5.5108028527061324e-11) Dual{Cells()}(5.793280558629526e-9,-1.3375236424063392e-6,-3.712769422381361e-11) Dual{Cells()}(5.793280558629526e-9,-1.242972009566331e-10,-3.242031753328217e-15) Dual{Cells()}(5.793280558629526e-9,-5.417496185638665e-13,-1.4145732789287962e-17) Dual{Cells()}(8.760606051857327e-22,-4.634680137386634e-11,-1.5180113412562134e-15) Dual{Cells()}(8.760606051857327e-22,-1.3375236424063392e-6,-2.6135230790895584e-11) Dual{Cells()}(8.760606051857327e-22,5.657979527994695e-6,1.806032097430714e-10) Dual{Cells()}(8.760606051857327e-22,-4.320363754809541e-6,-1.493384792709949e-10) Dual{Cells()}(8.760606051857327e-22,-4.558300049580625e-11,-1.4934945874119553e-15) Dual{Cells()}(8.760606051857327e-22,-2.009769443917408e-13,-6.583593863169995e-18) Dual{Cells()}(-6.989874085496986e-22,-4.6256737247464755e-11,-1.6057128450022156e-15) Dual{Cells()}(-6.989874085496986e-22,-4.320363754809541e-6,-1.4104679625021723e-10) Dual{Cells()}(-6.989874085496986e-22,8.640632279131392e-6,3.0179541480724146e-10) Dual{Cells()}(-6.989874085496986e-22,-4.3201765713680904e-6,-1.5753824955786642e-10) Dual{Cells()}(-6.989874085496986e-22,-4.549505688284363e-11,-1.5807705733610805e-15) Dual{Cells()}(-6.989874085496986e-22,-2.0115963062173988e-13,-6.986256436321978e-18) Dual{Cells()}(5.20731602131655e-22,-4.607773837505074e-11,-1.690980224696818e-15) Dual{Cells()}(5.20731602131655e-22,-4.3201765713680904e-6,-1.5002458450694402e-10) Dual{Cells()}(5.20731602131655e-22,6.415952258507527e-6,2.41323580747541e-10) Dual{Cells()}(5.20731602131655e-22,-2.095684088989632e-6,-8.728577322177819e-11) Dual{Cells()}(5.20731602131655e-22,-4.531945875274018e-11,-1.665640817055281e-15) Dual{Cells()}(5.20731602131655e-22,-2.0095267766165822e-13,-7.38049615598046e-18) Dual{Cells()}(-5.77556912931533e-9,-1.7197641615604293e-10,-7.014038146810921e-15) Dual{Cells()}(-5.77556912931533e-9,-2.095684088989632e-6,-8.134935324906093e-11) Dual{Cells()}(-5.77556912931533e-9,3.4762607652158773e-6,1.5554592490896682e-10) Dual{Cells()}(-5.77556912931533e-9,-1.380234787785013e-6,-6.042183679482019e-11) Dual{Cells()}(-5.77556912931533e-9,-1.6915419761687216e-10,-6.9157584447179425e-15) Dual{Cells()}(-5.77556912931533e-9,-7.578274589997512e-13,-3.0948877723427307e-17) Dual{Cells()}(-5.821792117742561e-9,-1.6754343573088078e-10,-7.570607593250205e-15) Dual{Cells()}(-5.821792117742561e-9,-1.380234787785013e-6,-5.7267724772409033e-11) Dual{Cells()}(-5.821792117742561e-9,2.7535690216000156e-6,1.345060663677407e-10) Dual{Cells()}(-5.821792117742561e-9,-1.3730011300544842e-6,-6.415061183396573e-11) Dual{Cells()}(-5.821792117742561e-9,-1.6480879456793467e-10,-7.471242573166403e-15) Dual{Cells()}(-5.821792117742561e-9,-7.515302197302242e-13,-3.4019257588064783e-17) Dual{Cells()}(-5.872952042839855e-9,-1.642624448597361e-10,-7.797848888299711e-15) Dual{Cells()}(-5.872952042839855e-9,-1.3730011300544842e-6,-6.29929232837478e-11) Dual{Cells()}(-5.872952042839855e-9,1.3733277413430113e-6,7.534013894585146e-11) Dual{Cells()}(-5.872952042839855e-9,-1.615989303745438e-10,-7.6990837397578e-15) Dual{Cells()}(-5.872952042839855e-9,-7.499132927283347e-13,-3.5670662624412695e-17) Dual{Cells()}(-7.075851933941421e-9,-1.5815942215450828e-10,-8.218497330743359e-15) Dual{Cells()}(-7.075851933941421e-9,1.3763402931923464e-6,8.092734018425314e-11) Dual{Cells()}(-7.075851933941421e-9,-1.3760257001766228e-6,-6.876491649866406e-11) Dual{Cells()}(-7.075851933941421e-9,-1.5569033938001114e-10,-8.054040732661236e-15) Dual{Cells()}(-7.075851933941421e-9,-7.432541891990456e-13,-3.853127531359423e-17) Dual{Cells()}(-7.153365296119465e-9,-1.5935013049322183e-10,-7.815221194902168e-15) Dual{Cells()}(-7.153365296119465e-9,-1.3760257001766228e-6,-6.957603703511338e-11) Dual{Cells()}(-7.153365296119465e-9,2.7933457914512722e-6,1.4642937293784373e-10) Dual{Cells()}(-7.153365296119465e-9,-1.4170031034858849e-6,-6.331027118884861e-11) Dual{Cells()}(-7.153365296119465e-9,-1.5687581501629386e-10,-7.662504763947281e-15) Dual{Cells()}(-7.153365296119465e-9,-7.618432553880246e-13,-3.7283472973075246e-17) Dual{Cells()}(-7.20498052963293e-9,-1.6209900113271477e-10,-7.06092393355284e-15) Dual{Cells()}(-7.20498052963293e-9,-1.4170031034858849e-6,-6.62161851902798e-11) Dual{Cells()}(-7.20498052963293e-9,3.6111315068442045e-6,1.7154972028141862e-10) Dual{Cells()}(-7.20498052963293e-9,-2.1938059259408434e-6,-9.048881725240336e-11) Dual{Cells()}(-7.20498052963293e-9,-1.5959011729590577e-10,-6.9295160417436545e-15) Dual{Cells()}(-7.20498052963293e-9,-7.882990473139426e-13,-3.427890587786425e-17) Dual{Cells()}(-1.65818774323268e-21,-4.3249577547897607e-11,-1.6692769796452086e-15) Dual{Cells()}(-1.65818774323268e-21,-2.1938059259408434e-6,-9.669490378092524e-11) Dual{Cells()}(-1.65818774323268e-21,6.7711326498279015e-6,2.679641838982423e-10) Dual{Cells()}(-1.65818774323268e-21,-4.577240680963392e-6,-1.6636553252149596e-10) Dual{Cells()}(-1.65818774323268e-21,-4.258094883870922e-11,-1.6399663692576637e-15) Dual{Cells()}(-1.65818774323268e-21,-2.1239727871458126e-13,-8.188044815099142e-18) Dual{Cells()}(-1.443134516459531e-21,-4.339042468601888e-11,-1.571505924034903e-15) Dual{Cells()}(-1.443134516459531e-21,-4.577240680963392e-6,-1.748912450169322e-10) Dual{Cells()}(-1.443134516459531e-21,9.176125012443802e-6,3.3443298778042485e-10) Dual{Cells()}(-1.443134516459531e-21,-4.598798007816721e-6,-1.558244395595487e-10) Dual{Cells()}(-1.443134516459531e-21,-4.271958004916217e-11,-1.5448700052191327e-15) Dual{Cells()}(-1.443134516459531e-21,-2.1365895502974848e-13,-7.731532141297818e-18) Dual{Cells()}(-3.98344818287536e-22,-4.34229317575929e-11,-1.4714806049360921e-15) Dual{Cells()}(-3.98344818287536e-22,-4.598798007816721e-6,-1.6548007056454116e-10) Dual{Cells()}(-3.98344818287536e-22,6.0365710805477974e-6,1.9863416128762136e-10) Dual{Cells()}(-3.98344818287536e-22,-1.4376866836390873e-6,-2.666649960095043e-11) Dual{Cells()}(-3.98344818287536e-22,-4.275176926245213e-11,-1.44756400136092e-15) Dual{Cells()}(-3.98344818287536e-22,-2.143909694043829e-13,-7.261415539056933e-18) Dual{Cells()}(6.927148277449332e-9,-1.1708805560005646e-10,-3.051634999191596e-15) Dual{Cells()}(6.927148277449332e-9,-1.4376866836390873e-6,-4.0219078445321764e-11) Dual{Cells()}(6.927148277449332e-9,2.2617019273278147e-6,5.7742985850174214e-11) Dual{Cells()}(6.927148277449332e-9,-8.237822840246273e-7,-1.0027251372252905e-11) Dual{Cells()}(6.927148277449332e-9,-1.1528722485739199e-10,-3.012634713195623e-15) Dual{Cells()}(6.927148277449332e-9,-5.843836424082809e-13,-1.5250569424139283e-17) Dual{Cells()}(7.1663786537755875e-9,-1.0735540036984359e-10,-1.8910182040111755e-15) Dual{Cells()}(7.1663786537755875e-9,-8.237822840246273e-7,-2.12447798432113e-11) Dual{Cells()}(7.1663786537755875e-9,1.5916035226296566e-6,3.445663356493995e-11) Dual{Cells()}(7.1663786537755875e-9,-7.676076007509992e-7,-7.731116047865905e-12) Dual{Cells()}(7.1663786537755875e-9,-1.0573638985367172e-10,-1.8821383295596308e-15) Dual{Cells()}(7.1663786537755875e-9,-5.460638063727373e-13,-9.67241384902197e-18) Dual{Cells()}(7.3406059335708525e-9,-9.791882342459687e-11,-1.2978718019526749e-15) Dual{Cells()}(7.3406059335708525e-9,-7.676076007509992e-7,-1.4507294300143951e-11) Dual{Cells()}(7.3406059335708525e-9,7.678025064791094e-7,1.7744707039319108e-11) Dual{Cells()}(7.3406059335708525e-9,-9.64793642809382e-11,-1.3033856338395691e-15) Dual{Cells()}(7.3406059335708525e-9,-5.075404047187786e-13,-6.796974158390026e-18) Dual{Cells()}(6.677278703240558e-9,-1.005216943608154e-10,-1.5321479545362534e-15) Dual{Cells()}(6.677278703240558e-9,8.06943226431446e-7,2.0314093855979264e-11) Dual{Cells()}(6.677278703240558e-9,-8.067431675906428e-7,-1.601105457454568e-11) Dual{Cells()}(6.677278703240558e-9,-9.900254282620564e-11,-1.492510985734959e-15) Dual{Cells()}(6.677278703240558e-9,-5.346036162122194e-13,-8.104100292844819e-18) Dual{Cells()}(6.666721528916238e-9,-1.0572852208097728e-10,-2.003654082274329e-15) Dual{Cells()}(6.666721528916238e-9,-8.067431675906428e-7,-1.0169221704053733e-11) Dual{Cells()}(6.666721528916238e-9,1.6717159236508475e-6,3.880071720872739e-11) Dual{Cells()}(6.666721528916238e-9,-8.647622975968378e-7,-2.2510404491187437e-11) Dual{Cells()}(6.666721528916238e-9,-1.0415727181199612e-10,-1.9608877269464786e-15) Dual{Cells()}(6.666721528916238e-9,-5.726694737805169e-13,-1.0816331313384204e-17) Dual{Cells()}(6.6052489144288855e-9,-1.1137109722281875e-10,-2.9110338061553897e-15) Dual{Cells()}(6.6052489144288855e-9,-8.647622975968378e-7,-1.2551170090187788e-11) Dual{Cells()}(6.6052489144288855e-9,2.381215064721207e-6,6.238809894605664e-11) Dual{Cells()}(6.6052489144288855e-9,-1.5162310410830487e-6,-4.210236319984635e-11) Dual{Cells()}(6.6052489144288855e-9,-1.0974068770714009e-10,-2.8627112256738033e-15) Dual{Cells()}(6.6052489144288855e-9,-6.142563906216847e-13,-1.6038181412409585e-17) Dual{Cells()}(1.123885209176327e-22,-4.0868115073517617e-11,-1.3408075011126747e-15) Dual{Cells()}(1.123885209176327e-22,-1.5162310410830487e-6,-2.954470954719325e-11) Dual{Cells()}(1.123885209176327e-22,6.411437639356633e-6,2.0495686188259093e-10) Dual{Cells()}(1.123885209176327e-22,-4.8951252294421e-6,-1.6954920566467175e-10) Dual{Cells()}(1.123885209176327e-22,-4.0272989684710966e-11,-1.321648400712991e-15) Dual{Cells()}(1.123885209176327e-22,-2.277267260336444e-13,-7.471845444640637e-18) Dual{Cells()}(-4.337843376566048e-22,-4.0792757414063645e-11,-1.4190885053791285e-15) Dual{Cells()}(-4.337843376566048e-22,-4.8951252294421e-6,-1.601033056118295e-10) Dual{Cells()}(-4.337843376566048e-22,9.788887314505227e-6,3.4263062788119495e-10) Dual{Cells()}(-4.337843376566048e-22,-4.893680865266294e-6,-1.7887580899691041e-10) Dual{Cells()}(-4.337843376566048e-22,-4.0199159248985714e-11,-1.3995016272272512e-15) Dual{Cells()}(-4.337843376566048e-22,-2.278801694012512e-13,-7.93002622981713e-18) Dual{Cells()}(1.0439180889132599e-21,-4.063777914767158e-11,-1.4952258093329142e-15) Dual{Cells()}(1.0439180889132599e-21,-4.893680865266294e-6,-1.70326616189201e-10) Dual{Cells()}(1.0439180889132599e-21,7.2660209926426595e-6,2.740028136935355e-10) Dual{Cells()}(1.0439180889132599e-21,-2.372259215272793e-6,-9.909871839148416e-11) Dual{Cells()}(1.0439180889132599e-21,-4.004673831869317e-11,-1.4752344313149094e-15) Dual{Cells()}(1.0439180889132599e-21,-2.2758610588600203e-13,-8.378433010854137e-18) Dual{Cells()}(-6.601488639393685e-9,-1.5172340614102368e-10,-6.2094986477385715e-15) Dual{Cells()}(-6.601488639393685e-9,-2.372259215272793e-6,-9.236858998720763e-11) Dual{Cells()}(-6.601488639393685e-9,3.9332358594334535e-6,1.765354156063604e-10) Dual{Cells()}(-6.601488639393685e-9,-1.5606745411456367e-6,-6.85539681390355e-11) Dual{Cells()}(-6.601488639393685e-9,-1.4952209193200344e-10,-6.131234365213673e-15) Dual{Cells()}(-6.601488639393685e-9,-8.575169513759848e-13,-3.5128434283868744e-17) Dual{Cells()}(-6.648447125004686e-9,-1.479076014322011e-10,-6.7124981359513596e-15) Dual{Cells()}(-6.648447125004686e-9,-1.5606745411456367e-6,-6.499646597844544e-11) Dual{Cells()}(-6.648447125004686e-9,3.111391127482282e-6,1.5253605186176767e-10) Dual{Cells()}(-6.648447125004686e-9,-1.5504220577632316e-6,-7.273683228910614e-11) Dual{Cells()}(-6.648447125004686e-9,-1.4577178578962725e-10,-6.632574740505063e-15) Dual{Cells()}(-6.648447125004686e-9,-8.491861916855995e-13,-3.858856499431344e-17) Dual{Cells()}(-6.69927406478969e-9,-1.451243190991588e-10,-6.9225421444903764e-15) Dual{Cells()}(-6.69927406478969e-9,-1.5504220577632316e-6,-7.144308054800255e-11) Dual{Cells()}(-6.69927406478969e-9,1.5507110691962703e-6,8.537402142802811e-11) Dual{Cells()}(-6.69927406478969e-9,-1.430408146872768e-10,-6.842617060829318e-15) Dual{Cells()}(-6.69927406478969e-9,-8.462992521348719e-13,-4.0427647945069415e-17) Dual{Cells()}(-7.90154114110438e-9,-1.4034813799987526e-10,-7.249263775919222e-15) Dual{Cells()}(-7.90154114110438e-9,1.5537914521014286e-6,9.09594207564935e-11) Dual{Cells()}(-7.90154114110438e-9,-1.553511865127631e-6,-7.72112266020654e-11) Dual{Cells()}(-7.90154114110438e-9,-1.383991614087811e-10,-7.123976466016564e-15) Dual{Cells()}(-7.90154114110438e-9,-8.396743890156977e-13,-4.3288279935917665e-17) Dual{Cells()}(-7.97918233848841e-9,-1.41492294362888e-10,-6.901634612190957e-15) Dual{Cells()}(-7.97918233848841e-9,-1.553511865127631e-6,-7.816062209850036e-11) Dual{Cells()}(-7.97918233848841e-9,3.151292363819291e-6,1.6445417113605926e-10) Dual{Cells()}(-7.97918233848841e-9,-1.5974986098745114e-6,-7.103427310711222e-11) Dual{Cells()}(-7.97918233848841e-9,-1.3953699095528473e-10,-6.7848962976593244e-15) Dual{Cells()}(-7.97918233848841e-9,-8.595318306524097e-13,-4.185227427674605e-17) Dual{Cells()}(-8.03012621485476e-9,-1.4398723525777042e-10,-6.244413664448051e-15) Dual{Cells()}(-8.03012621485476e-9,-1.5974986098745114e-6,-7.434706994190792e-11) Dual{Cells()}(-8.03012621485476e-9,4.068228791157037e-6,1.92531992932204e-10) Dual{Cells()}(-8.03012621485476e-9,-2.4704433025207637e-6,-1.0150163983590183e-10) Dual{Cells()}(-8.03012621485476e-9,-1.4200351339182667e-10,-6.143333327674308e-15) Dual{Cells()}(-8.03012621485476e-9,-8.880131118035671e-13,-3.8457282201033386e-17) Dual{Cells()}(-4.166023261495866e-21,-3.842243721887213e-11,-1.4779262315268914e-15) Dual{Cells()}(-4.166023261495866e-21,-2.4704433025207637e-6,-1.0850538321396562e-10) Dual{Cells()}(-4.166023261495866e-21,7.621323878793712e-6,3.006262739058221e-10) Dual{Cells()}(-4.166023261495866e-21,-5.150804021101416e-6,-1.8665431078331004e-10) Dual{Cells()}(-4.166023261495866e-21,-3.7893699549902873e-11,-1.4552144620620765e-15) Dual{Cells()}(-4.166023261495866e-21,-2.390347638873114e-13,-9.185543439075948e-18) Dual{Cells()}(1.7044945094578776e-21,-3.854742312781501e-11,-1.3920861523146459e-15) Dual{Cells()}(1.7044945094578776e-21,-5.150804021101416e-6,-1.9621806552453946e-10) Dual{Cells()}(1.7044945094578776e-21,1.032447139518252e-5,3.7524392331665964e-10) Dual{Cells()}(1.7044945094578776e-21,-5.173590569307914e-6,-1.7486797793914644e-10) Dual{Cells()}(1.7044945094578776e-21,-3.80169677761986e-11,-1.3713536193679552e-15) Dual{Cells()}(1.7044945094578776e-21,-2.403822852460685e-13,-8.674813220727353e-18) Dual{Cells()}(-7.166788954593898e-22,-3.857759601200298e-11,-1.3042447763034944e-15) Dual{Cells()}(-7.166788954593898e-22,-5.173590569307914e-6,-1.856797578302955e-10) Dual{Cells()}(-7.166788954593898e-22,6.7900514579450355e-6,2.2297207147725167e-10) Dual{Cells()}(-7.166788954593898e-22,-1.6163840230193154e-6,-3.007304868862747e-11) Dual{Cells()}(-7.166788954593898e-22,-3.804687948975418e-11,-1.2855256812049582e-15) Dual{Cells()}(-7.166788954593898e-22,-2.411423046697968e-13,-8.14913067327394e-18) Dual{Cells()}(7.73856856482474e-9,-1.0408137197714432e-10,-2.7131208193794355e-15) Dual{Cells()}(7.73856856482474e-9,-1.6163840230193154e-6,-4.519095666049573e-11) Dual{Cells()}(7.73856856482474e-9,2.542607177490481e-6,6.501993364301144e-11) Dual{Cells()}(7.73856856482474e-9,-9.260157603280545e-7,-1.1417944799601141e-11) Dual{Cells()}(7.73856856482474e-9,-1.0265588665250093e-10,-2.6814735969051412e-15) Dual{Cells()}(7.73856856482474e-9,-6.568844812783067e-13,-1.714122203300333e-17) Dual{Cells()}(7.994214283985064e-9,-9.563806235380881e-11,-1.6938841603341527e-15) Dual{Cells()}(7.994214283985064e-9,-9.260157603280545e-7,-2.38966784246317e-11) Dual{Cells()}(7.994214283985064e-9,1.7894160238385397e-6,3.892509531314155e-11) Dual{Cells()}(7.994214283985064e-9,-8.632096611073258e-7,-8.840902457655364e-12) Dual{Cells()}(7.994214283985064e-9,-9.435047331650353e-11,-1.684619718936637e-15) Dual{Cells()}(7.994214283985064e-9,-6.138674891516473e-13,-1.092190689775142e-17) Dual{Cells()}(8.178026705467089e-9,-8.747217305671957e-11,-1.1720650717149535e-15) Dual{Cells()}(8.178026705467089e-9,-8.632096611073258e-7,-1.6366288319550414e-11) Dual{Cells()}(8.178026705467089e-9,8.633840243502329e-7,2.0073406389790265e-11) Dual{Cells()}(8.178026705467089e-9,-8.632011045478537e-11,-1.1735939763458005e-15) Dual{Cells()}(8.178026705467089e-9,-5.709593956021834e-13,-7.715006578697414e-18) Dual{Cells()}(7.516535481068926e-9,-8.952821091846156e-11,-1.3561511577905268e-15) Dual{Cells()}(7.516535481068926e-9,9.024604274735325e-7,2.263957432584452e-11) Dual{Cells()}(7.516535481068926e-9,-9.022819810166663e-7,-1.7868872107978093e-11) Dual{Cells()}(7.516535481068926e-9,-8.832029520895936e-11,-1.3258497277259015e-15) Dual{Cells()}(7.516535481068926e-9,-5.979507387356275e-13,-9.020198690887547e-18) Dual{Cells()}(7.496081557348453e-9,-9.434155250854036e-11,-1.7817538605503306e-15) Dual{Cells()}(7.496081557348453e-9,-9.022819810166663e-7,-1.1275875624273695e-11) Dual{Cells()}(7.496081557348453e-9,1.8694581446192934e-6,4.326464209927798e-11) Dual{Cells()}(7.496081557348453e-9,-9.669880934900921e-7,-2.516196279678015e-11) Dual{Cells()}(7.496081557348453e-9,-9.3088103439228e-11,-1.748618086583902e-15) Dual{Cells()}(7.496081557348453e-9,-6.404565872659855e-13,-1.2064837157197677e-17) Dual{Cells()}(7.417863744505276e-9,-9.953980556294773e-11,-2.6009933895564538e-15) Dual{Cells()}(7.417863744505276e-9,-9.669880934900921e-7,-1.3938542126385072e-11) Dual{Cells()}(7.417863744505276e-9,2.662122892086588e-6,6.966635859419755e-11) Dual{Cells()}(7.417863744505276e-9,-1.6949363367623463e-6,-4.7077217964480584e-11) Dual{Cells()}(7.417863744505276e-9,-9.82352658407959e-11,-2.562765836057714e-15) Dual{Cells()}(7.417863744505276e-9,-6.867627458926573e-13,-1.7930012818513185e-17) Dual{Cells()}(2.202289621049659e-22,-3.654737830581817e-11,-1.2006649269276668e-15) Dual{Cells()}(2.202289621049659e-22,-1.6949363367623463e-6,-3.295285084011454e-11) Dual{Cells()}(2.202289621049659e-22,7.164855548814227e-6,2.2931497383926174e-10) Dual{Cells()}(2.202289621049659e-22,-5.469846339531803e-6,-1.8976447139297074e-10) Dual{Cells()}(2.202289621049659e-22,-3.6070665484378065e-11,-1.1852841740204139e-15) Dual{Cells()}(2.202289621049659e-22,-2.5447628770398047e-13,-8.360424823837028e-18) Dual{Cells()}(5.543741847110517e-22,-3.6482789711097944e-11,-1.2713381102322107e-15) Dual{Cells()}(5.543741847110517e-22,-5.469846339531803e-6,-1.791640164586069e-10) Dual{Cells()}(5.543741847110517e-22,1.0937052893847587e-5,3.834757384382922e-10) Dual{Cells()}(5.543741847110517e-22,-5.4671338097069175e-6,-2.0021863576276933e-10) Dual{Cells()}(5.543741847110517e-22,-3.6007219191499185e-11,-1.255555871438362e-15) Dual{Cells()}(5.543741847110517e-22,-2.5459996399255873e-13,-8.874253727121314e-18) Dual{Cells()}(-5.424087425006594e-22,-3.6346137046098235e-11,-1.3400962605850931e-15) Dual{Cells()}(-5.424087425006594e-22,-5.4671338097069175e-6,-1.9063392981563788e-10) Dual{Cells()}(-5.424087425006594e-22,8.11601088471719e-6,3.0669106089856006e-10) Dual{Cells()}(-5.424087425006594e-22,-2.64880460210186e-6,-1.1091455810605902e-10) Dual{Cells()}(-5.424087425006594e-22,-3.587255325848904e-11,-1.3239316600961405e-15) Dual{Cells()}(-5.424087425006594e-22,-2.5421810848157423e-13,-9.376947536105776e-18) Dual{Cells()}(-7.428298271800955e-9,-1.3573533832720838e-10,-5.570495855405837e-15) Dual{Cells()}(-7.428298271800955e-9,-2.64880460210186e-6,-1.033914939149552e-10) Dual{Cells()}(-7.428298271800955e-9,4.3901638156040205e-6,1.97531016899975e-10) Dual{Cells()}(-7.428298271800955e-9,-1.7410885504930978e-6,-7.668803708218898e-11) Dual{Cells()}(-7.428298271800955e-9,-1.3397047620130393e-10,-5.506767835474482e-15) Dual{Cells()}(-7.428298271800955e-9,-9.571945349317131e-13,-3.9310927288613064e-17) Dual{Cells()}(-7.475889297166181e-9,-1.3238800336372172e-10,-6.028990156645581e-15) Dual{Cells()}(-7.475889297166181e-9,-1.7410885504930978e-6,-7.272809753741544e-11) Dual{Cells()}(-7.475889297166181e-9,3.469162510425279e-6,1.7057115489845245e-10) Dual{Cells()}(-7.475889297166181e-9,-1.7278099512977418e-6,-8.132518999847797e-11) Dual{Cells()}(-7.475889297166181e-9,-1.3067380869076064e-10,-5.963422655657801e-15) Dual{Cells()}(-7.475889297166181e-9,-9.468223851104042e-13,-4.316135540859059e-17) Dual{Cells()}(-7.526268120303765e-9,-1.2997654989863632e-10,-6.223724002680435e-15) Dual{Cells()}(-7.526268120303765e-9,-1.7278099512977418e-6,-7.989607348635186e-11) Dual{Cells()}(-7.526268120303765e-9,1.7280691727460071e-6,9.541038953179159e-11) Dual{Cells()}(-7.526268120303765e-9,-1.2830223657302822e-10,-6.15785562038146e-15) Dual{Cells()}(-7.526268120303765e-9,-9.426617935699824e-13,-4.518822441390328e-17) Dual{Cells()}(-8.728559905162075e-9,-1.2613544814224283e-10,-6.4850479286206115e-15) Dual{Cells()}(-8.728559905162075e-9,1.731182058717904e-6,1.0099642487051034e-10) Dual{Cells()}(-8.728559905162075e-9,-1.7309304288091628e-6,-8.566364352788165e-11) Dual{Cells()}(-8.728559905162075e-9,-1.2455844839766366e-10,-6.3863875972907334e-15) Dual{Cells()}(-8.728559905162075e-9,-9.360122014029458e-13,-4.806540599636046e-17) Dual{Cells()}(-8.80651480410013e-9,-1.2722761672660442e-10,-6.179810773247333e-15) Dual{Cells()}(-8.80651480410013e-9,-1.7309304288091628e-6,-8.674973347676708e-11) Dual{Cells()}(-8.80651480410013e-9,3.50912546363529e-6,1.8248933312734498e-10) Dual{Cells()}(-8.80651480410013e-9,-1.7779412060573386e-6,-7.876439622705495e-11) Dual{Cells()}(-8.80651480410013e-9,-1.2564400030492868e-10,-6.087627819218899e-15) Dual{Cells()}(-8.80651480410013e-9,-9.571517573501371e-13,-4.644007462146552e-17) Dual{Cells()}(-8.856861595318613e-9,-1.295119603272451e-10,-5.5976325380489156e-15) Dual{Cells()}(-8.856861595318613e-9,-1.7779412060573386e-6,-8.248183979147085e-11) Dual{Cells()}(-8.856861595318613e-9,4.525222217479786e-6,2.135265000578749e-10) Dual{Cells()}(-8.856861595318613e-9,-2.7470226073022587e-6,-1.1252228078512547e-10) Dual{Cells()}(-8.856861595318613e-9,-1.2790447391472422e-10,-5.5174098916306574e-15) Dual{Cells()}(-8.856861595318613e-9,-9.87685946500843e-13,-4.265124645718641e-17) Dual{Cells()}(-1.0508592974753162e-20,-3.4563959285700564e-11,-1.3260303754738696e-15) Dual{Cells()}(-1.0508592974753162e-20,-2.7470226073022587e-6,-1.2032164609277447e-10) Dual{Cells()}(-1.0508592974753162e-20,8.471382958458314e-6,3.333083437554753e-10) Dual{Cells()}(-1.0508592974753162e-20,-5.724291386098138e-6,-2.0695568137368449e-10) Dual{Cells()}(-1.0508592974753162e-20,-3.413543142050272e-11,-1.3079000878782959e-15) Dual{Cells()}(-1.0508592974753162e-20,-2.6566721168955664e-13,-1.018603965857797e-17) Dual{Cells()}(2.9746279166523508e-21,-3.467646153865447e-11,-1.2495182648595234e-15) Dual{Cells()}(2.9746279166523508e-21,-5.724291386098138e-6,-2.1755697064100068e-10) Dual{Cells()}(2.9746279166523508e-21,1.1472691592702175e-5,4.16078380884283e-10) Dual{Cells()}(2.9746279166523508e-21,-5.748331016486604e-6,-1.939221917626574e-10) Dual{Cells()}(2.9746279166523508e-21,-3.424655297094384e-11,-1.2329095785440703e-15) Dual{Cells()}(2.9746279166523508e-21,-2.6710292184775707e-13,-9.620439811404704e-18) Dual{Cells()}(-3.7473987857101424e-22,-3.4704673314024763e-11,-1.171206184013724e-15) Dual{Cells()}(-3.7473987857101424e-22,-5.748331016486604e-6,-2.0589030289078106e-10) Dual{Cells()}(-3.7473987857101424e-22,7.5434820336336385e-6,2.473217408325871e-10) Dual{Cells()}(-3.7473987857101424e-22,-1.7950817700430275e-6,-3.3478136038350575e-11) Dual{Cells()}(-3.7473987857101424e-22,-3.427453790371225e-11,-1.1561462809229865e-15) Dual{Cells()}(-3.7473987857101424e-22,-2.6789279027997933e-13,-9.03848818789148e-18) Dual{Cells()}(8.551228386753321e-9,-9.367493826975672e-11,-2.4421561745545757e-15) Dual{Cells()}(8.551228386753321e-9,-1.7950817700430275e-6,-5.01638517485902e-11) Dual{Cells()}(8.551228386753321e-9,2.8235039159651657e-6,7.229461784513029e-11) Dual{Cells()}(8.551228386753321e-9,-1.0282352229792997e-6,-1.28044680500523e-11) Dual{Cells()}(8.551228386753321e-9,-9.251861948574144e-11,-2.4160045697519843e-15) Dual{Cells()}(8.551228386753321e-9,-7.293850833961743e-13,-1.9028258101877597e-17) Dual{Cells()}(8.823534726970084e-9,-8.622344786800789e-11,-1.5334827418145735e-15) Dual{Cells()}(8.823534726970084e-9,-1.0282352229792997e-6,-2.6547641847262538e-11) Dual{Cells()}(8.823534726970084e-9,1.987162082293004e-6,4.338726701674453e-11) Dual{Cells()}(8.823534726970084e-9,-9.587547789957735e-7,-9.946280581103117e-12) Dual{Cells()}(8.823534726970084e-9,-8.517525092226004e-11,-1.5246084201965396e-15) Dual{Cells()}(8.823534726970084e-9,-6.816191403829859e-13,-1.2156733689020552e-17) Dual{Cells()}(9.017146376655834e-9,-7.903086362016889e-11,-1.0676512272786662e-15) Dual{Cells()}(9.017146376655834e-9,-9.587547789957735e-7,-1.8223088080063556e-11) Dual{Cells()}(9.017146376655834e-9,9.589125326771037e-7,2.2397742399202188e-11) Dual{Cells()}(9.017146376655834e-9,-7.808856905461378e-11,-1.0671687727700888e-15) Dual{Cells()}(9.017146376655834e-9,-6.342486553869673e-13,-8.612455724878818e-18) Dual{Cells()}(7.6528702750498e-12,-8.714977396494083e-11,-9.060932717174795e-16) Dual{Cells()}(7.6528702750498e-12,1.1109736664776654e-6,4.638874388557497e-11) Dual{Cells()}(7.6528702750498e-12,-1.110794250404924e-6,-3.3804330028051744e-11) Dual{Cells()}(7.6528702750498e-12,-9.15077675262084e-11,-2.861487038746644e-15) Dual{Cells()}(7.6528702750498e-12,-7.585312502433752e-13,-2.3081122501612652e-17) Dual{Cells()}(7.78805441598323e-12,-8.654325449342645e-11,-9.081987201460437e-16) Dual{Cells()}(7.78805441598323e-12,-1.110794250404924e-6,-3.380355766514359e-11) Dual{Cells()}(7.78805441598323e-12,2.2299217371310436e-6,8.053450061717408e-11) Dual{Cells()}(7.78805441598323e-12,-1.1189493364059806e-6,-3.4053921566196234e-11) Dual{Cells()}(7.78805441598323e-12,-9.084294557727007e-11,-2.8406998493379503e-15) Dual{Cells()}(7.78805441598323e-12,-7.641200683510531e-13,-2.3251639765663687e-17) Dual{Cells()}(8.008177782315769e-12,-8.598312279931514e-11,-9.199342828280902e-16) Dual{Cells()}(8.008177782315769e-12,-1.1189493364059806e-6,-3.405233906832362e-11) Dual{Cells()}(8.008177782315769e-12,3.0139010189743803e-6,1.0448772316566205e-10) Dual{Cells()}(8.008177782315769e-12,-1.894774741976527e-6,-5.7665803857475954e-11) Dual{Cells()}(8.008177782315769e-12,-9.018775939818624e-11,-2.820214810841048e-15) Dual{Cells()}(8.008177782315769e-12,-7.69709675246672e-13,-2.3422662683857378e-17) Dual{Cells()}(-6.706908037963526e-24,-3.111267293159364e-11,-3.391022366803213e-16) Dual{Cells()}(-6.706908037963526e-24,-1.894774741976527e-6,-5.766332005093432e-11) Dual{Cells()}(-6.706908037963526e-24,7.92816035101479e-6,2.4468497024998e-10) Dual{Cells()}(-6.706908037963526e-24,-6.0333216064701415e-6,-1.8362486370550873e-10) Dual{Cells()}(-6.706908037963526e-24,-3.260928658455889e-11,-1.0197089517678566e-15) Dual{Cells()}(-6.706908037963526e-24,-2.806086053453401e-13,-8.5393805822296e-18) Dual{Cells()}(3.8916666777989197e-23,-3.108607655636512e-11,-3.4010760537313146e-16) Dual{Cells()}(3.8916666777989197e-23,-6.0333216064701415e-6,-1.8362320663002233e-10) Dual{Cells()}(3.8916666777989197e-23,1.2072851379952685e-5,3.708359755916384e-10) Dual{Cells()}(3.8916666777989197e-23,-6.039465830178924e-6,-1.8381252624839053e-10) Dual{Cells()}(3.8916666777989197e-23,-3.25763326003834e-11,-1.0186786427887385e-15) Dual{Cells()}(3.8916666777989197e-23,-2.808944623205126e-13,-8.548145938232944e-18) Dual{Cells()}(-1.4414672305373537e-23,-3.10569176489658e-11,-3.4043438935055516e-16) Dual{Cells()}(-1.4414672305373537e-23,-6.039465830178924e-6,-1.838116969959069e-10) Dual{Cells()}(-1.4414672305373537e-23,6.039529711718745e-6,1.8721539597179266e-10) Dual{Cells()}(-1.4414672305373537e-23,-3.254344190627964e-11,-1.0176502510103496e-15) Dual{Cells()}(-1.4414672305373537e-23,-2.811802652182322e-13,-8.556876617228791e-18) Dual{Cells()}(-8.198227284479748e-14,-2.3190161347056355e-10,-7.262780020405068e-15) Dual{Cells()}(-8.198227284479748e-14,1.062370970674178e-6,4.1543612375063126e-11) Dual{Cells()}(-8.198227284479748e-14,-1.0619116021333428e-6,-3.326836062764812e-11) Dual{Cells()}(-8.198227284479748e-14,-2.2688968073980023e-10,-7.12537610877795e-15) Dual{Cells()}(-8.198227284479748e-14,-5.772466248934538e-13,-1.8083566765249093e-17) Dual{Cells()}(-8.3294408584009e-14,-2.2916421309251292e-10,-7.177049208945691e-15) Dual{Cells()}(-8.3294408584009e-14,-1.0619116021333428e-6,-3.326836072777324e-11) Dual{Cells()}(-8.3294408584009e-14,2.1367722652284974e-6,7.530102325808561e-11) Dual{Cells()}(-8.3294408584009e-14,-1.0744066461238515e-6,-3.3659814646867594e-11) Dual{Cells()}(-8.3294408584009e-14,-2.242686801047327e-10,-7.043065191249593e-15) Dual{Cells()}(-8.3294408584009e-14,-5.840781062342499e-13,-1.829757842856263e-17) Dual{Cells()}(-8.496073521414338e-14,-2.264906309124673e-10,-7.0933170760658185e-15) Dual{Cells()}(-8.496073521414338e-14,-1.0744066461238515e-6,-3.3659814682838874e-11) Dual{Cells()}(-8.496073521414338e-14,1.0748554351594884e-6,4.213026276802483e-11) Dual{Cells()}(-8.496073521414338e-14,-2.2170749513687956e-10,-6.962632796950614e-15) Dual{Cells()}(-8.496073521414338e-14,-5.909095876090051e-13,-1.851159012427982e-17) Dual{Cells()}(-5.531158156487811e-9,-2.0748218976017036e-10,-1.0970412032968975e-14) Dual{Cells()}(-5.531158156487811e-9,1.0434206155543148e-6,6.212930653032265e-11) Dual{Cells()}(-5.531158156487811e-9,-1.0430093153362194e-6,-5.294460887268605e-11) Dual{Cells()}(-5.531158156487811e-9,-2.0325569357734378e-10,-1.0662165978373233e-14) Dual{Cells()}(-5.531158156487811e-9,-5.623347580327607e-13,-2.9620736538317294e-17) Dual{Cells()}(-5.6092520213044255e-9,-2.0869464204507386e-10,-1.0397915640716798e-14) Dual{Cells()}(-5.6092520213044255e-9,-1.0430093153362194e-6,-5.3490259405756585e-11) Dual{Cells()}(-5.6092520213044255e-9,2.121809411897879e-6,1.1266022012241169e-10) Dual{Cells()}(-5.6092520213044255e-9,-1.0783863505000715e-6,-4.884615581741328e-11) Dual{Cells()}(-5.6092520213044255e-9,-2.0447286037414572e-10,-1.0114287124848243e-14) Dual{Cells()}(-5.6092520213044255e-9,-5.785591692050893e-13,-2.8726745958004905e-17) Dual{Cells()}(-5.6624247656929515e-9,-2.1209114084999953e-10,-9.356723999470634e-15) Dual{Cells()}(-5.6624247656929515e-9,-1.0783863505000715e-6,-5.097992082318589e-11) Dual{Cells()}(-5.6624247656929515e-9,2.7537014486210155e-6,1.3224255883563155e-10) Dual{Cells()}(-5.6624247656929515e-9,-1.6748945878119203e-6,-6.986381584989827e-11) Dual{Cells()}(-5.6624247656929515e-9,-2.0781791273323667e-10,-9.11678488001725e-15) Dual{Cells()}(-5.6624247656929515e-9,-6.012554404909381e-13,-2.6454244059986693e-17) Dual{Cells()}(9.376280459189667e-21,-5.657006080299872e-11,-2.2048933651549863e-15) Dual{Cells()}(9.376280459189667e-21,-1.6748945878119203e-6,-7.456498842779077e-11) Dual{Cells()}(9.376280459189667e-21,5.176504067582615e-6,2.0678373349401711e-10) Dual{Cells()}(9.376280459189667e-21,-3.5014973153747883e-6,-1.2836481465034437e-10) Dual{Cells()}(9.376280459189667e-21,-5.5431894551799414e-11,-2.152442602748524e-15) Dual{Cells()}(9.376280459189667e-21,-1.6244055126644934e-13,-6.3200605531804655e-18) Dual{Cells()}(-5.875775699280997e-21,-5.675628429771632e-11,-2.072654525262927e-15) Dual{Cells()}(-5.875775699280997e-21,-3.5014973153747883e-6,-1.3494004097868192e-10) Dual{Cells()}(-5.875775699280997e-21,7.022446067836538e-6,2.5798795466021343e-10) Dual{Cells()}(-5.875775699280997e-21,-3.5208362183476407e-6,-1.2015411266770768e-10) Dual{Cells()}(-5.875775699280997e-21,-5.561428420982676e-11,-2.0255881141744557e-15) Dual{Cells()}(-5.875775699280997e-21,-1.6354560054647326e-13,-5.9649894748045915e-18) Dual{Cells()}(2.3591086056848646e-22,-5.679472147305965e-11,-1.937459564175253e-15) Dual{Cells()}(2.3591086056848646e-22,-3.5208362183476407e-6,-1.2764006630611988e-10) Dual{Cells()}(2.3591086056848646e-22,4.623585257807012e-6,1.530425334154165e-10) Dual{Cells()}(2.3591086056848646e-22,-1.102636428116552e-6,-2.0279168211520595e-11) Dual{Cells()}(2.3591086056848646e-22,-5.5652392456176615e-11,-1.8958575513247184e-15) Dual{Cells()}(2.3591086056848646e-22,-1.6422889078241677e-13,-5.598811796795348e-18) Dual{Cells()}(5.408990529452783e-9,-1.529116076088393e-10,-3.982413550890265e-15) Dual{Cells()}(5.408990529452783e-9,-1.102636428116552e-6,-3.090215584802152e-11) Dual{Cells()}(5.408990529452783e-9,1.7350025222615531e-6,4.4097517486244936e-11) Dual{Cells()}(5.408990529452783e-9,-6.320628768521849e-7,-7.409288911685959e-12) Dual{Cells()}(5.408990529452783e-9,-1.4985723160101795e-10,-3.921724425148579e-15) Dual{Cells()}(5.408990529452783e-9,-4.4845360634269667e-13,-1.170740267046079e-17) Dual{Cells()}(5.618315619443223e-9,-1.393405792031213e-10,-2.4138257733508066e-15) Dual{Cells()}(5.618315619443223e-9,-6.320628768521849e-7,-1.627074515046032e-11) Dual{Cells()}(5.618315619443223e-9,1.2205256589264926e-6,2.606331953404581e-11) Dual{Cells()}(5.618315619443223e-9,-5.881863888082628e-7,-5.639452746132952e-12) Dual{Cells()}(5.618315619443223e-9,-1.3663380625132659e-10,-2.4130032067303733e-15) Dual{Cells()}(5.618315619443223e-9,-4.188805905382507e-13,-7.32587373789994e-18) Dual{Cells()}(5.775374437938327e-9,-1.2608975244364823e-10,-1.6166734495894863e-15) Dual{Cells()}(5.775374437938327e-9,-5.881863888082628e-7,-1.1016828967171957e-11) Dual{Cells()}(5.775374437938327e-9,5.884365966345632e-7,1.3367763951027718e-11) Dual{Cells()}(5.775374437938327e-9,-1.2372962168470354e-10,-1.6436751290358365e-15) Dual{Cells()}(5.775374437938327e-9,-3.8845217220628944e-13,-5.069169141292364e-18) Dual{Cells()}(5.101892797248372e-9,-1.2433347107934972e-10,-1.3972387932723008e-15) Dual{Cells()}(5.101892797248372e-9,6.229967527795421e-7,1.554459304969994e-11) Dual{Cells()}(5.101892797248372e-9,-6.22744644994556e-7,-1.2167664780927875e-11) Dual{Cells()}(5.101892797248372e-9,-1.27362371665338e-10,-1.936773881478225e-15) Dual{Cells()}(5.101892797248372e-9,-4.119422414634891e-13,-6.132329046301592e-18) Dual{Cells()}(5.109240237450077e-9,-1.3242842253044816e-10,-1.9947227339863363e-15) Dual{Cells()}(5.109240237450077e-9,-6.22744644994556e-7,-7.68496164945014e-12) Dual{Cells()}(5.109240237450077e-9,1.2932589755981864e-6,2.961758149000787e-11) Dual{Cells()}(5.109240237450077e-9,-6.702478698870817e-7,-1.719172567805278e-11) Dual{Cells()}(5.109240237450077e-9,-1.3358941169587195e-10,-2.523515138780106e-15) Dual{Cells()}(5.109240237450077e-9,-4.4288232257667646e-13,-8.218345981330298e-18) Dual{Cells()}(5.078593647430829e-9,-1.415433021941527e-10,-3.1759638394299807e-15) Dual{Cells()}(5.078593647430829e-9,-6.702478698870817e-7,-9.496425392289983e-12) Dual{Cells()}(5.078593647430829e-9,1.8493780971740245e-6,4.765651610829304e-11) Dual{Cells()}(5.078593647430829e-9,-1.1788477653512288e-6,-3.219093956740807e-11) Dual{Cells()}(5.078593647430829e-9,-1.404414097419543e-10,-3.6560858192395544e-15) Dual{Cells()}(5.078593647430829e-9,-4.772237780330483e-13,-1.2246247996542432e-17) Dual{Cells()}(9.39199164016999e-22,-5.2376705233438985e-11,-1.5219781316345504e-15) Dual{Cells()}(9.39199164016999e-22,-1.1788477653512288e-6,-2.241631564030073e-11) Dual{Cells()}(9.39199164016999e-22,4.99650854488624e-6,1.5686091650762037e-10) Dual{Cells()}(9.39199164016999e-22,-3.817556703839907e-6,-1.2995371051799677e-10) Dual{Cells()}(9.39199164016999e-22,-5.1521453825406063e-11,-1.6825932286257181e-15) Dual{Cells()}(9.39199164016999e-22,-1.7753604671290843e-13,-5.723232053998259e-18) Dual{Cells()}(-1.5870275923332452e-22,-5.2383803607215577e-11,-1.6215306381917995e-15) Dual{Cells()}(-1.5870275923332452e-22,-3.817556703839907e-6,-1.2252339826402446e-10) Dual{Cells()}(-1.5870275923332452e-22,7.63789730162642e-6,2.62540416408084e-10) Dual{Cells()}(-1.5870275923332452e-22,-3.820236606207869e-6,-1.3719447031437224e-10) Dual{Cells()}(-1.5870275923332452e-22,-5.142994566251074e-11,-1.7806078534393416e-15) Dual{Cells()}(-1.5870275923332452e-22,-1.7782937548064944e-13,-6.078357768813077e-18) Dual{Cells()}(-4.266987763841352e-22,-5.228278893816492e-11,-1.7181732175758757e-15) Dual{Cells()}(-4.266987763841352e-22,-3.820236606207869e-6,-1.3043647102562942e-10) Dual{Cells()}(-4.266987763841352e-22,5.676527170928027e-6,2.1018564026018608e-10) Dual{Cells()}(-4.266987763841352e-22,-1.8561868641387771e-6,-7.623658218683092e-11) Dual{Cells()}(-4.266987763841352e-22,-5.1240014259252186e-11,-1.8758902051856956e-15) Dual{Cells()}(-4.266987763841352e-22,-1.7777818369135722e-13,-6.426231880444397e-18) Dual{Cells()}(-5.043221466490329e-9,-1.9578883983337564e-10,-7.194976766573684e-15) Dual{Cells()}(-5.043221466490329e-9,-1.8561868641387771e-6,-7.083728447077685e-11) Dual{Cells()}(-5.043221466490329e-9,3.081321318352878e-6,1.3587187693442627e-10) Dual{Cells()}(-5.043221466490329e-9,-1.2247467232840276e-6,-5.282094345605705e-11) Dual{Cells()}(-5.043221466490329e-9,-1.9127043984332307e-10,-7.783710596795177e-15) Dual{Cells()}(-5.043221466490329e-9,-6.716503962739889e-13,-2.6990817562189513e-17) Dual{Cells()}(-5.08909584006281e-9,-1.9127458545135307e-10,-7.823471296580566e-15) Dual{Cells()}(-5.08909584006281e-9,-1.2247467232840276e-6,-4.990949301287992e-11) Dual{Cells()}(-5.08909584006281e-9,2.445997576824417e-6,1.17684495596219e-10) Dual{Cells()}(-5.08909584006281e-9,-1.2208726028600594e-6,-5.6135695461958764e-11) Dual{Cells()}(-5.08909584006281e-9,-1.8630843163025854e-10,-8.399373337251609e-15) Dual{Cells()}(-5.08909584006281e-9,-6.676632477472755e-13,-2.9726147786522855e-17) Dual{Cells()}(-5.1405993072712336e-9,-1.8768080786624194e-10,-8.078744778674195e-15) Dual{Cells()}(-5.1405993072712336e-9,-1.2208726028600594e-6,-5.503873061260155e-11) Dual{Cells()}(-5.1405993072712336e-9,1.22124351569884e-6,6.605878426206925e-11) Dual{Cells()}(-5.1405993072712336e-9,-1.825646118503262e-10,-8.645762415770668e-15) Dual{Cells()}(-5.1405993072712336e-9,-6.674190638940957e-13,-3.1214804716513297e-17) Dual{Cells()}(-6.35443193163428e-9,-1.779023745224167e-10,-9.308085800650205e-15) Dual{Cells()}(-6.35443193163428e-9,1.2210135209085197e-6,7.215314216845277e-11) Dual{Cells()}(-6.35443193163428e-9,-1.2206601734018291e-6,-6.137948339105451e-11) Dual{Cells()}(-6.35443193163428e-9,-1.747862913722001e-10,-9.092442703186472e-15) Dual{Cells()}(-6.35443193163428e-9,-6.588407959039888e-13,-3.437479545247458e-17) Dual{Cells()}(-6.4320464492023944e-9,-1.791206552452537e-10,-8.839788264935551e-15) Dual{Cells()}(-6.4320464492023944e-9,-1.2206601734018291e-6,-6.206793194638493e-11) Dual{Cells()}(-6.4320464492023944e-9,2.480032976818387e-6,1.3066619313510314e-10) Dual{Cells()}(-6.4320464492023944e-9,-1.259017004537932e-6,-5.655724383078672e-11) Dual{Cells()}(-6.4320464492023944e-9,-1.760018975610084e-10,-8.640262219404197e-15) Dual{Cells()}(-6.4320464492023944e-9,-6.763258194196201e-13,-3.329166809906481e-17) Dual{Cells()}(-6.484332828872749e-9,-1.8213845254139285e-10,-7.973894983677954e-15) Dual{Cells()}(-6.484332828872749e-9,-1.259017004537932e-6,-5.910465679059703e-11) Dual{Cells()}(-6.484332828872749e-9,3.2110673402958226e-6,1.5320077153824367e-10) Dual{Cells()}(-6.484332828872749e-9,-1.9516885181679005e-6,-8.085972637453421e-11) Dual{Cells()}(-6.484332828872749e-9,-1.7897811416229924e-10,-7.803342645994297e-15) Dual{Cells()}(-6.484332828872749e-9,-7.010232865546691e-13,-3.062808036192465e-17) Dual{Cells()}(3.2233176675531445e-21,-4.8589718289402194e-11,-1.8827087813582836e-15) Dual{Cells()}(3.2233176675531445e-21,-1.9516885181679005e-6,-8.6365415622031e-11) Dual{Cells()}(3.2233176675531445e-21,6.027074130865608e-6,2.394030526552898e-10) Dual{Cells()}(3.2233176675531445e-21,-4.0752890862960424e-6,-1.4862483344469045e-10) Dual{Cells()}(3.2233176675531445e-21,-4.774759744274409e-11,-1.8449609564449898e-15) Dual{Cells()}(3.2233176675531445e-21,-1.8908593213098464e-13,-7.316349700193047e-18) Dual{Cells()}(-2.70207675157753e-21,-4.874847874074233e-11,-1.771398022021669e-15) Dual{Cells()}(-2.70207675157753e-21,-4.0752890862960424e-6,-1.5624125641118623e-10) Dual{Cells()}(-2.70207675157753e-21,8.171180944520999e-6,2.9874570050244243e-10) Dual{Cells()}(-2.70207675157753e-21,-4.095795015966548e-6,-1.3917192280794836e-10) Dual{Cells()}(-2.70207675157753e-21,-4.790350573945056e-11,-1.7372590002526851e-15) Dual{Cells()}(-2.70207675157753e-21,-1.9027392872575855e-13,-6.907104874571427e-18) Dual{Cells()}(-1.8444148565693499e-22,-4.878346490808935e-11,-1.6575522972756952e-15) Dual{Cells()}(-1.8444148565693499e-22,-4.095795015966548e-6,-1.4781556018793955e-10) Dual{Cells()}(-1.8444148565693499e-22,5.377220499423433e-6,1.7735062441617683e-10) Dual{Cells()}(-1.8444148565693499e-22,-1.2813285709030546e-6,-2.3685528427339813e-11) Dual{Cells()}(-1.8444148565693499e-22,-4.793810626742259e-11,-1.6270795545837553e-15) Dual{Cells()}(-1.8444148565693499e-22,-1.9098265548727458e-13,-6.485419327761862e-18) Dual{Cells()}(6.218143701497089e-9,-1.3146198303653129e-10,-3.4255872821817086e-15) Dual{Cells()}(6.218143701497089e-9,-1.2813285709030546e-6,-3.5870162762436467e-11) Dual{Cells()}(6.218143701497089e-9,2.0159082920768158e-6,5.137505170421292e-11) Dual{Cells()}(6.218143701497089e-9,-7.343185419641166e-7,-8.807284783774193e-12) Dual{Cells()}(6.218143701497089e-9,-1.291962790244133e-10,-3.377848014248527e-15) Dual{Cells()}(6.218143701497089e-9,-5.209475834395059e-13,-1.3596032793676738e-17) Dual{Cells()}(6.443251916046602e-9,-1.202408770308879e-10,-2.1046282745240056e-15) Dual{Cells()}(6.443251916046602e-9,-7.343185419641166e-7,-1.89238511727418e-11) Dual{Cells()}(6.443251916046602e-9,1.4184656614756568e-6,3.0542218852659216e-11) Dual{Cells()}(6.443251916046602e-9,-6.83908177743432e-7,-6.7567789203523585e-12) Dual{Cells()}(6.443251916046602e-9,-1.1821417646656895e-10,-2.0973045768545587e-15) Dual{Cells()}(6.443251916046602e-9,-4.867146106889899e-13,-8.57554125294656e-18) Dual{Cells()}(6.6093108701768075e-9,-1.0933040391150877e-10,-1.4309640621760507e-15) Dual{Cells()}(6.6093108701768075e-9,-6.83908177743432e-7,-1.2879189979300628e-11) Dual{Cells()}(6.6093108701768075e-9,6.841255009755e-7,1.5703870213563073e-11) Dual{Cells()}(6.6093108701768075e-9,-1.075408431488954e-10,-1.442752779284374e-15) Dual{Cells()}(6.6093108701768075e-9,-4.519850077252486e-13,-5.988379705614203e-18) Dual{Cells()}(5.943699936507964e-9,-1.1261469775810473e-10,-1.728124131425591e-15) Dual{Cells()}(5.943699936507964e-9,7.233438824937298e-7,1.8277058101549663e-11) Dual{Cells()}(5.943699936507964e-9,-7.231200762773341e-7,-1.4384254778557366e-11) Dual{Cells()}(5.943699936507964e-9,-1.107123783263036e-10,-1.676300633980994e-15) Dual{Cells()}(5.943699936507964e-9,-4.791403111731999e-13,-7.298801206077262e-18) Dual{Cells()}(5.941698075107538e-9,-1.1820968914897253e-10,-2.2486123784410657e-15) Dual{Cells()}(5.941698075107538e-9,-7.231200762773341e-7,-9.198579388164084e-12) Dual{Cells()}(5.941698075107538e-9,1.4986618777445913e-6,3.489158344819095e-11) Dual{Cells()}(5.941698075107538e-9,-7.753068290141341e-7,-2.018975437448436e-11) Dual{Cells()}(5.941698075107538e-9,-1.1624942286716832e-10,-2.1935038174301822e-15) Dual{Cells()}(5.941698075107538e-9,-5.133411070396337e-13,-9.721266731781921e-18) Dual{Cells()}(5.89475741078943e-9,-1.242972009566331e-10,-3.250071213533077e-15) Dual{Cells()}(5.89475741078943e-9,-7.753068290141341e-7,-1.1335131971625292e-11) Dual{Cells()}(5.89475741078943e-9,2.1354161057782757e-6,5.601807314937699e-11) Dual{Cells()}(5.89475741078943e-9,-1.35986215876361e-6,-3.774950863481918e-11) Dual{Cells()}(5.89475741078943e-9,-1.2226998670135343e-10,-3.1892156956388426e-15) Dual{Cells()}(5.89475741078943e-9,-5.508128734296392e-13,-1.4382187320687753e-17) Dual{Cells()}(6.441242909150139e-22,-4.558300049580625e-11,-1.4933404369805227e-15) Dual{Cells()}(6.441242909150139e-22,-1.35986215876361e-6,-2.6561442160704703e-11) Dual{Cells()}(6.441242909150139e-22,5.752164409997231e-6,1.8364722776145552e-10) Dual{Cells()}(6.441242909150139e-22,-4.392211619958826e-6,-1.5186466138638046e-10) Dual{Cells()}(6.441242909150139e-22,-4.484395361321037e-11,-1.4696087459985562e-15) Dual{Cells()}(6.441242909150139e-22,-2.0432068603332062e-13,-6.694633799289689e-18) Dual{Cells()}(-3.69755388366172e-23,-4.549505688284363e-11,-1.5797439783440023e-15) Dual{Cells()}(-3.69755388366172e-23,-4.392211619958826e-6,-1.4342869555782462e-10) Dual{Cells()}(-3.69755388366172e-23,8.784169911737372e-6,3.0689945808637914e-10) Dual{Cells()}(-3.69755388366172e-23,-4.391867834181909e-6,-1.6020527136348787e-10) Dual{Cells()}(-3.69755388366172e-23,-4.475804002795435e-11,-1.5555840631893382e-15) Dual{Cells()}(-3.69755388366172e-23,-2.0449972656217204e-13,-7.104247685070662e-18) Dual{Cells()}(1.9390721067441192e-22,-4.531945875274018e-11,-1.663753902274387e-15) Dual{Cells()}(1.9390721067441192e-22,-4.391867834181909e-6,-1.5256214396519e-10) Dual{Cells()}(1.9390721067441192e-22,6.522215512496972e-6,2.4540817267731657e-10) Dual{Cells()}(1.9390721067441192e-22,-2.130257568858143e-6,-8.876231368140309e-11) Dual{Cells()}(1.9390721067441192e-22,-4.458571627493505e-11,-1.6391934314529673e-15) Dual{Cells()}(1.9390721067441192e-22,-2.0428189220008378e-13,-7.505269239888575e-18) Dual{Cells()}(-5.878774435191834e-9,-1.6915419761687216e-10,-6.902261917949382e-15) Dual{Cells()}(-5.878774435191834e-9,-2.130257568858143e-6,-8.272662418180295e-11) Dual{Cells()}(-5.878774435191834e-9,3.533384934416657e-6,1.5816941035406302e-10) Dual{Cells()}(-5.878774435191834e-9,-1.402791018035957e-6,-6.143831027869332e-11) Dual{Cells()}(-5.878774435191834e-9,-1.6642303613682397e-10,-6.806878825949979e-15) Dual{Cells()}(-5.878774435191834e-9,-7.70288803501225e-13,-3.1471519036563295e-17) Dual{Cells()}(-5.925097328174233e-9,-1.6480879456793467e-10,-7.451555302955365e-15) Dual{Cells()}(-5.925097328174233e-9,-1.402791018035957e-6,-5.823371624869897e-11) Dual{Cells()}(-5.925097328174233e-9,2.7982990207315453e-6,1.3675967153926347e-10) Dual{Cells()}(-5.925097328174233e-9,-1.3951802682656602e-6,-6.522385183871092e-11) Dual{Cells()}(-5.925097328174233e-9,-1.621618980472209e-10,-7.354983026326218e-15) Dual{Cells()}(-5.925097328174233e-9,-7.637373126753789e-13,-3.4590699332641986e-17) Dual{Cells()}(-5.976223142275927e-9,-1.615989303745438e-10,-7.67654669859087e-15) Dual{Cells()}(-5.976223142275927e-9,-1.3951802682656602e-6,-6.404911608734731e-11) Dual{Cells()}(-5.976223142275927e-9,1.3955016494773113e-6,7.659431325101426e-11) Dual{Cells()}(-5.976223142275927e-9,-1.5902031975064774e-10,-7.580474937641581e-15) Dual{Cells()}(-5.976223142275927e-9,-7.619615257982832e-13,-3.6265610210424163e-17) Dual{Cells()}(-7.178975506405013e-9,-1.5569033938001114e-10,-8.083361035969321e-15) Dual{Cells()}(-7.178975506405013e-9,1.3985258185059104e-6,8.218102261339342e-11) Dual{Cells()}(-7.178975506405013e-9,-1.39821607587167e-6,-6.98202952573004e-11) Dual{Cells()}(-7.178975506405013e-9,-1.5329698223263956e-10,-7.924713671297761e-15) Dual{Cells()}(-7.178975506405013e-9,-7.553126279363547e-13,-3.9124424199852553e-17) Dual{Cells()}(-7.256492045977443e-9,-1.5687581501629386e-10,-7.687968398641908e-15) Dual{Cells()}(-7.256492045977443e-9,-1.39821607587167e-6,-7.064880955549072e-11) Dual{Cells()}(-7.256492045977443e-9,2.8380968652407542e-6,1.48681778632574e-10) Dual{Cells()}(-7.256492045977443e-9,-1.4395686624879289e-6,-6.427535643447435e-11) Dual{Cells()}(-7.256492045977443e-9,-1.5447700687731575e-10,-7.540578469372081e-15) Dual{Cells()}(-7.256492045977443e-9,-7.740592620294869e-13,-3.785317704743098e-17) Dual{Cells()}(-7.308018561538792e-9,-1.5959011729590577e-10,-6.947331437641535e-15) Dual{Cells()}(-7.308018561538792e-9,-1.4395686624879289e-6,-6.72322869698564e-11) Dual{Cells()}(-7.308018561538792e-9,3.6682757998512225e-6,1.7417167955549632e-10) Dual{Cells()}(-7.308018561538792e-9,-2.228389588878925e-6,-9.186488760508704e-11) Dual{Cells()}(-7.308018561538792e-9,-1.5715760079159092e-10,-6.82039933415474e-15) Dual{Cells()}(-7.308018561538792e-9,-8.007662809570458e-13,-3.480005517248299e-17) Dual{Cells()}(-3.612926198414156e-21,-4.258094883870922e-11,-1.6426830871983569e-15) Dual{Cells()}(-3.612926198414156e-21,-2.228389588878925e-6,-9.817082625677061e-11) Dual{Cells()}(-3.612926198414156e-21,6.877415646400156e-6,2.7204558073692783e-10) Dual{Cells()}(-3.612926198414156e-21,-4.648941328185406e-6,-1.6890076106759123e-10) Dual{Cells()}(-3.612926198414156e-21,-4.1932659655510134e-11,-1.6143427767023453e-15) Dual{Cells()}(-3.612926198414156e-21,-2.1572733053494944e-13,-8.31251090041813e-18) Dual{Cells()}(-7.766151586428891e-22,-4.271958004916217e-11,-1.5465820292383477e-15) Dual{Cells()}(-7.766151586428891e-22,-4.648941328185406e-6,-1.7755627084106782e-10) Dual{Cells()}(-7.766151586428891e-22,9.319676997412049e-6,3.3953273227266775e-10) Dual{Cells()}(-7.766151586428891e-22,-4.670650663499206e-6,-1.582041373664633e-10) Dual{Cells()}(-7.766151586428891e-22,-4.2069147820436e-11,-1.5208121708811351e-15) Dual{Cells()}(-7.766151586428891e-22,-2.1699956852896457e-13,-7.849268793553258e-18) Dual{Cells()}(-2.4764810109621644e-22,-4.275176926245213e-11,-1.448261801365951e-15) Dual{Cells()}(-2.4764810109621644e-22,-4.670650663499206e-6,-1.680042826230546e-10) Dual{Cells()}(-2.4764810109621644e-22,6.130759513346819e-6,2.016755708872225e-10) Dual{Cells()}(-2.4764810109621644e-22,-1.4600237793164286e-6,-2.709239605022887e-11) Dual{Cells()}(-2.4764810109621644e-22,-4.21010269727987e-11,-1.425105516883605e-15) Dual{Cells()}(-2.4764810109621644e-22,-2.1773494976913947e-13,-7.372257957864603e-18) Dual{Cells()}(7.028494280668869e-9,-1.1528722485739199e-10,-3.0047738969401223e-15) Dual{Cells()}(7.028494280668869e-9,-1.4600237793164286e-6,-4.084048305611143e-11) Dual{Cells()}(7.028494280668869e-9,2.296815538456114e-6,5.865272862143216e-11) Dual{Cells()}(7.028494280668869e-9,-8.365623375329149e-7,-1.0201354774204235e-11) Dual{Cells()}(7.028494280668869e-9,-1.1354093567487757e-10,-2.966825988717721e-15) Dual{Cells()}(7.028494280668869e-9,-5.934462386282961e-13,-1.5487161353394174e-17) Dual{Cells()}(7.269760017986014e-9,-1.0573638985367172e-10,-1.8639424543068063e-15) Dual{Cells()}(7.269760017986014e-9,-8.365623375329149e-7,-2.1576322615239586e-11) Dual{Cells()}(7.269760017986014e-9,1.6163343605551143e-6,3.50155903221027e-11) Dual{Cells()}(7.269760017986014e-9,-7.795615666741296e-7,-7.870121328448292e-12) Dual{Cells()}(7.269760017986014e-9,-1.0416541530954028e-10,-1.854960271969655e-15) Dual{Cells()}(7.269760017986014e-9,-5.545429064717848e-13,-9.829671478454634e-18) Dual{Cells()}(7.445170914450945e-9,-9.64793642809382e-11,-1.2807593977762773e-15) Dual{Cells()}(7.445170914450945e-9,-7.795615666741296e-7,-1.473980580171757e-11) Dual{Cells()}(7.445170914450945e-9,7.797536429259586e-7,1.803607351176934e-11) Dual{Cells()}(7.445170914450945e-9,-9.508141058724536e-11,-1.285636937543586e-15) Dual{Cells()}(7.445170914450945e-9,-5.154769608012202e-13,-6.9132328930042305e-18) Dual{Cells()}(6.782117357022114e-9,-9.900254282620564e-11,-1.5077079103975364e-15) Dual{Cells()}(6.782117357022114e-9,8.188848412912196e-7,2.060498409187017e-11) Dual{Cells()}(6.782117357022114e-9,-8.186877676974457e-7,-1.6243394516843732e-11) Dual{Cells()}(6.782117357022114e-9,-9.752852310206357e-11,-1.4694613723293968e-15) Dual{Cells()}(6.782117357022114e-9,-5.425278455947084e-13,-8.219727926310264e-18) Dual{Cells()}(6.770330187325807e-9,-1.0415727181199612e-10,-1.9729474279447356e-15) Dual{Cells()}(6.770330187325807e-9,-8.186877676974457e-7,-1.0307763270061913e-11) Dual{Cells()}(6.770330187325807e-9,1.696436373395131e-6,3.9359006161800426e-11) Dual{Cells()}(6.770330187325807e-9,-8.775412352889526e-7,-2.284190118520403e-11) Dual{Cells()}(6.770330187325807e-9,-1.026319913371832e-10,-1.9316033299531683e-15) Dual{Cells()}(6.770330187325807e-9,-5.811455835392903e-13,-1.0973211003859596e-17) Dual{Cells()}(6.7067730369167205e-9,-1.0974068770714009e-10,-2.8682935862816466e-15) Dual{Cells()}(6.7067730369167205e-9,-8.775412352889526e-7,-1.2724782898984701e-11) Dual{Cells()}(6.7067730369167205e-9,2.416329114253369e-6,6.329804945069394e-11) Dual{Cells()}(6.7067730369167205e-9,-1.5385693576476857e-6,-4.2724219359317424e-11) Dual{Cells()}(6.7067730369167205e-9,-1.0815730914091574e-10,-2.821440443382448e-15) Dual{Cells()}(6.7067730369167205e-9,-6.233198828279341e-13,-1.6274919487368973e-17) Dual{Cells()}(5.112010516804306e-22,-4.0272989684710966e-11,-1.3215247890061042e-15) Dual{Cells()}(5.112010516804306e-22,-1.5385693576476857e-6,-2.9970851111350215e-11) Dual{Cells()}(5.112010516804306e-22,6.505616898710554e-6,2.0800132124850934e-10) Dual{Cells()}(5.112010516804306e-22,-4.966967342061643e-6,-1.7207577108169855e-10) Dual{Cells()}(5.112010516804306e-22,-3.969494111383929e-11,-1.302909453022196e-15) Dual{Cells()}(5.112010516804306e-22,-2.310704260614959e-13,-7.58285606578742e-18) Dual{Cells()}(2.3409049776537294e-23,-4.0199159248985714e-11,-1.3987670688437029e-15) Dual{Cells()}(2.3409049776537294e-23,-4.966967342061643e-6,-1.6248559398348356e-10) Dual{Cells()}(2.3409049776537294e-23,9.93241254588063e-6,3.477355296804033e-10) Dual{Cells()}(2.3409049776537294e-23,-4.965365150858688e-6,-1.8154325352078178e-10) Dual{Cells()}(2.3409049776537294e-23,-3.962258083964079e-11,-1.3797261031461198e-15) Dual{Cells()}(2.3409049776537294e-23,-2.3122021019124795e-13,-8.047954805785093e-18) Dual{Cells()}(-2.2712933670221306e-22,-4.004673831869317e-11,-1.4738971752458162e-15) Dual{Cells()}(-2.2712933670221306e-22,-4.965365150858688e-6,-1.7286463980640445e-10) Dual{Cells()}(-2.2712933670221306e-22,7.372274076254648e-6,2.7808815795069254e-10) Dual{Cells()}(-2.2712933670221306e-22,-2.406829175108368e-6,-1.0057545711630385e-10) Dual{Cells()}(-2.2712933670221306e-22,-3.947263401338328e-11,-1.4544532979871717e-15) Dual{Cells()}(-2.2712933670221306e-22,-2.3091526034304207e-13,-8.503111863148553e-18) Dual{Cells()}(-6.7047745607173396e-9,-1.4952209193200344e-10,-6.121716301397677e-15) Dual{Cells()}(-6.7047745607173396e-9,-2.406829175108368e-6,-9.374617896298339e-11) Dual{Cells()}(-6.7047745607173396e-9,3.990354890977261e-6,1.7915938893243587e-10) Dual{Cells()}(-6.7047745607173396e-9,-1.583227940105296e-6,-6.957055718020248e-11) Dual{Cells()}(-6.7047745607173396e-9,-1.4738369352287277e-10,-6.045519512005566e-15) Dual{Cells()}(-6.7047745607173396e-9,-8.699781423411718e-13,-3.5650493637860675e-17) Dual{Cells()}(-6.751816136300913e-9,-1.4577178578962725e-10,-6.618703251679137e-15) Dual{Cells()}(-6.751816136300913e-9,-1.583227940105296e-6,-6.596269989561792e-11) Dual{Cells()}(-6.751816136300913e-9,3.1561160153855134e-6,1.5479001767716013e-10) Dual{Cells()}(-6.751816136300913e-9,-1.5725977453867942e-6,-7.381018112264375e-11) Dual{Cells()}(-6.751816136300913e-9,-1.4369671419900043e-10,-6.540808535212702e-15) Dual{Cells()}(-6.751816136300913e-9,-8.61393434711864e-13,-3.9159200850805425e-17) Dual{Cells()}(-6.802592794958382e-9,-1.430408146872768e-10,-6.8267301488855994e-15) Dual{Cells()}(-6.802592794958382e-9,-1.5725977453867942e-6,-7.249946866345925e-11) Dual{Cells()}(-6.802592794958382e-9,1.5728826607709558e-6,8.662835485486608e-11) Dual{Cells()}(-6.802592794958382e-9,-1.410162215043113e-10,-6.748783596931791e-15) Dual{Cells()}(-6.802592794958382e-9,-8.583479701669907e-13,-4.102166930347106e-17) Dual{Cells()}(-8.004876575619338e-9,-1.383991614087811e-10,-7.14400470106328e-15) Dual{Cells()}(-8.004876575619338e-9,1.575967396709211e-6,9.221390057583982e-11) Dual{Cells()}(-8.004876575619338e-9,-1.5756916423814797e-6,-7.826758912946125e-11) Dual{Cells()}(-8.004876575619338e-9,-1.365034499700706e-10,-7.022608227714989e-15) Dual{Cells()}(-8.004876575619338e-9,-8.517163525378031e-13,-4.388596824348269e-17) Dual{Cells()}(-8.082548701161547e-9,-1.3953699095528473e-10,-6.802292423184561e-15) Dual{Cells()}(-8.082548701161547e-9,-1.5756916423814797e-6,-7.923413421415829e-11) Dual{Cells()}(-8.082548701161547e-9,3.1960255953529677e-6,1.6670824793785858e-10) Dual{Cells()}(-8.082548701161547e-9,-1.6200559093596756e-6,-7.200033583765832e-11) Dual{Cells()}(-8.082548701161547e-9,-1.3763488663552437e-10,-6.689136791048027e-15) Dual{Cells()}(-8.082548701161547e-9,-8.717342217924479e-13,-4.2426243896430856e-17) Dual{Cells()}(-8.133413958406282e-9,-1.4200351339182667e-10,-6.155486107914221e-15) Dual{Cells()}(-8.133413958406282e-9,-1.6200559093596756e-6,-7.536380501773966e-11) Dual{Cells()}(-8.133413958406282e-9,4.125356847681833e-6,1.9515591451800137e-10) Dual{Cells()}(-8.133413958406282e-9,-2.5050179606994553e-6,-1.0287895845231173e-10) Dual{Cells()}(-8.133413958406282e-9,-1.4007363703435083e-10,-6.0574398948328665e-15) Dual{Cells()}(-8.133413958406282e-9,-9.004722765200468e-13,-3.898190500933257e-17) Dual{Cells()}(-3.438214990167873e-21,-3.7893699549902873e-11,-1.4570584171448483e-15) Dual{Cells()}(-3.438214990167873e-21,-2.5050179606994553e-6,-1.0998224265287404e-10) Dual{Cells()}(-3.438214990167873e-21,7.727586636642905e-6,3.047108728183918e-10) Dual{Cells()}(-3.438214990167873e-21,-5.22249316057534e-6,-1.8919155547138665e-10) Dual{Cells()}(-3.438214990167873e-21,-3.737930471063542e-11,-1.4350106084725733e-15) Dual{Cells()}(-3.438214990167873e-21,-2.423638495037693e-13,-9.310670662080458e-18) Dual{Cells()}(1.0545769250291165e-21,-3.80169677761986e-11,-1.3725072189522142e-15) Dual{Cells()}(1.0545769250291165e-21,-5.22249316057534e-6,-1.9888503401675076e-10) Dual{Cells()}(1.0545769250291165e-21,1.0468004371595376e-5,3.8034743858527874e-10) Dual{Cells()}(1.0545769250291165e-21,-5.245435449425109e-6,-1.7724938580517532e-10) Dual{Cells()}(1.0545769250291165e-21,-3.750090475684604e-11,-1.3523708591138421e-15) Dual{Cells()}(1.0545769250291165e-21,-2.437223936660944e-13,-8.793062702987396e-18) Dual{Cells()}(5.938260147271428e-22,-3.804687948975418e-11,-1.285982347912711e-15) Dual{Cells()}(5.938260147271428e-22,-5.245435449425109e-6,-1.8820571410555175e-10) Dual{Cells()}(5.938260147271428e-22,6.884232494397108e-6,2.260153658555342e-10) Dual{Cells()}(5.938260147271428e-22,-1.6387212230456863e-6,-3.049871735201846e-11) Dual{Cells()}(5.938260147271428e-22,-3.7530560684665916e-11,-1.2677905989592522e-15) Dual{Cells()}(5.938260147271428e-22,-2.444861388837687e-13,-8.260326220360441e-18) Dual{Cells()}(7.84011166344204e-9,-1.0265588665250093e-10,-2.676010826514141e-15) Dual{Cells()}(7.84011166344204e-9,-1.6387212230456863e-6,-4.581252631210664e-11) Dual{Cells()}(7.84011166344204e-9,2.577719468926597e-6,6.592932531417111e-11) Dual{Cells()}(7.84011166344204e-9,-9.387936551361689e-7,-1.159139708268186e-11) Dual{Cells()}(7.84011166344204e-9,-1.0126891114632669e-10,-2.6451369796220327e-15) Dual{Cells()}(7.84011166344204e-9,-6.659469430251007e-13,-1.7376946567876068e-17) Dual{Cells()}(8.097830446533015e-9,-9.435047331650353e-11,-1.6720490001344517e-15) Dual{Cells()}(8.097830446533015e-9,-9.387936551361689e-7,-2.422807864938128e-11) Dual{Cells()}(8.097830446533015e-9,1.814136551408643e-6,3.948306993200329e-11) Dual{Cells()}(8.097830446533015e-9,-8.751548264284328e-7,-8.97921847552387e-12) Dual{Cells()}(8.097830446533015e-9,-9.309703480004927e-11,-1.662801730374497e-15) Dual{Cells()}(8.097830446533015e-9,-6.223359249048257e-13,-1.1075814943829601e-17) Dual{Cells()}(8.282859167641112e-9,-8.632011045478537e-11,-1.1579543530001353e-15) Dual{Cells()}(8.282859167641112e-9,-8.751548264284328e-7,-1.6598458178521927e-11) Dual{Cells()}(8.282859167641112e-9,8.75326923255932e-7,2.036408992927062e-11) Dual{Cells()}(8.282859167641112e-9,-8.519784716720508e-11,-1.1591460147774602e-15) Dual{Cells()}(8.282859167641112e-9,-5.788698771597709e-13,-7.826583926887829e-18) Dual{Cells()}(7.621543825488228e-9,-8.832029520895936e-11,-1.3369266619921314e-15) Dual{Cells()}(7.621543825488228e-9,9.143971614804505e-7,2.2929953254974657e-11) Dual{Cells()}(7.621543825488228e-9,-9.142210908484478e-7,-1.8100930411099366e-11) Dual{Cells()}(7.621543825488228e-9,-8.714447912594994e-11,-1.3075672591655814e-15) Dual{Cells()}(7.621543825488228e-9,-6.058576677159656e-13,-9.132279258017212e-18) Dual{Cells()}(7.599843645915611e-9,-9.3088103439228e-11,-1.7574103105988936e-15) Dual{Cells()}(7.599843645915611e-9,-9.142210908484478e-7,-1.1413895922475046e-11) Dual{Cells()}(7.599843645915611e-9,1.8941719598109805e-6,4.382218509286391e-11) Dual{Cells()}(7.599843645915611e-9,-9.797652644314753e-7,-2.549332929708367e-11) Dual{Cells()}(7.599843645915611e-9,-9.186750306373751e-11,-1.725253780357381e-15) Dual{Cells()}(7.599843645915611e-9,-6.489245541910943e-13,-1.2219115720041537e-17) Dual{Cells()}(7.519521204923308e-9,-9.82352658407959e-11,-2.5668208584425456e-15) Dual{Cells()}(7.519521204923308e-9,-9.797652644314753e-7,-1.411167834912033e-11) Dual{Cells()}(7.519521204923308e-9,2.6972354398139895e-6,7.057587724118757e-11) Dual{Cells()}(7.519521204923308e-9,-1.7172742798162105e-6,-4.769907050974838e-11) Dual{Cells()}(7.519521204923308e-9,-9.696447484556348e-11,-2.5296332426646856e-15) Dual{Cells()}(7.519521204923308e-9,-6.958256175742136e-13,-1.8165915601247722e-17) Dual{Cells()}(1.937006174696654e-22,-3.6070665484378065e-11,-1.1851826253273662e-15) Dual{Cells()}(1.937006174696654e-22,-1.7172742798162105e-6,-3.337867404395838e-11) Dual{Cells()}(1.937006174696654e-22,7.259030361966112e-6,2.3236018259734142e-10) Dual{Cells()}(1.937006174696654e-22,-5.54168414743958e-6,-1.9229189628404974e-10) Dual{Cells()}(1.937006174696654e-22,-3.560622485401774e-11,-1.1701952292610476e-15) Dual{Cells()}(1.937006174696654e-22,-2.5781998305874637e-13,-8.471627426164564e-18) Dual{Cells()}(2.1204298404592366e-22,-3.6007219191499185e-11,-1.2550073526802478e-15) Dual{Cells()}(2.1204298404592366e-22,-5.54168414743958e-6,-1.8154705038719267e-10) Dual{Cells()}(2.1204298404592366e-22,1.1080568088673415e-5,3.8858248189027634e-10) Dual{Cells()}(2.1204298404592366e-22,-5.538812132192593e-6,-2.0288711000388843e-10) Dual{Cells()}(2.1204298404592366e-22,-3.5543882228815553e-11,-1.2396223579488033e-15) Dual{Cells()}(2.1204298404592366e-22,-2.5793982155964866e-13,-8.992495419720145e-18) Dual{Cells()}(-2.611717770972482e-23,-3.587255325848904e-11,-1.3229422201614555e-15) Dual{Cells()}(-2.611717770972482e-23,-5.538812132192593e-6,-1.9317292777918938e-10) Dual{Cells()}(-2.611717770972482e-23,8.222254034583439e-6,3.1077812643330213e-10) Dual{Cells()}(-2.611717770972482e-23,-2.6833703611459344e-6,-1.1239191198545861e-10) Dual{Cells()}(-2.611717770972482e-23,-3.541114482908132e-11,-1.3071783123316298e-15) Dual{Cells()}(-2.611717770972482e-23,-2.5754682314475953e-13,-9.502052878105573e-18) Dual{Cells()}(-7.53174558584026e-9,-1.3397047620130393e-10,-5.499761570023086e-15) Dual{Cells()}(-7.53174558584026e-9,-2.6833703611459344e-6,-1.0476976624835216e-10) Dual{Cells()}(-7.53174558584026e-9,4.447275554505394e-6,2.0015618956509893e-10) Dual{Cells()}(-7.53174558584026e-9,-1.7636380023563655e-6,-7.770506249978807e-11) Dual{Cells()}(-7.53174558584026e-9,-1.3225087551774072e-10,-5.4375647888982065e-15) Dual{Cells()}(-7.53174558584026e-9,-9.696513743363027e-13,-3.98353664110447e-17) Dual{Cells()}(-7.579411760425413e-9,-1.3067380869076064e-10,-5.953226151629833e-15) Dual{Cells()}(-7.579411760425413e-9,-1.7636380023563655e-6,-7.369488207320874e-11) Dual{Cells()}(-7.579411760425413e-9,3.5138789488635495e-6,1.7282619399944382e-10) Dual{Cells()}(-7.579411760425413e-9,-1.7499803103010312e-6,-8.239904698560957e-11) Dual{Cells()}(-7.579411760425413e-9,-1.290033758503399e-10,-5.889181280732578e-15) Dual{Cells()}(-7.579411760425413e-9,-9.590216113999855e-13,-4.37350492237667e-17) Dual{Cells()}(-7.629727705603831e-9,-1.2830223657302822e-10,-6.146176639293674e-15) Dual{Cells()}(-7.629727705603831e-9,-1.7499803103010312e-6,-8.095306294480153e-11) Dual{Cells()}(-7.629727705603831e-9,1.750236237677491e-6,9.666526717287333e-11) Dual{Cells()}(-7.629727705603831e-9,-1.2667043946809816e-10,-6.081805733344563e-15) Dual{Cells()}(-7.629727705603831e-9,-9.547004187772443e-13,-4.578559183515063e-17) Dual{Cells()}(-8.831978254422533e-9,-1.2455844839766366e-10,-6.4007171120776065e-15) Dual{Cells()}(-8.831978254422533e-9,1.7533535731982837e-6,1.0225120420400777e-10) Dual{Cells()}(-8.831978254422533e-9,-1.7531050463637573e-6,-8.672039827728288e-11) Dual{Cells()}(-8.831978254422533e-9,-1.2302033136040763e-10,-6.3047806811259646e-15) Dual{Cells()}(-8.831978254422533e-9,-9.480547683499426e-13,-4.8661917624602624e-17) Dual{Cells()}(-8.909981715402309e-9,-1.2564400030492868e-10,-6.1000774421251605e-15) Dual{Cells()}(-8.909981715402309e-9,-1.7531050463637573e-6,-8.782350444044599e-11) Dual{Cells()}(-8.909981715402309e-9,3.5538500926589427e-6,1.8474407025229907e-10) Dual{Cells()}(-8.909981715402309e-9,-1.8004943336731191e-6,-7.973088551672381e-11) Dual{Cells()}(-8.909981715402309e-9,-1.2409926737584232e-10,-6.010411651192416e-15) Dual{Cells()}(-8.909981715402309e-9,-9.69354385344393e-13,-4.7012983286572676e-17) Dual{Cells()}(-8.960258514888763e-9,-1.2790447391472422e-10,-5.5260997331243756e-15) Dual{Cells()}(-8.960258514888763e-9,-1.8004943336731191e-6,-8.349880483653771e-11) Dual{Cells()}(-8.960258514888763e-9,4.5823420643268135e-6,2.1615124427406713e-10) Dual{Cells()}(-8.960258514888763e-9,-2.7815924896708034e-6,-1.1390015500760852e-10) Dual{Cells()}(-8.960258514888763e-9,-1.2633636399436302e-10,-5.448023318014522e-15) Dual{Cells()}(-8.960258514888763e-9,-1.0001449817664203e-12,-4.317506338755725e-17) Dual{Cells()}(-1.5020493246776266e-21,-3.413543142050272e-11,-1.3092140485970788e-15) Dual{Cells()}(-1.5020493246776266e-21,-2.7815924896708034e-6,-1.217988677155198e-10) Dual{Cells()}(-1.5020493246776266e-21,8.577634218593092e-6,3.373943525362054e-10) Dual{Cells()}(-1.5020493246776266e-21,-5.795973607101849e-6,-2.0949385049259175e-10) Dual{Cells()}(-1.5020493246776266e-21,-3.37173927884085e-11,-1.2915573048980785e-15) Dual{Cells()}(-1.5020493246776266e-21,-2.6899623135838657e-13,-1.0311028711363822e-17) Dual{Cells()}(5.264541733186161e-21,-3.424655297094384e-11,-1.2337272561231476e-15) Dual{Cells()}(5.264541733186161e-21,-5.795973607101849e-6,-2.2022478548491375e-10) Dual{Cells()}(5.264541733186161e-21,1.1616212842112531e-5,4.2118361408542415e-10) Dual{Cells()}(5.264541733186161e-21,-5.820170890846126e-6,-1.9630441264333044e-10) Dual{Cells()}(5.264541733186161e-21,-3.382716861894047e-11,-1.2175460057552972e-15) Dual{Cells()}(5.264541733186161e-21,-2.704429662446246e-13,-9.73859234635037e-18) Dual{Cells()}(4.829462502441741e-22,-3.427453790371225e-11,-1.156462838539455e-15) Dual{Cells()}(4.829462502441741e-22,-5.820170890846126e-6,-2.0841704526199535e-10) Dual{Cells()}(4.829462502441741e-22,7.637658381297495e-6,2.5036596557685875e-10) Dual{Cells()}(4.829462502441741e-22,-1.8174190897463185e-6,-3.3903775252616806e-11) Dual{Cells()}(4.829462502441741e-22,-3.385493057383087e-11,-1.14178353501378e-15) Dual{Cells()}(4.829462502441741e-22,-2.7123657325471813e-13,-9.149630729648185e-18) Dual{Cells()}(8.652849545995068e-9,-9.251861948574144e-11,-2.412042776677169e-15) Dual{Cells()}(8.652849545995068e-9,-1.8174190897463185e-6,-5.0785531860704716e-11) Dual{Cells()}(8.652849545995068e-9,2.8586160463513374e-6,7.320394817932404e-11) Dual{Cells()}(8.652849545995068e-9,-1.0410123090423886e-6,-1.297766486274972e-11) Dual{Cells()}(8.652849545995068e-9,-9.139049531042561e-11,-2.3864771818119877e-15) Dual{Cells()}(8.652849545995068e-9,-7.384478339697854e-13,-1.9264326444688657e-17) Dual{Cells()}(8.92724873005083e-9,-8.517525092226004e-11,-1.5155256014212244e-15) Dual{Cells()}(8.92724873005083e-9,-1.0410123090423886e-6,-2.6878996372136858e-11) Dual{Cells()}(8.92724873005083e-9,2.0118783614813395e-6,4.394486938830866e-11) Dual{Cells()}(8.92724873005083e-9,-9.706960348913369e-7,-1.0084325620430229e-11) Dual{Cells()}(8.92724873005083e-9,-8.415220779617261e-11,-1.5067211495331576e-15) Dual{Cells()}(8.92724873005083e-9,-6.900888952289138e-13,-1.2311613387870824e-17) Dual{Cells()}(9.122094671303638e-9,-7.808856905461378e-11,-1.0558603901710677e-15) Dual{Cells()}(9.122094671303638e-9,-9.706960348913369e-7,-1.8455133338918627e-11) Dual{Cells()}(9.122094671303638e-9,9.708519340309993e-7,2.2688159780657e-11) Dual{Cells()}(9.122094671303638e-9,-7.716840965525563e-11,-1.0552035600336923e-15) Dual{Cells()}(9.122094671303638e-9,-6.421609524840013e-13,-8.72534664902051e-18) Dual{Cells()}(3.5249868144480205e-13,-9.15077675262084e-11,-2.7819426529734135e-15) Dual{Cells()}(3.5249868144480205e-13,1.1256840539079877e-6,4.793381384990775e-11) Dual{Cells()}(3.5249868144480205e-13,-1.1255013033661787e-6,-3.519556037959857e-11) Dual{Cells()}(3.5249868144480205e-13,-9.047416612090537e-11,-2.833239042968059e-15) Dual{Cells()}(3.5249868144480205e-13,-7.686081619106919e-13,-2.4033573935166803e-17) Dual{Cells()}(3.5858472846043575e-13,-9.084294557727007e-11,-2.761792796522258e-15) Dual{Cells()}(3.5858472846043575e-13,-1.1255013033661787e-6,-3.519552700970185e-11) Dual{Cells()}(3.5858472846043575e-13,2.259346950599994e-6,8.347730107251778e-11) Dual{Cells()}(3.5858472846043575e-13,-1.1336642055195786e-6,-3.545088499885257e-11) Dual{Cells()}(3.5858472846043575e-13,-8.982456594063722e-11,-2.8128965777838497e-15) Dual{Cells()}(3.5858472846043575e-13,-7.742027186324913e-13,-2.4208530482841098e-17) Dual{Cells()}(3.6843336569091944e-13,-9.018775939818624e-11,-2.7419968927726037e-15) Dual{Cells()}(3.6843336569091944e-13,-1.1336642055195786e-6,-3.545081711807591e-11) Dual{Cells()}(3.6843336569091944e-13,3.0534217026966524e-6,1.0840159032281849e-10) Dual{Cells()}(3.6843336569091944e-13,-1.9195773453937256e-6,-6.0027250089694e-11) Dual{Cells()}(3.6843336569091944e-13,-8.918422665081087e-11,-2.792844115680315e-15) Dual{Cells()}(3.6843336569091944e-13,-7.797972992985829e-13,-2.4383509196038354e-17) Dual{Cells()}(-2.9951496092980343e-23,-3.260928658455889e-11,-9.914678551356966e-16) Dual{Cells()}(-2.9951496092980343e-23,-1.9195773453937256e-6,-6.002714442020371e-11) Dual{Cells()}(-2.9951496092980343e-23,8.03170932866755e-6,2.545949145991005e-10) Dual{Cells()}(-2.9951496092980343e-23,-6.112066841755647e-6,-1.911311782201425e-10) Dual{Cells()}(-2.9951496092980343e-23,-3.224795974178635e-11,-1.0098593522001527e-15) Dual{Cells()}(-2.9951496092980343e-23,-2.842718521061019e-13,-8.888920572647098e-18) Dual{Cells()}(2.960318560433268e-23,-3.25763326003834e-11,-9.90474508500431e-16) Dual{Cells()}(2.960318560433268e-23,-6.112066841755647e-6,-1.911311076930037e-10) Dual{Cells()}(2.960318560433268e-23,1.2230348335032747e-5,3.858946665410561e-10) Dual{Cells()}(2.960318560433268e-23,-6.118216416641947e-6,-1.9132351250059288e-10) Dual{Cells()}(2.960318560433268e-23,-3.221574461953402e-11,-1.0088505234401665e-15) Dual{Cells()}(2.960318560433268e-23,-2.8455793311395934e-13,-8.897869006744094e-18) Dual{Cells()}(-1.0582853033465753e-23,-3.254344190627964e-11,-9.894787992423909e-16) Dual{Cells()}(-1.0582853033465753e-23,-6.118216416641947e-6,-1.9132347719494559e-10) Dual{Cells()}(-1.0582853033465753e-23,6.118281428521551e-6,1.9476697793987133e-10) Dual{Cells()}(-1.0582853033465753e-23,-3.218359368472544e-11,-1.0078437049969218e-15) Dual{Cells()}(-1.0582853033465753e-23,-2.848440124820186e-13,-8.906815922928708e-18) Dual{Cells()}(-5.172261737547411e-13,-2.2688968073980023e-10,-7.108063049277392e-15) Dual{Cells()}(-5.172261737547411e-13,1.0856043647440174e-6,4.253527667511971e-11) Dual{Cells()}(-5.172261737547411e-13,-1.0851547456904048e-6,-3.4079123153434874e-11) Dual{Cells()}(-5.172261737547411e-13,-2.2213941866056646e-10,-7.0897331410617014e-15) Dual{Cells()}(-5.172261737547411e-13,-5.899542124439582e-13,-1.85265912143665e-17) Dual{Cells()}(-5.249858951991292e-13,-2.242686801047327e-10,-7.025952302952633e-15) Dual{Cells()}(-5.249858951991292e-13,-1.0851547456904048e-6,-3.4079124099371635e-11) Dual{Cells()}(-5.249858951991292e-13,2.1832500014995505e-6,7.710443731745233e-11) Dual{Cells()}(-5.249858951991292e-13,-1.0976507633510773e-6,-3.4471557994110163e-11) Dual{Cells()}(-5.249858951991292e-13,-2.196269917184714e-10,-7.009550373855198e-15) Dual{Cells()}(-5.249858951991292e-13,-5.967862451885463e-13,-1.874113996349699e-17) Dual{Cells()}(-5.345733444678834e-13,-2.2170749513687956e-10,-6.945715455815293e-15) Dual{Cells()}(-5.345733444678834e-13,-1.0976507633510773e-6,-3.4471558608535e-11) Dual{Cells()}(-5.345733444678834e-13,1.0980902451825813e-6,4.312292017078606e-11) Dual{Cells()}(-5.345733444678834e-13,-2.1717071808905752e-10,-6.931159856490228e-15) Dual{Cells()}(-5.345733444678834e-13,-6.036182780992569e-13,-1.8955688877896173e-17) Dual{Cells()}(-5.633976963031603e-9,-2.0325569357734378e-10,-1.0731828501423657e-14) Dual{Cells()}(-5.633976963031603e-9,1.0656226769581487e-6,6.338233673017793e-11) Dual{Cells()}(-5.633976963031603e-9,-1.065219645312564e-6,-5.399893744881461e-11) Dual{Cells()}(-5.633976963031603e-9,-1.992015524047795e-10,-1.0437033619141604e-14) Dual{Cells()}(-5.633976963031603e-9,-5.743996025531156e-13,-3.02152075578112e-17) Dual{Cells()}(-5.7119829460401355e-9,-2.0447286037414572e-10,-1.0174705823350244e-14) Dual{Cells()}(-5.7119829460401355e-9,-1.065219645312564e-6,-5.456257994198342e-11) Dual{Cells()}(-5.7119829460401355e-9,2.1665936371176277e-6,1.1491101145326873e-10) Dual{Cells()}(-5.7119829460401355e-9,-1.1009685065267525e-6,-4.9809982610005186e-11) Dual{Cells()}(-5.7119829460401355e-9,-2.0042163640455096e-10,-9.903172917010415e-15) Dual{Cells()}(-5.7119829460401355e-9,-5.907815323844299e-13,-2.9297532234682544e-17) Dual{Cells()}(-5.765038810731117e-9,-2.0781791273323667e-10,-9.159129904809181e-15) Dual{Cells()}(-5.765038810731117e-9,-1.1009685065267525e-6,-5.1995644562705077e-11) Dual{Cells()}(-5.765038810731117e-9,2.8108784336275765e-6,1.3486237717167814e-10) Dual{Cells()}(-5.765038810731117e-9,-1.7094977797691641e-6,-7.12383039896402e-11) Dual{Cells()}(-5.765038810731117e-9,-2.0371569146067715e-10,-8.928952621138969e-15) Dual{Cells()}(-5.765038810731117e-9,-6.13727466350794e-13,-2.6976105915087452e-17) Dual{Cells()}(4.1055195233315866e-21,-5.5431894551799414e-11,-2.1589604292838435e-15) Dual{Cells()}(4.1055195233315866e-21,-1.7094977797691641e-6,-7.604019213186587e-11) Dual{Cells()}(4.1055195233315866e-21,5.282836101659965e-6,2.1086142518597127e-10) Dual{Cells()}(4.1055195233315866e-21,-3.573228385279353e-6,-1.3089760839668118e-10) Dual{Cells()}(4.1055195233315866e-21,-5.433894551631719e-11,-2.1085170534860528e-15) Dual{Cells()}(4.1055195233315866e-21,-1.6577137997176568e-13,-6.4446270218784e-18) Dual{Cells()}(-9.459736035971592e-21,-5.561428420982676e-11,-2.02975513545684e-15) Dual{Cells()}(-9.459736035971592e-21,-3.573228385279353e-6,-1.3760298176943317e-10) Dual{Cells()}(-9.459736035971592e-21,7.166050768540259e-6,2.630833267653941e-10) Dual{Cells()}(-9.459736035971592e-21,-3.5927120845776148e-6,-1.225317829690209e-10) Dual{Cells()}(-9.459736035971592e-21,-5.451751232963164e-11,-1.98441640015497e-15) Dual{Cells()}(-9.459736035971592e-21,-1.6688675221031346e-13,-6.0827836929275894e-18) Dual{Cells()}(8.605404673839932e-22,-5.5652392456176615e-11,-1.897653884209844e-15) Dual{Cells()}(8.605404673839932e-22,-3.5927120845776148e-6,-1.3016237612416715e-10) Dual{Cells()}(8.605404673839932e-22,4.717797017508403e-6,1.5608180738382083e-10) Dual{Cells()}(8.605404673839932e-22,-1.1249745578340545e-6,-2.0705594641246937e-11) Dual{Cells()}(8.605404673839932e-22,-5.455513108351025e-11,-1.857496407749049e-15) Dual{Cells()}(8.605404673839932e-22,-1.6757319466702436e-13,-5.709667391603224e-18) Dual{Cells()}(5.510041734135999e-9,-1.4985723160101795e-10,-3.9038391655033336e-15) Dual{Cells()}(5.510041734135999e-9,-1.1249745578340545e-6,-3.152348507813693e-11) Dual{Cells()}(5.510041734135999e-9,1.7701203090706083e-6,4.500818539285669e-11) Dual{Cells()}(5.510041734135999e-9,-6.448485158834868e-7,-7.584768207555268e-12) Dual{Cells()}(5.510041734135999e-9,-1.4692060551911392e-10,-3.8443146496604856e-15) Dual{Cells()}(5.510041734135999e-9,-4.575159469274467e-13,-1.1943581913298136e-17) Dual{Cells()}(5.721311260020607e-9,-1.3663380625132659e-10,-2.371162219360002e-15) Dual{Cells()}(5.721311260020607e-9,-6.448485158834868e-7,-1.6602747107185226e-11) Dual{Cells()}(5.721311260020607e-9,1.2452817155064016e-6,2.6624366440657007e-11) Dual{Cells()}(5.721311260020607e-9,-6.001621138734589e-7,-5.779797892177157e-12) Dual{Cells()}(5.721311260020607e-9,-1.340245795280426e-10,-2.3684162522938685e-15) Dual{Cells()}(5.721311260020607e-9,-4.2736367652011034e-13,-7.482235244720091e-18) Dual{Cells()}(5.879468276736371e-9,-1.2372962168470354e-10,-1.5918246906627807e-15) Dual{Cells()}(5.879468276736371e-9,-6.001621138734589e-7,-1.1250088477627733e-11) Dual{Cells()}(5.879468276736371e-9,6.004076870930438e-7,1.3660451413615755e-11) Dual{Cells()}(5.879468276736371e-9,-1.2144719522664485e-10,-1.6155586831859157e-15) Dual{Cells()}(5.879468276736371e-9,-3.9640267352198893e-13,-5.184227820613396e-18) Dual{Cells()}(5.210315893123559e-9,-1.27362371665338e-10,-1.908180995036286e-15) Dual{Cells()}(5.210315893123559e-9,6.392817070270303e-7,1.6200128783316203e-11) Dual{Cells()}(5.210315893123559e-9,-6.390284232044824e-7,-1.2722630706263785e-11) Dual{Cells()}(5.210315893123559e-9,-1.254981348608908e-10,-1.9099025035962028e-15) Dual{Cells()}(5.210315893123559e-9,-4.233160216843699e-13,-6.4730558501173214e-18) Dual{Cells()}(5.2167292773325036e-9,-1.3358941169587195e-10,-2.489785954667012e-15) Dual{Cells()}(5.2167292773325036e-9,-6.390284232044824e-7,-8.187955471457647e-12) Dual{Cells()}(5.2167292773325036e-9,1.3248768926494062e-6,3.090373437132916e-11) Dual{Cells()}(5.2167292773325036e-9,-6.855829512014257e-7,-1.783578748529536e-11) Dual{Cells()}(5.2167292773325036e-9,-1.31475067145639e-10,-2.4871882673921146e-15) Dual{Cells()}(5.2167292773325036e-9,-4.5376465649572473e-13,-8.60457933502921e-18) Dual{Cells()}(5.184181871817758e-9,-1.404414097419543e-10,-3.609735747267086e-15) Dual{Cells()}(5.184181871817758e-9,-6.855829512014257e-7,-1.0075092629696042e-11) Dual{Cells()}(5.184181871817758e-9,1.8891408638228215e-6,4.9544168091635113e-11) Dual{Cells()}(5.184181871817758e-9,-1.2032789720740327e-6,-3.3340990262370815e-11) Dual{Cells()}(5.184181871817758e-9,-1.3801186760762428e-10,-3.598786206858748e-15) Dual{Cells()}(5.184181871817758e-9,-4.872700132870019e-13,-1.2703914948286805e-17) Dual{Cells()}(4.708915468446342e-22,-5.1521453825406063e-11,-1.6610149747823687e-15) Dual{Cells()}(4.708915468446342e-22,-1.2032789720740327e-6,-2.350745624826371e-11) Dual{Cells()}(4.708915468446342e-22,5.0926728085050485e-6,1.6210664421207605e-10) Dual{Cells()}(4.708915468446342e-22,-3.889291549828588e-6,-1.3401890300744777e-10) Dual{Cells()}(4.708915468446342e-22,-5.058423660506737e-11,-1.654692124449183e-15) Dual{Cells()}(4.708915468446342e-22,-1.8091199690058767e-13,-5.909384162961681e-18) Dual{Cells()}(-3.403577609810782e-22,-5.142994566251074e-11,-1.7574600702939773e-15) Dual{Cells()}(-3.403577609810782e-22,-3.889291549828588e-6,-1.2657872826326818e-10) Dual{Cells()}(-3.403577609810782e-22,7.779603817985142e-6,2.7083448433694485e-10) Dual{Cells()}(-3.403577609810782e-22,-3.890210173870902e-6,-1.4137619804350357e-10) Dual{Cells()}(-3.403577609810782e-22,-5.0483215394398887e-11,-1.7507193412288357e-15) Dual{Cells()}(-3.403577609810782e-22,-1.8112459580479284e-13,-6.270413422827481e-18) Dual{Cells()}(5.068153384570873e-22,-5.1240014259252186e-11,-1.8511921896119672e-15) Dual{Cells()}(5.068153384570873e-22,-3.890210173870902e-6,-1.3462500611721093e-10) Dual{Cells()}(5.068153384570873e-22,5.778796529624961e-6,2.1657313600924313e-10) Dual{Cells()}(5.068153384570873e-22,-1.8884846485706406e-6,-7.835836094406906e-11) Dual{Cells()}(5.068153384570873e-22,-5.028617871069795e-11,-1.8440702482187288e-15) Dual{Cells()}(5.068153384570873e-22,-1.8099044887689055e-13,-6.624035860454298e-18) Dual{Cells()}(-5.155394471483466e-9,-1.9127043984332307e-10,-7.678927190596892e-15) Dual{Cells()}(-5.155394471483466e-9,-1.8884846485706406e-6,-7.300271862634469e-11) Dual{Cells()}(-5.155394471483466e-9,3.1339915487984355e-6,1.396801698434974e-10) Dual{Cells()}(-5.155394471483466e-9,-1.245127304021828e-6,-5.427650553311113e-11) Dual{Cells()}(-5.155394471483466e-9,-1.8764260424904618e-10,-7.64987344441579e-15) Dual{Cells()}(-5.155394471483466e-9,-6.831618747595889e-13,-2.7783788392580566e-17) Dual{Cells()}(-5.20102002537389e-9,-1.8630843163025854e-10,-8.284687046057727e-15) Dual{Cells()}(-5.20102002537389e-9,-1.245127304021828e-6,-5.1414950403931184e-11) Dual{Cells()}(-5.20102002537389e-9,2.485721199417043e-6,1.2088447181712132e-10) Dual{Cells()}(-5.20102002537389e-9,-1.2402241867194114e-6,-5.76629714706466e-11) Dual{Cells()}(-5.20102002537389e-9,-1.8272180343421588e-10,-8.254247841551123e-15) Dual{Cells()}(-5.20102002537389e-9,-6.784407391976661e-13,-3.056170101171504e-17) Dual{Cells()}(-5.252345222261095e-9,-1.825646118503262e-10,-8.527245969942437e-15) Dual{Cells()}(-5.252345222261095e-9,-1.2402241867194114e-6,-5.660212948231923e-11) Dual{Cells()}(-5.252345222261095e-9,1.2405864682768132e-6,6.776705909619323e-11) Dual{Cells()}(-5.252345222261095e-9,-1.7903914324302164e-10,-8.497024070676605e-15) Dual{Cells()}(-5.252345222261095e-9,-6.77802308286944e-13,-3.207204927373899e-17) Dual{Cells()}(-6.457444352353753e-9,-1.747862913722001e-10,-9.135030014360826e-15) Dual{Cells()}(-6.457444352353753e-9,1.2432062811041199e-6,7.340643198187931e-11) Dual{Cells()}(-6.457444352353753e-9,-1.2428590467131474e-6,-6.243430302709464e-11) Dual{Cells()}(-6.457444352353753e-9,-1.717771987559938e-10,-8.928047223471222e-15) Dual{Cells()}(-6.457444352353753e-9,-6.709008441368544e-13,-3.4968900688844983e-17) Dual{Cells()}(-6.535029517002974e-9,-1.760018975610084e-10,-8.677231862727727e-15) Dual{Cells()}(-6.535029517002974e-9,-1.2428590467131474e-6,-6.314038475169299e-11) Dual{Cells()}(-6.535029517002974e-9,2.524798341143783e-6,1.32917679165224e-10) Dual{Cells()}(-6.535029517002974e-9,-1.2815896143606967e-6,-5.752167280977757e-11) Dual{Cells()}(-6.535029517002974e-9,-1.7298962875225985e-10,-8.485611089897008e-15) Dual{Cells()}(-6.535029517002974e-9,-6.885436259612813e-13,-3.3862196208339087e-17) Dual{Cells()}(-6.587214245587431e-9,-1.7897811416229924e-10,-7.829234812117137e-15) Dual{Cells()}(-6.587214245587431e-9,-1.2815896143606967e-6,-6.012046598106326e-11) Dual{Cells()}(-6.587214245587431e-9,3.26822568628949e-6,1.558215218164926e-10) Dual{Cells()}(-6.587214245587431e-9,-1.9862804549310743e-6,-8.223492521614742e-11) Dual{Cells()}(-6.587214245587431e-9,-1.7592539147022115e-10,-7.665270782980185e-15) Dual{Cells()}(-6.587214245587431e-9,-7.134920866445789e-13,-3.1149805449380836e-17) Dual{Cells()}(-8.492543795634027e-22,-4.774759744274409e-11,-1.8489272829596846e-15) Dual{Cells()}(-8.492543795634027e-22,-1.9862804549310743e-6,-8.784084533815754e-11) Dual{Cells()}(-8.492543795634027e-22,6.133377406453855e-6,2.4348223478386877e-10) Dual{Cells()}(-8.492543795634027e-22,-4.147002077373193e-6,-1.5115854052275246e-10) Dual{Cells()}(-8.492543795634027e-22,-4.6934135877298616e-11,-1.8125936203611877e-15) Dual{Cells()}(-8.492543795634027e-22,-1.9241626746131417e-13,-7.440901009576024e-18) Dual{Cells()}(-5.029973021629156e-21,-4.790350573945056e-11,-1.7397758506686413e-15) Dual{Cells()}(-5.029973021629156e-21,-4.147002077373193e-6,-1.5890495295918153e-10) Dual{Cells()}(-5.029973021629156e-21,8.31475398590232e-6,3.0384263020707204e-10) Dual{Cells()}(-5.029973021629156e-21,-4.1676567241092495e-6,-1.415502289496646e-10) Dual{Cells()}(-5.029973021629156e-21,-4.708729939115175e-11,-1.7068910436405728e-15) Dual{Cells()}(-5.029973021629156e-21,-1.9361474683343474e-13,-7.02489134198837e-18) Dual{Cells()}(-1.642854205744905e-22,-4.793810626742259e-11,-1.6281337697179736e-15) Dual{Cells()}(-1.642854205744905e-22,-4.1676567241092495e-6,-1.5033849192964222e-10) Dual{Cells()}(-1.642854205744905e-22,5.471417213303731e-6,1.8039038468701778e-10) Dual{Cells()}(-1.642854205744905e-22,-1.303665235235404e-6,-2.4111325523527964e-11) Dual{Cells()}(-1.642854205744905e-22,-4.712152605293019e-11,-1.598753154759627e-15) Dual{Cells()}(-1.642854205744905e-22,-1.943267572006746e-13,-6.596274153924344e-18) Dual{Cells()}(6.319385415426013e-9,-1.291962790244133e-10,-3.366652883001824e-15) Dual{Cells()}(6.319385415426013e-9,-1.303665235235404e-6,-3.6491321774518186e-11) Dual{Cells()}(6.319385415426013e-9,2.0510213589779373e-6,5.228469776012413e-11) Dual{Cells()}(6.319385415426013e-9,-7.4709939012504e-7,-8.981692714788211e-12) Dual{Cells()}(6.319385415426013e-9,-1.2700732883462174e-10,-3.3203276612236373e-15) Dual{Cells()}(6.319385415426013e-9,-5.300096345197402e-13,-1.3832251482423848e-17) Dual{Cells()}(6.54649655646077e-9,-1.1821417646656895e-10,-2.0712567173773675e-15) Dual{Cells()}(6.54649655646077e-9,-7.4709939012504e-7,-1.925542038710695e-11) Dual{Cells()}(6.54649655646077e-9,1.4432019545436868e-6,3.110159117221717e-11) Dual{Cells()}(6.54649655646077e-9,-6.958676004767518e-7,-6.89610221882176e-12) Dual{Cells()}(6.54649655646077e-9,-1.1625457258375494e-10,-2.0635895723443386e-15) Dual{Cells()}(6.54649655646077e-9,-4.951928446121044e-13,-8.731929958304717e-18) Dual{Cells()}(6.713708722079774e-9,-1.075408431488954e-10,-1.4104018821279506e-15) Dual{Cells()}(6.713708722079774e-9,-6.958676004767518e-7,-1.3111825394917535e-11) Dual{Cells()}(6.713708722079774e-9,6.960814098703178e-7,1.5995547237493985e-11) Dual{Cells()}(6.713708722079774e-9,-1.0580862824551388e-10,-1.4210465446998068e-15) Dual{Cells()}(6.713708722079774e-9,-4.599221715533567e-13,-6.1034938470113634e-18) Dual{Cells()}(6.0484677675515864e-9,-1.107123783263036e-10,-1.697128124691656e-15) Dual{Cells()}(6.0484677675515864e-9,7.352874497498286e-7,1.856814246586425e-11) Dual{Cells()}(6.0484677675515864e-9,-7.350673771802167e-7,-1.4616695826698553e-11) Dual{Cells()}(6.0484677675515864e-9,-1.0887312784023638e-10,-1.6473515896993682e-15) Dual{Cells()}(6.0484677675515864e-9,-4.870634453134509e-13,-7.413533948212832e-18) Dual{Cells()}(6.0452499979058525e-9,-1.1624942286716832e-10,-2.210017169798247e-15) Dual{Cells()}(6.0452499979058525e-9,-7.350673771802167e-7,-9.337327513721604e-12) Dual{Cells()}(6.0452499979058525e-9,1.5233849772934248e-6,3.5450139220941784e-11) Dual{Cells()}(6.0452499979058525e-9,-7.880864758267378e-7,-2.0521292535110525e-11) Dual{Cells()}(6.0452499979058525e-9,-1.1435304726606116e-10,-2.1569688493286973e-15) Dual{Cells()}(6.0452499979058525e-9,-5.218163371057846e-13,-9.877467681074528e-18) Dual{Cells()}(5.9962400940704385e-9,-1.2226998670135343e-10,-3.1968773566740588e-15) Dual{Cells()}(5.9962400940704385e-9,-7.880864758267378e-7,-1.1508925614237392e-11) Dual{Cells()}(5.9962400940704385e-9,2.1705302576000345e-6,5.6928105823978095e-11) Dual{Cells()}(5.9962400940704385e-9,-1.3822006441017067e-6,-3.837132838531282e-11) Dual{Cells()}(5.9962400940704385e-9,-1.2030780873906812e-10,-3.1380909080140067e-15) Dual{Cells()}(5.9962400940704385e-9,-5.598761497070499e-13,-1.461866395511407e-17) Dual{Cells()}(3.9724318981061298e-22,-4.484395361321037e-11,-1.4694587646032918e-15) Dual{Cells()}(3.9724318981061298e-22,-1.3822006441017067e-6,-2.6987644726713038e-11) Dual{Cells()}(3.9724318981061298e-22,5.846348472094312e-6,1.8669130101391817e-10) Dual{Cells()}(3.9724318981061298e-22,-4.464058647897438e-6,-1.5439089013795055e-10) Dual{Cells()}(3.9724318981061298e-22,-4.412847713219348e-11,-1.4464749339344421e-15) Dual{Cells()}(3.9724318981061298e-22,-2.0766442194461663e-13,-6.8056727409088786e-18) Dual{Cells()}(5.729647458607542e-22,-4.475804002795435e-11,-1.5546016724218505e-15) Dual{Cells()}(5.729647458607542e-22,-4.464058647897438e-6,-1.4581064321877092e-10) Dual{Cells()}(5.729647458607542e-22,8.927705751496002e-6,3.120036071739917e-10) Dual{Cells()}(5.729647458607542e-22,-4.46355809321022e-6,-1.6287234416556592e-10) Dual{Cells()}(5.729647458607542e-22,-4.4044508503122276e-11,-1.5311877489499697e-15) Dual{Cells()}(5.729647458607542e-22,-2.078398126102393e-13,-7.22223560325858e-18) Dual{Cells()}(-6.388015371540129e-22,-4.458571627493505e-11,-1.63739015128615e-15) Dual{Cells()}(-6.388015371540129e-22,-4.46355809321022e-6,-1.5509976097878757e-10) Dual{Cells()}(-6.388015371540129e-22,6.628477320714439e-6,2.4949285731978955e-10) Dual{Cells()}(-6.388015371540129e-22,-2.164830558837203e-6,-9.02388769405195e-11) Dual{Cells()}(-6.388015371540129e-22,-4.3875339648594075e-11,-1.6135731147348202e-15) Dual{Cells()}(-6.388015371540129e-22,-2.0761109274918324e-13,-7.630036759916788e-18) Dual{Cells()}(-5.981990378420831e-9,-1.6642303613682397e-10,-6.793989146675934e-15) Dual{Cells()}(-5.981990378420831e-9,-2.164830558837203e-6,-8.410393514077607e-11) Dual{Cells()}(-5.981990378420831e-9,3.590508404165889e-6,1.6079295580562878e-10) Dual{Cells()}(-5.981990378420831e-9,-1.4253468609440954e-6,-6.245479614129928e-11) Dual{Cells()}(-5.981990378420831e-9,-1.6377859838525392e-10,-6.701376270114414e-15) Dual{Cells()}(-5.981990378420831e-9,-7.827500685933949e-13,-3.1994122541630736e-17) Dual{Cells()}(-6.028410683658357e-9,-1.621618980472209e-10,-7.336183146797693e-15) Dual{Cells()}(-6.028410683658357e-9,-1.4253468609440954e-6,-5.919973804867153e-11) Dual{Cells()}(-6.028410683658357e-9,2.8430283370782823e-6,1.390133190077318e-10) Dual{Cells()}(-6.028410683658357e-9,-1.4173589396976256e-6,-6.629710240123705e-11) Dual{Cells()}(-6.028410683658357e-9,-1.5959859419698376e-10,-7.242288107297758e-15) Dual{Cells()}(-6.028410683658357e-9,-7.759443171107263e-13,-3.516208505190024e-17) Dual{Cells()}(-6.079500047260329e-9,-1.5902031975064774e-10,-7.558952257993617e-15) Dual{Cells()}(-6.079500047260329e-9,-1.4173589396976256e-6,-6.510533156031471e-11) Dual{Cells()}(-6.079500047260329e-9,1.4176752566488393e-6,7.784850542670223e-11) Dual{Cells()}(-6.079500047260329e-9,-1.565226217759493e-10,-7.465466477989999e-15) Dual{Cells()}(-6.079500047260329e-9,-7.740096871714587e-13,-3.6860490577415405e-17) Dual{Cells()}(-7.282118016814353e-9,-1.5329698223263956e-10,-7.95260597185961e-15) Dual{Cells()}(-7.282118016814353e-9,1.4207103192430591e-6,8.343477423834533e-11) Dual{Cells()}(-7.282118016814353e-9,-1.420405278973102e-6,-7.08757650838722e-11) Dual{Cells()}(-7.282118016814353e-9,-1.5097591658883534e-10,-7.799470943348903e-15) Dual{Cells()}(-7.282118016814353e-9,-7.673711357492613e-13,-3.971733172101976e-17) Dual{Cells()}(-7.359641583695643e-9,-1.5447700687731575e-10,-7.564802954698441e-15) Dual{Cells()}(-7.359641583695643e-9,-1.420405278973102e-6,-7.172164281417301e-11) Dual{Cells()}(-7.359641583695643e-9,2.8828459677394125e-6,1.5093433678078326e-10) Dual{Cells()}(-7.359641583695643e-9,-1.4621332751841558e-6,-6.524053990844889e-11) Dual{Cells()}(-7.359641583695643e-9,-1.5215030001072176e-10,-7.422470198719224e-15) Dual{Cells()}(-7.359641583695643e-9,-7.862752663419666e-13,-3.842266454445571e-17) Dual{Cells()}(-7.4110809557272715e-9,-1.5715760079159092e-10,-6.837345136997369e-15) Dual{Cells()}(-7.4110809557272715e-9,-1.4621332751841558e-6,-6.824844223656828e-11) Dual{Cells()}(-7.4110809557272715e-9,3.725418219241596e-6,1.7679382778858357e-10) Dual{Cells()}(-7.4110809557272715e-9,-2.262972175205896e-6,-9.324108592586573e-11) Dual{Cells()}(-7.4110809557272715e-9,-1.5479801730174562e-10,-6.714666854062905e-15) Dual{Cells()}(-7.4110809557272715e-9,-8.132334506033417e-13,-3.532104125622298e-17) Dual{Cells()}(-1.2376560668353965e-21,-4.1932659655510134e-11,-1.6169253098771957e-15) Dual{Cells()}(-1.2376560668353965e-21,-2.262972175205896e-6,-9.964683247774671e-11) Dual{Cells()}(-1.2376560668353965e-21,6.9836960923508e-6,2.7612730408693973e-10) Dual{Cells()}(-1.2376560668353965e-21,-4.720640461631702e-6,-1.7143620473436956e-10) Dual{Cells()}(-1.2376560668353965e-21,-4.1303796183577004e-11,-1.589508277326582e-15) Dual{Cells()}(-1.2376560668353965e-21,-2.190573627171332e-13,-8.43694934283604e-18) Dual{Cells()}(-2.126832412270853e-21,-4.2069147820436e-11,-1.5224381426886875e-15) Dual{Cells()}(-2.126832412270853e-21,-4.720640461631702e-6,-1.8022149358398822e-10) Dual{Cells()}(-2.126832412270853e-21,9.463226430298347e-6,3.4463287673683627e-10) Dual{Cells()}(-2.126832412270853e-21,-4.742502240967905e-6,-1.6058402519771007e-10) Dual{Cells()}(-2.126832412270853e-21,-4.14382107546297e-11,-1.4974929861053419e-15) Dual{Cells()}(-2.126832412270853e-21,-2.203401646853654e-13,-7.966986304116045e-18) Dual{Cells()}(9.068734869001165e-22,-4.21010269727987e-11,-1.4257658194592923e-15) Dual{Cells()}(9.068734869001165e-22,-4.742502240967905e-6,-1.7052867801464873e-10) Dual{Cells()}(9.068734869001165e-22,6.224946944675653e-6,2.0471719852735221e-10) Dual{Cells()}(9.068734869001165e-22,-1.4823609118144467e-6,-2.751828830702901e-11) Dual{Cells()}(9.068734869001165e-22,-4.14697874117498e-11,-1.40333422199593e-15) Dual{Cells()}(9.068734869001165e-22,-2.2107891724099316e-13,-7.483090291391366e-18) Dual{Cells()}(7.129857984352454e-9,-1.1354093567487757e-10,-2.959329838386444e-15) Dual{Cells()}(7.129857984352454e-9,-1.4823609118144467e-6,-4.1461914273313746e-11) Dual{Cells()}(7.129857984352454e-9,2.3319291224374574e-6,5.956246066171617e-11) Dual{Cells()}(7.129857984352454e-9,-8.493422204312109e-7,-1.0375402229531737e-11) Dual{Cells()}(7.129857984352454e-9,-1.1184674722338477e-10,-2.922392216510888e-15) Dual{Cells()}(7.129857984352454e-9,-6.025089014148013e-13,-1.5723826103154147e-17) Dual{Cells()}(7.37316344407744e-9,-1.0416541530954028e-10,-1.8376205970654705e-15) Dual{Cells()}(7.37316344407744e-9,-8.493422204312109e-7,-2.1907856054806614e-11) Dual{Cells()}(7.37316344407744e-9,1.6410642622171892e-6,3.557446596436356e-11) Dual{Cells()}(7.37316344407744e-9,-7.915146729834698e-7,-8.009067688703377e-12) Dual{Cells()}(7.37316344407744e-9,-1.0264036493063313e-10,-1.8285552021484394e-15) Dual{Cells()}(7.37316344407744e-9,-5.630222682219402e-13,-9.987129998851874e-18) Dual{Cells()}(7.549761914573832e-9,-9.508141058724536e-11,-1.264072683080796e-15) Dual{Cells()}(7.549761914573832e-9,-7.915146729834698e-7,-1.4972290603451878e-11) Dual{Cells()}(7.549761914573832e-9,7.917040009918102e-7,1.8327381967418988e-11) Dual{Cells()}(7.549761914573832e-9,-9.372318393150606e-11,-1.2683603056529736e-15) Dual{Cells()}(7.549761914573832e-9,-5.23413821739585e-13,-7.029762856731204e-18) Dual{Cells()}(6.88696981296955e-9,-9.752852310206357e-11,-1.4840318517807638e-15) Dual{Cells()}(6.88696981296955e-9,8.308260697029736e-7,2.089583461406245e-11) Dual{Cells()}(6.88696981296955e-9,-8.306318930822958e-7,-1.6475713141748896e-11) Dual{Cells()}(6.88696981296955e-9,-9.609764508005152e-11,-1.4471033459662919e-15) Dual{Cells()}(6.88696981296955e-9,-5.504524956892462e-13,-8.335569996503485e-18) Dual{Cells()}(6.873950753852773e-9,-1.026319913371832e-10,-1.9431668835884795e-15) Dual{Cells()}(6.873950753852773e-9,-8.306318930822958e-7,-1.0446263669070614e-11) Dual{Cells()}(6.873950753852773e-9,1.721156299188992e-6,3.991723861848636e-11) Dual{Cells()}(6.873950753852773e-9,-8.903200338050282e-7,-2.317338856960017e-11) Dual{Cells()}(6.873950753852773e-9,-1.0115068839289693e-10,-1.9031745643645336e-15) Dual{Cells()}(6.873950753852773e-9,-5.896219379261382e-13,-1.1130251029871975e-17) Dual{Cells()}(6.808306893717294e-9,-1.0815730914091574e-10,-2.8267911827979422e-15) Dual{Cells()}(6.808306893717294e-9,-8.903200338050282e-7,-1.289835874884732e-11) Dual{Cells()}(6.808306893717294e-9,2.4514430868623856e-6,6.420797339796586e-11) Dual{Cells()}(6.808306893717294e-9,-1.5609076444091277e-6,-4.334607864271379e-11) Dual{Cells()}(6.808306893717294e-9,-1.0661895567712311e-10,-2.7813410130476207e-15) Dual{Cells()}(6.808306893717294e-9,-6.323834118002807e-13,-1.6511715521049658e-17) Dual{Cells()}(5.739070370565971e-23,-3.969494111383929e-11,-1.3027890867918804e-15) Dual{Cells()}(5.739070370565971e-23,-1.5609076444091277e-6,-3.0396973019463467e-11) Dual{Cells()}(5.739070370565971e-23,6.599795564651519e-6,2.1104584904406392e-10) Dual{Cells()}(5.739070370565971e-23,-5.038808857642113e-6,-1.7460240580197937e-10) Dual{Cells()}(5.739070370565971e-23,-3.913324504273586e-11,-1.2846947892816527e-15) Dual{Cells()}(5.739070370565971e-23,-2.344141213767405e-13,-7.693858207331516e-18) Dual{Cells()}(2.5281838382145633e-22,-3.962258083964079e-11,-1.3790195835019399e-15) Dual{Cells()}(2.5281838382145633e-22,-5.038808857642113e-6,-1.6486794658956172e-10) Dual{Cells()}(2.5281838382145633e-22,1.0075936451514414e-5,3.5284058238116656e-10) Dual{Cells()}(2.5281838382145633e-22,-5.037048674430444e-6,-1.842107783193979e-10) Dual{Cells()}(2.5281838382145633e-22,-3.906230076989319e-11,-1.3605022123948002e-15) Dual{Cells()}(2.5281838382145633e-22,-2.3456024809015306e-13,-8.165867544241711e-18) Dual{Cells()}(-4.838033192187042e-22,-3.947263401338328e-11,-1.4531685233147734e-15) Dual{Cells()}(-4.838033192187042e-22,-5.037048674430444e-6,-1.7540274389624342e-10) Dual{Cells()}(-4.838033192187042e-22,7.478525986638056e-6,2.8217363925628693e-10) Dual{Cells()}(-4.838033192187042e-22,-2.4413986905805404e-6,-1.020522399129265e-10) Dual{Cells()}(-4.838033192187042e-22,-3.8914748641871513e-11,-1.4342502488961049e-15) Dual{Cells()}(-4.838033192187042e-22,-2.3424441611693234e-13,-8.627767956630085e-18) Dual{Cells()}(-6.808073823642007e-9,-1.4738369352287277e-10,-6.03638043510052e-15) Dual{Cells()}(-6.808073823642007e-9,-2.4413986905805404e-6,-9.512382353421617e-11) Dual{Cells()}(-6.808073823642007e-9,4.047473215769892e-6,1.8178345493042344e-10) Dual{Cells()}(-6.808073823642007e-9,-1.6057809535057242e-6,-7.05871757911931e-11) Dual{Cells()}(-6.808073823642007e-9,-1.4530555070841802e-10,-5.9621721917117824e-15) Dual{Cells()}(-6.808073823642007e-9,-8.824393962927912e-13,-3.6172418744569346e-17) Dual{Cells()}(-6.855196975499672e-9,-1.4369671419900043e-10,-6.5274911182355805e-15) Dual{Cells()}(-6.855196975499672e-9,-1.6057809535057242e-6,-6.692897759760379e-11) Dual{Cells()}(-6.855196975499672e-9,3.200840141391877e-6,1.570440612486247e-10) Dual{Cells()}(-6.855196975499672e-9,-1.5947729377423608e-6,-7.488356262340621e-11) Dual{Cells()}(-6.855196975499672e-9,-1.416798287500718e-10,-6.451551670887054e-15) Dual{Cells()}(-6.855196975499672e-9,-8.736008427203182e-13,-3.9729657251040294e-17) Dual{Cells()}(-6.905921647825241e-9,-1.410162215043113e-10,-6.733530682649301e-15) Dual{Cells()}(-6.905921647825241e-9,-1.5947729377423608e-6,-7.355589987117036e-11) Dual{Cells()}(-6.905921647825241e-9,1.5950538724325676e-6,8.78827261070077e-11) Dual{Cells()}(-6.905921647825241e-9,-1.390480717728897e-10,-6.657493505286536e-15) Dual{Cells()}(-6.905921647825241e-9,-8.703969295757392e-13,-4.1615489155886985e-17) Dual{Cells()}(-8.108231175694333e-9,-1.365034499700706e-10,-7.0417689945552925e-15) Dual{Cells()}(-8.108231175694333e-9,1.5981424626907552e-6,9.346845214244007e-11) Dual{Cells()}(-8.108231175694333e-9,-1.5978704366182988e-6,-7.932404051886683e-11) Dual{Cells()}(-8.108231175694333e-9,-1.3465886420488371e-10,-6.924081425817064e-15) Dual{Cells()}(-8.108231175694333e-9,-8.637582815341636e-13,-4.448349781558956e-17) Dual{Cells()}(-8.185936942707627e-9,-1.3763488663552437e-10,-6.7057797875916e-15) Dual{Cells()}(-8.185936942707627e-9,-1.5978704366182988e-6,-8.030771221612003e-11) Dual{Cells()}(-8.185936942707627e-9,3.2407571779737825e-6,1.689624758205224e-10) Dual{Cells()}(-8.185936942707627e-9,-1.6426124386809344e-6,-7.296648788278213e-11) Dual{Cells()}(-8.185936942707627e-9,-1.3578385136355537e-10,-6.59604097829721e-15) Dual{Cells()}(-8.185936942707627e-9,-8.839365503515438e-13,-4.30000703098554e-17) Dual{Cells()}(-8.23672469974173e-9,-1.4007363703435083e-10,-6.06906478168222e-15) Dual{Cells()}(-8.23672469974173e-9,-1.6426124386809344e-6,-7.638059682250883e-11) Dual{Cells()}(-8.23672469974173e-9,4.182483392747306e-6,1.9778001481662086e-10) Dual{Cells()}(-8.23672469974173e-9,-2.5395917720476143e-6,-1.0425639139255014e-10) Dual{Cells()}(-8.23672469974173e-9,-1.3819545035350928e-10,-5.973915050706888e-15) Dual{Cells()}(-8.23672469974173e-9,-9.129313694187111e-13,-3.950641911452495e-17) Dual{Cells()}(-5.224081776798521e-21,-3.737930471063542e-11,-1.4367735318517865e-15) Dual{Cells()}(-5.224081776798521e-21,-2.5395917720476143e-6,-1.1145918661753241e-10) Dual{Cells()}(-5.224081776798521e-21,7.8338474624239e-6,3.0879576427269474e-10) Dual{Cells()}(-5.224081776798521e-21,-5.294181186700809e-6,-1.9172898495814398e-10) Dual{Cells()}(-5.224081776798521e-21,-3.687867784680264e-11,-1.4153603554486488e-15) Dual{Cells()}(-5.224081776798521e-21,-2.456929200216641e-13,-9.435779360096623e-18) Dual{Cells()}(1.540759600199261e-21,-3.750090475684604e-11,-1.3534729019004765e-15) Dual{Cells()}(1.540759600199261e-21,-5.294181186700809e-6,-2.015521795906926e-10) Dual{Cells()}(1.540759600199261e-21,1.0611535497978856e-5,3.8545129922688226e-10) Dual{Cells()}(1.540759600199261e-21,-5.3172795646540525e-6,-1.796309509252236e-10) Dual{Cells()}(1.540759600199261e-21,-3.699865674771051e-11,-1.3339068520492248e-15) Dual{Cells()}(1.540759600199261e-21,-2.4706249035419683e-13,-8.911299293660171e-18) Dual{Cells()}(3.130062747010594e-22,-3.7530560684665916e-11,-1.2682254576835687e-15) Dual{Cells()}(3.130062747010594e-22,-5.3172795646540525e-6,-1.907318298919671e-10) Dual{Cells()}(3.130062747010594e-22,6.978412803650366e-6,2.2905883428268189e-10) Dual{Cells()}(3.130062747010594e-22,-1.661058432543819e-6,-3.092436641437112e-11) Dual{Cells()}(3.130062747010594e-22,-3.702806184477448e-11,-1.2505387120924128e-15) Dual{Cells()}(3.130062747010594e-22,-2.4782996539325003e-13,-8.371514885466528e-18) Dual{Cells()}(7.941672656977015e-9,-1.0126891114632669e-10,-2.639901094078356e-15) Dual{Cells()}(7.941672656977015e-9,-1.661058432543819e-6,-4.643411176992392e-11) Dual{Cells()}(7.941672656977015e-9,2.612831648977846e-6,6.683868657952953e-11) Dual{Cells()}(7.941672656977015e-9,-9.515713536070891e-7,-1.176479014133793e-11) Dual{Cells()}(7.941672656977015e-9,-9.991890635262314e-11,-2.609773950924987e-15) Dual{Cells()}(7.941672656977015e-9,-6.750094389421341e-13,-1.761271885763888e-17) Dual{Cells()}(8.201468056969718e-9,-9.309703480004927e-11,-1.6507603774052053e-15) Dual{Cells()}(8.201468056969718e-9,-9.515713536070891e-7,-2.4559466094500718e-11) Dual{Cells()}(8.201468056969718e-9,1.8388561388125077e-6,4.004095549255704e-11) Dual{Cells()}(8.201468056969718e-9,-8.870991809514248e-7,-9.117471661389481e-12) Dual{Cells()}(8.201468056969718e-9,-9.187641474364064e-11,-1.6415424115799253e-15) Dual{Cells()}(8.201468056969718e-9,-6.308044500003123e-13,-1.1229856224633843e-17) Dual{Cells()}(8.387716180825511e-9,-8.519784716720508e-11,-1.1441639995885405e-15) Dual{Cells()}(8.387716180825511e-9,-8.870991809514248e-7,-1.6830597096038852e-11) Dual{Cells()}(8.387716180825511e-9,8.872690698416841e-7,2.065471131033868e-11) Dual{Cells()}(8.387716180825511e-9,-8.41042626919975e-11,-1.14504836385175e-15) Dual{Cells()}(8.387716180825511e-9,-5.867804001815191e-13,-7.93834139727176e-18) Dual{Cells()}(7.726568475038033e-9,-8.714447912594994e-11,-1.3182342728118507e-15) Dual{Cells()}(7.726568475038033e-9,9.26333951372623e-7,2.3220327808999483e-11) Dual{Cells()}(7.726568475038033e-9,-9.261601928150198e-7,-1.8333001154294924e-11) Dual{Cells()}(7.726568475038033e-9,-8.600031341751937e-11,-1.289872322620744e-15) Dual{Cells()}(7.726568475038033e-9,-6.137650597853637e-13,-9.244510898986478e-18) Dual{Cells()}(7.703620408813375e-9,-9.186750306373751e-11,-1.7337203008800556e-15) Dual{Cells()}(7.703620408813375e-9,-9.261601928150198e-7,-1.1551910805068093e-11) Dual{Cells()}(7.703620408813375e-9,1.918885967638981e-6,4.437974558501208e-11) Dual{Cells()}(7.703620408813375e-9,-9.9254257090018e-7,-2.5824721216650176e-11) Dual{Cells()}(7.703620408813375e-9,-9.067902785007478e-11,-1.7025977275820373e-15) Dual{Cells()}(7.703620408813375e-9,-6.573928670451908e-13,-1.2373515710325624e-17) Dual{Cells()}(7.621191345505203e-9,-9.696447484556348e-11,-2.533534782864365e-15) Dual{Cells()}(7.621191345505203e-9,-9.9254257090018e-7,-1.4284818347567158e-11) Dual{Cells()}(7.621191345505203e-9,2.732348394940575e-6,7.1485474220134e-11) Dual{Cells()}(7.621191345505203e-9,-1.739612428323916e-6,-4.8320986873288896e-11) Dual{Cells()}(7.621191345505203e-9,-9.572635301175016e-11,-2.4974393648574472e-15) Dual{Cells()}(7.621191345505203e-9,-7.048886217181301e-13,-1.8401881364060912e-17) Dual{Cells()}(7.599659273829503e-22,-3.560622485401774e-11,-1.1700949817538533e-15) Dual{Cells()}(7.599659273829503e-22,-1.739612428323916e-6,-3.380454841658837e-11) Dual{Cells()}(7.599659273829503e-22,7.3532048948747e-6,2.3540572926199744e-10) Dual{Cells()}(7.599659273829503e-22,-5.613521445570284e-6,-1.9481958785001003e-10) Dual{Cells()}(7.599659273829503e-22,-3.51535919698588e-11,-1.1555193404689528e-15) Dual{Cells()}(7.599659273829503e-22,-2.611636766383108e-13,-8.582835448068938e-18) Dual{Cells()}(9.12176651667119e-23,-3.5543882228815553e-11,-1.2390913338806458e-15) Dual{Cells()}(9.12176651667119e-23,-5.613521445570284e-6,-1.839303576273435e-10) Dual{Cells()}(9.12176651667119e-23,1.122408192744248e-5,3.936897847381724e-10) Dual{Cells()}(9.12176651667119e-23,-5.61048958441144e-6,-2.0555586355753934e-10) Dual{Cells()}(9.12176651667119e-23,-3.5092298861744607e-11,-1.2241221282690334e-15) Dual{Cells()}(9.12176651667119e-23,-2.612796665241066e-13,-9.110738160574354e-18) Dual{Cells()}(-2.7552101812369907e-22,-3.541114482908132e-11,-1.3062223401809903e-15) Dual{Cells()}(-2.7552101812369907e-22,-5.61048958441144e-6,-1.9571221764744806e-10) Dual{Cells()}(-2.7552101812369907e-22,8.328495616513938e-6,3.148656320107248e-10) Dual{Cells()}(-2.7552101812369907e-22,-2.7179353986640096e-6,-1.1386940011318995e-10) Dual{Cells()}(-2.7552101812369907e-22,-3.49614181447932e-11,-1.2908778370407216e-15) Dual{Cells()}(-2.7552101812369907e-22,-2.608755155806112e-13,-9.627155142186523e-18) Dual{Cells()}(-7.635209926982553e-9,-1.3225087551774072e-10,-5.430803220111377e-15) Dual{Cells()}(-7.635209926982553e-9,-2.7179353986640096e-6,-1.061481984572764e-10) Dual{Cells()}(-7.635209926982553e-9,4.50438598948972e-6,2.0278161712990085e-10) Dual{Cells()}(-7.635209926982553e-9,-1.786186783250681e-6,-7.872218049500041e-11) Dual{Cells()}(-7.635209926982553e-9,-1.3057459144262875e-10,-5.370210303828188e-15) Dual{Cells()}(-7.635209926982553e-9,-9.821080694624984e-13,-4.0359765023332586e-17) Dual{Cells()}(-7.68295021042594e-9,-1.290033758503399e-10,-5.879344471035574e-15) Dual{Cells()}(-7.68295021042594e-9,-1.786186783250681e-6,-7.466178376356865e-11) Dual{Cells()}(-7.68295021042594e-9,3.5585939202607596e-6,1.7508144632759604e-10) Dual{Cells()}(-7.68295021042594e-9,-1.7721497876909106e-6,-8.347300468576019e-11) Dual{Cells()}(-7.68295021042594e-9,-1.2737472266358245e-10,-5.816896417425613e-15) Dual{Cells()}(-7.68295021042594e-9,-9.712206540993532e-13,-4.4308674762143964e-17) Dual{Cells()}(-7.73320194478897e-9,-1.2667043946809816e-10,-6.070539308643841e-15) Dual{Cells()}(-7.73320194478897e-9,-1.7721497876909106e-6,-8.201016934498407e-11) Dual{Cells()}(-7.73320194478897e-9,1.7724025040554266e-6,9.792024929062835e-11) Dual{Cells()}(-7.73320194478897e-9,-1.2507918619194812e-10,-6.007741102335379e-15) Dual{Cells()}(-7.73320194478897e-9,-9.667388560370403e-13,-4.638287698104233e-17) Dual{Cells()}(-8.935406765444882e-9,-1.2302033136040763e-10,-6.318556379110897e-15) Dual{Cells()}(-8.935406765444882e-9,1.7755245757715673e-6,1.0350602165539796e-10) Dual{Cells()}(-8.935406765444882e-9,-1.775279075658541e-6,-8.77772014465136e-11) Dual{Cells()}(-8.935406765444882e-9,-1.215196843000953e-10,-6.225230813852375e-15) Dual{Cells()}(-8.935406765444882e-9,-9.60097365632244e-13,-4.9258309512612015e-17) Dual{Cells()}(-9.01346063693081e-9,-1.2409926737584232e-10,-6.0223804080226095e-15) Dual{Cells()}(-9.01346063693081e-9,-1.775279075658541e-6,-8.889730929743939e-11) Dual{Cells()}(-9.01346063693081e-9,3.598573740278033e-6,1.8699888956033962e-10) Dual{Cells()}(-9.01346063693081e-9,-1.8230469917854016e-6,-8.069742572486426e-11) Dual{Cells()}(-9.01346063693081e-9,-1.2259200970290428e-10,-5.935128276858094e-15) Dual{Cells()}(-9.01346063693081e-9,-9.815570113590701e-13,-4.758578441256225e-17) Dual{Cells()}(-9.06366828455236e-9,-1.2633636399436302e-10,-5.45637663607002e-15) Dual{Cells()}(-9.06366828455236e-9,-1.8230469917854016e-6,-8.451579967804356e-11) Dual{Cells()}(-9.06366828455236e-9,4.639460989500785e-6,2.1877608864036775e-10) Dual{Cells()}(-9.06366828455236e-9,-2.816161842542065e-6,-1.1527809521214852e-10) Dual{Cells()}(-9.06366828455236e-9,-1.248062053368105e-10,-5.38035976973467e-15) Dual{Cells()}(-9.06366828455236e-9,-1.0126039877693594e-12,-4.3698799340083427e-17) Dual{Cells()}(-1.3830723990383014e-20,-3.37173927884085e-11,-1.2928198690456258e-15) Dual{Cells()}(-1.3830723990383014e-20,-2.816161842542065e-6,-1.2327613503889402e-10) Dual{Cells()}(-1.3830723990383014e-20,8.68388422644076e-6,3.414805296414781e-10) Dual{Cells()}(-1.3830723990383014e-20,-5.867655084717172e-6,-2.1203212833756344e-10) Dual{Cells()}(-1.3830723990383014e-20,-3.330946349246191e-11,-1.2756179719375094e-15) Dual{Cells()}(-1.3830723990383014e-20,-2.7232524228447046e-13,-1.0436004106721955e-17) Dual{Cells()}(3.1474076904800653e-21,-3.382716861894047e-11,-1.2183312146323729e-15) Dual{Cells()}(3.1474076904800653e-21,-5.867655084717172e-6,-2.22892701846028e-10) Dual{Cells()}(3.1474076904800653e-21,1.1759732840278535e-5,4.262890500149342e-10) Dual{Cells()}(3.1474076904800653e-21,-5.892010236682683e-6,-1.9868672811274377e-10) Dual{Cells()}(3.1474076904800653e-21,-3.3417927057330484e-11,-1.2025607723958818e-15) Dual{Cells()}(3.1474076904800653e-21,-2.7378300303458956e-13,-9.856735478350905e-18) Dual{Cells()}(1.8413654358541275e-24,-3.385493057383087e-11,-1.142086727168945e-15) Dual{Cells()}(1.8413654358541275e-24,-5.892010236682683e-6,-2.1094388086244923e-10) Dual{Cells()}(1.8413654358541275e-24,7.731834233460567e-6,2.5341029752407415e-10) Dual{Cells()}(1.8413654358541275e-24,-1.839756421797327e-6,-3.43294085047558e-11) Dual{Cells()}(1.8413654358541275e-24,-3.34454696319554e-11,-1.1277734970107837e-15) Dual{Cells()}(1.8413654358541275e-24,-2.745803507197855e-13,-9.260768399589804e-18) Dual{Cells()}(8.754480206336962e-9,-9.139049531042561e-11,-2.382662757923433e-15) Dual{Cells()}(8.754480206336962e-9,-1.839756421797327e-6,-5.1407223867248996e-11) Dual{Cells()}(8.754480206336962e-9,2.893728145310932e-6,7.411326823335085e-11) Dual{Cells()}(8.754480206336962e-9,-1.0537892959612117e-6,-1.3150830583619539e-11) Dual{Cells()}(8.754480206336962e-9,-9.028954646650831e-11,-2.3576639262130064e-15) Dual{Cells()}(8.754480206336962e-9,-7.475106161294747e-13,-1.9500431710668387e-17) Dual{Cells()}(9.030974454524975e-9,-8.415220779617261e-11,-1.4979800126785685e-15) Dual{Cells()}(9.030974454524975e-9,-1.0537892959612117e-6,-2.721034513123309e-11) Dual{Cells()}(9.030974454524975e-9,2.036594137119716e-6,4.450242593710851e-11) Dual{Cells()}(9.030974454524975e-9,-9.82636836966767e-7,-1.022233741630881e-11) Dual{Cells()}(9.030974454524975e-9,-8.315342516888522e-11,-1.4892492891170351e-15) Dual{Cells()}(9.030974454524975e-9,-6.985587724650634e-13,-1.246659425181561e-17) Dual{Cells()}(9.227056671887814e-9,-7.716840965525563e-11,-1.0443198241241632e-15) Dual{Cells()}(9.227056671887814e-9,-9.82636836966767e-7,-1.8687163038928854e-11) Dual{Cells()}(9.227056671887814e-9,9.827909250695439e-7,2.2978544435025436e-11) Dual{Cells()}(9.227056671887814e-9,-7.626961972357585e-11,-1.0435031948393579e-15) Dual{Cells()}(9.227056671887814e-9,-6.500733982268004e-13,-8.838373754586406e-18) Dual{Cells()}(1.7767356018924946e-14,-9.047416612090537e-11,-2.8291441599744662e-15) Dual{Cells()}(1.7767356018924946e-14,1.1391600051124874e-6,4.8557658744250363e-11) Dual{Cells()}(1.7767356018924946e-14,-1.1389793399296895e-6,-3.5667034673956414e-11) Dual{Cells()}(1.7767356018924946e-14,-8.941317125936701e-11,-2.800139810298093e-15) Dual{Cells()}(1.7767356018924946e-14,-7.778454175704959e-13,-2.4356733378392568e-17) Dual{Cells()}(1.8079920756649804e-14,-8.982456594063722e-11,-2.8088336250056164e-15) Dual{Cells()}(1.8079920756649804e-14,-1.1389793399296895e-6,-3.566703300452533e-11) Dual{Cells()}(1.8079920756649804e-14,2.2863013136574124e-6,8.457296378426838e-11) Dual{Cells()}(1.8079920756649804e-14,-1.147142587046428e-6,-3.5922669147101936e-11) Dual{Cells()}(1.8079920756649804e-14,-8.877867512989966e-11,-2.780269382505126e-15) Dual{Cells()}(1.8079920756649804e-14,-7.834402242197881e-13,-2.4531925023667472e-17) Dual{Cells()}(1.857754952628134e-14,-8.918422665081087e-11,-2.788815197921982e-15) Dual{Cells()}(1.857754952628134e-14,-1.147142587046428e-6,-3.5922665749493856e-11) Dual{Cells()}(1.857754952628134e-14,3.089609130315131e-6,1.0982115752451858e-10) Dual{Cells()}(1.857754952628134e-14,-1.9422884168884646e-6,-6.082259211384881e-11) Dual{Cells()}(1.857754952628134e-14,-8.815311855521663e-11,-2.76067891012246e-15) Dual{Cells()}(1.857754952628134e-14,-7.890350320428354e-13,-2.4707117781634843e-17) Dual{Cells()}(-6.859589936244609e-23,-3.224795974178635e-11,-1.008404229046832e-15) Dual{Cells()}(-6.859589936244609e-23,-1.9422884168884646e-6,-6.08225868254372e-11) Dual{Cells()}(-6.859589936244609e-23,8.12651480009243e-6,2.579559836038947e-10) Dual{Cells()}(-6.859589936244609e-23,-6.184161970997952e-6,-1.936565053819062e-10) Dual{Cells()}(-6.859589936244609e-23,-3.187662052616109e-11,-9.982756741801074e-16) Dual{Cells()}(-6.859589936244609e-23,-2.8762574481183457e-13,-9.006448916913462e-18) Dual{Cells()}(8.715008692466977e-23,-3.221574461953402e-11,-1.0073972069392714e-15) Dual{Cells()}(8.715008692466977e-23,-6.184161970997952e-6,-1.9365650185210227e-10) Dual{Cells()}(8.715008692466977e-23,1.237453809314154e-5,3.9098593503941877e-10) Dual{Cells()}(8.715008692466977e-23,-6.190311773344004e-6,-1.9384908743424806e-10) Dual{Cells()}(8.715008692466977e-23,-3.1845143128766165e-11,-9.97289900573262e-16) Dual{Cells()}(8.715008692466977e-23,-2.879118365518263e-13,-9.015407479191901e-18) Dual{Cells()}(-1.9110608235138608e-23,-3.218359368472544e-11,-1.0063920152503304e-15) Dual{Cells()}(-1.9110608235138608e-23,-6.190311773344004e-6,-1.9384908566718405e-10) Dual{Cells()}(-1.9110608235138608e-23,6.1903760588634334e-6,1.9733288578090517e-10) Dual{Cells()}(-1.9110608235138608e-23,-3.181372781704353e-11,-9.9630607152836e-16) Dual{Cells()}(-1.9110608235138608e-23,-2.8819792821136266e-13,-9.024365965301681e-18) Dual{Cells()}(-2.803543019292856e-12,-2.2213941866056646e-10,-6.9746704820859716e-15) Dual{Cells()}(-2.803543019292856e-12,1.1092586632683233e-6,4.403146183989263e-11) Dual{Cells()}(-2.803543019292856e-12,-1.1088183870189913e-6,-3.539422760914834e-11) Dual{Cells()}(-2.803543019292856e-12,-2.175339401790485e-10,-7.597727278247302e-15) Dual{Cells()}(-2.803543019292856e-12,-6.028904923746266e-13,-1.924404849959408e-17) Dual{Cells()}(-2.8422380589681584e-12,-2.196269917184714e-10,-6.895790396385417e-15) Dual{Cells()}(-2.8422380589681584e-12,-1.1088183870189913e-6,-3.539423541982343e-11) Dual{Cells()}(-2.8422380589681584e-12,2.230573824107119e-6,7.99223511474205e-11) Dual{Cells()}(-2.8422380589681584e-12,-1.1213200763353829e-6,-3.5793283113733536e-11) Dual{Cells()}(-2.8422380589681584e-12,-2.1512403538253336e-10,-7.513575348002335e-15) Dual{Cells()}(-2.8422380589681584e-12,-6.09725643966376e-13,-1.9462219668896473e-17) Dual{Cells()}(-2.8880351985308965e-12,-2.1717071808905752e-10,-6.8186732464259444e-15) Dual{Cells()}(-2.8880351985308965e-12,-1.1213200763353829e-6,-3.5793289649980636e-11) Dual{Cells()}(-2.8880351985308965e-12,1.1217506305162397e-6,4.4625727937833417e-11) Dual{Cells()}(-2.8880351985308965e-12,-2.1276690197182668e-10,-7.431266054381549e-15) Dual{Cells()}(-2.8880351985308965e-12,-6.165607960038393e-13,-1.968039146007572e-17) Dual{Cells()}(-5.736814897609098e-9,-1.992015524047795e-10,-1.050234204700912e-14) Dual{Cells()}(-5.736814897609098e-9,1.0878265001865374e-6,6.46350386240102e-11) Dual{Cells()}(-5.736814897609098e-9,-1.0874314064101689e-6,-5.505291112149064e-11) Dual{Cells()}(-5.736814897609098e-9,-1.9530575851449214e-10,-1.0221190902562932e-14) Dual{Cells()}(-5.736814897609098e-9,-5.864654492773949e-13,-3.080944621375559e-17) Dual{Cells()}(-5.81474168216951e-9,-2.0042163640455096e-10,-9.959833915457538e-15) Dual{Cells()}(-5.81474168216951e-9,-1.0874314064101689e-6,-5.563455264187067e-11) Dual{Cells()}(-5.81474168216951e-9,2.2113807627047738e-6,1.1716111991494465e-10) Dual{Cells()}(-5.81474168216951e-9,-1.1235518040170747e-6,-5.077342671061308e-11) Dual{Cells()}(-5.81474168216951e-9,-1.965276363698117e-10,-9.70067756091875e-15) Dual{Cells()}(-5.81474168216951e-9,-6.030047559992422e-13,-2.9868092492820654e-17) Dual{Cells()}(-5.867681494322045e-9,-2.0371569146067715e-10,-8.96868532584086e-15) Dual{Cells()}(-5.867681494322045e-9,-1.1235518040170747e-6,-5.3011022266582774e-11) Dual{Cells()}(-5.867681494322045e-9,2.8680581381628765e-6,1.3748132799959423e-10) Dual{Cells()}(-5.867681494322045e-9,-1.7441022201035186e-6,-7.26122029690199e-11) Dual{Cells()}(-5.867681494322045e-9,-1.9977215068147036e-10,-8.748698125050057e-15) Dual{Cells()}(-5.867681494322045e-9,-6.262001411459215e-13,-2.7497740633655582e-17) Dual{Cells()}(1.0390913607920422e-20,-5.433894551631719e-11,-2.1146377237887128e-15) Dual{Cells()}(1.0390913607920422e-20,-1.7441022201035186e-6,-7.751489524310513e-11) Dual{Cells()}(1.0390913607920422e-20,5.389169845545575e-6,2.1493731763883185e-10) Dual{Cells()}(1.0390913607920422e-20,-3.6449598291621565e-6,-1.33429060515669e-10) Dual{Cells()}(1.0390913607920422e-20,-5.328823207518238e-11,-2.066348259595349e-15) Dual{Cells()}(1.0390913607920422e-20,-1.6910230932883336e-13,-6.56913174110877e-18) Dual{Cells()}(-4.7634286095181476e-21,-5.451751232963164e-11,-1.988333253916048e-15) Dual{Cells()}(-4.7634286095181476e-21,-3.6449598291621565e-6,-1.4026470885666277e-10) Dual{Cells()}(-4.7634286095181476e-21,7.309655274825482e-6,2.6817609348438785e-10) Dual{Cells()}(-4.7634286095181476e-21,-3.664587294791055e-6,-1.249080390655106e-10) Dual{Cells()}(-4.7634286095181476e-21,-5.346313198221848e-11,-1.9448852716323556e-15) Dual{Cells()}(-4.7634286095181476e-21,-1.7022795873546875e-13,-6.200514591579508e-18) Dual{Cells()}(1.9742515165846313e-22,-5.455513108351025e-11,-1.859190610913926e-15) Dual{Cells()}(1.9742515165846313e-22,-3.664587294791055e-6,-1.326834188172483e-10) Dual{Cells()}(1.9742515165846313e-22,4.812006189946846e-6,1.591191564317241e-10) Dual{Cells()}(1.9742515165846313e-22,-1.1473106688403714e-6,-2.113128389177355e-11) Dual{Cells()}(1.9742515165846313e-22,-5.35002668396842e-11,-1.8206574613753494e-15) Dual{Cells()}(1.9742515165846313e-22,-1.709174966299439e-13,-5.820457896154318e-18) Dual{Cells()}(5.6111201060101926e-9,-1.4692060551911392e-10,-3.827574366595139e-15) Dual{Cells()}(5.6111201060101926e-9,-1.1473106688403714e-6,-3.214430048987525e-11) Dual{Cells()}(5.6111201060101926e-9,1.805232889752111e-6,4.59177513798532e-11) Dual{Cells()}(5.6111201060101926e-9,-6.576307370828152e-7,-7.759672037008522e-12) Dual{Cells()}(5.6111201060101926e-9,-1.4409664604962144e-10,-3.7699040629263995e-15) Dual{Cells()}(5.6111201060101926e-9,-4.665773555928958e-13,-1.2179551706300128e-17) Dual{Cells()}(5.8243434323368054e-9,-1.340245795280426e-10,-2.3292065103606898e-15) Dual{Cells()}(5.8243434323368054e-9,-6.576307370828152e-7,-1.693437842547592e-11) Dual{Cells()}(5.8243434323368054e-9,1.270026907979682e-6,2.7184427729298285e-11) Dual{Cells()}(5.8243434323368054e-9,-6.121301980556871e-7,-5.91962806113054e-12) Dual{Cells()}(5.8243434323368054e-9,-1.3151241838106903e-10,-2.3254418393303256e-15) Dual{Cells()}(5.8243434323368054e-9,-4.3584327042498764e-13,-7.638346140121222e-18) Dual{Cells()}(5.9836076885802975e-9,-1.2144719522664485e-10,-1.5669396408944995e-15) Dual{Cells()}(5.9836076885802975e-9,-6.121301980556871e-7,-1.1482934969339597e-11) Dual{Cells()}(5.9836076885802975e-9,6.123712956075847e-7,1.3952625323779704e-11) Dual{Cells()}(5.9836076885802975e-9,-1.1924600995871757e-10,-1.5883739143189396e-15) Dual{Cells()}(5.9836076885802975e-9,-4.0434671219479954e-13,-5.29903304309506e-18) Dual{Cells()}(5.315328072195495e-9,-1.254981348608908e-10,-1.934100659673444e-15) Dual{Cells()}(5.315328072195495e-9,6.516414044375829e-7,1.6526930446760696e-11) Dual{Cells()}(5.315328072195495e-9,-6.513922827090047e-7,-1.2986649695928717e-11) Dual{Cells()}(5.315328072195495e-9,-1.2319202379708065e-10,-1.8734864091007844e-15) Dual{Cells()}(5.315328072195495e-9,-4.315699203114705e-13,-6.609600417684535e-18) Dual{Cells()}(5.3205659182628806e-9,-1.31475067145639e-10,-2.50529548407454e-15) Dual{Cells()}(5.3205659182628806e-9,-6.513922827090047e-7,-8.362420764689187e-12) Dual{Cells()}(5.3205659182628806e-9,1.3502596559502554e-6,3.1533452156549756e-11) Dual{Cells()}(5.3205659182628806e-9,-6.986063459154817e-7,-1.819785954680306e-11) Dual{Cells()}(5.3205659182628806e-9,-1.2908978868967484e-10,-2.4413718222896003e-15) Dual{Cells()}(5.3205659182628806e-9,-4.624699338602978e-13,-8.78302571682865e-18) Dual{Cells()}(5.2859812632368006e-9,-1.3801186760762428e-10,-3.604294636861957e-15) Dual{Cells()}(5.2859812632368006e-9,-6.986063459154817e-7,-1.0288473618049367e-11) Dual{Cells()}(5.2859812632368006e-9,1.9246947792059016e-6,5.0549724044260307e-11) Dual{Cells()}(5.2859812632368006e-9,-1.2258143939665967e-6,-3.401445490712045e-11) Dual{Cells()}(5.2859812632368006e-9,-1.3553103021191014e-10,-3.5346172027123968e-15) Dual{Cells()}(5.2859812632368006e-9,-4.96426003762847e-13,-1.2961933476530066e-17) Dual{Cells()}(2.864314819356595e-23,-5.058423660506737e-11,-1.6524817443612554e-15) Dual{Cells()}(2.864314819356595e-23,-1.2258143939665967e-6,-2.3998660896706484e-11) Dual{Cells()}(2.864314819356595e-23,5.187028033403381e-6,1.6536629311983174e-10) Dual{Cells()}(2.864314819356595e-23,-3.961113194779048e-6,-1.3669594650664965e-10) Dual{Cells()}(2.864314819356595e-23,-4.9676163158447046e-11,-1.6255896831269674e-15) Dual{Cells()}(2.864314819356595e-23,-1.8425797299085226e-13,-6.027793390745554e-18) Dual{Cells()}(8.562337159818189e-22,-5.0483215394398887e-11,-1.7472944588327904e-15) Dual{Cells()}(8.562337159818189e-22,-3.961113194779048e-6,-1.2912461478187247e-10) Dual{Cells()}(8.562337159818189e-22,7.922932576740152e-6,2.762512531681935e-10) Dual{Cells()}(8.562337159818189e-22,-3.9617191376106065e-6,-1.4419178701636455e-10) Dual{Cells()}(8.562337159818189e-22,-4.9576675680482675e-11,-1.7200101873803823e-15) Dual{Cells()}(8.562337159818189e-22,-1.8445942182621674e-13,-6.395684106739759e-18) Dual{Cells()}(-3.5279657022170103e-22,-5.028617871069795e-11,-1.8394481222020503e-15) Dual{Cells()}(-3.5279657022170103e-22,-3.9617191376106065e-6,-1.3732443719719626e-10) Dual{Cells()}(-3.5279657022170103e-22,5.884646737555406e-6,2.2088360899627792e-10) Dual{Cells()}(-3.5279657022170103e-22,-1.922827746723474e-6,-7.989825876578269e-11) Dual{Cells()}(-3.5279657022170103e-22,-4.938273525208414e-11,-1.811804032005598e-15) Dual{Cells()}(-3.5279657022170103e-22,-1.843073637383161e-13,-6.7559999234620265e-18) Dual{Cells()}(-5.259625846605087e-9,-1.8764260424904618e-10,-7.62356127238619e-15) Dual{Cells()}(-5.259625846605087e-9,-1.922827746723474e-6,-7.445731177670818e-11) Dual{Cells()}(-5.259625846605087e-9,3.1906656657092305e-6,1.4241995459854145e-10) Dual{Cells()}(-5.259625846605087e-9,-1.2674653063811319e-6,-5.53361422955971e-11) Dual{Cells()}(-5.259625846605087e-9,-1.8427447337269537e-10,-7.51698807542748e-15) Dual{Cells()}(-5.259625846605087e-9,-6.955270028969187e-13,-2.833314960656882e-17) Dual{Cells()}(-5.30531387877155e-9,-1.8272180343421588e-10,-8.219474681970568e-15) Dual{Cells()}(-5.30531387877155e-9,-1.2674653063811319e-6,-5.2433921311778437e-11) Dual{Cells()}(-5.30531387877155e-9,2.5299492118904485e-6,1.23231122033443e-10) Dual{Cells()}(-5.30531387877155e-9,-1.2621210387709044e-6,-5.878093125005842e-11) Dual{Cells()}(-5.30531387877155e-9,-1.7945443059491602e-10,-8.112464907245048e-15) Dual{Cells()}(-5.30531387877155e-9,-6.905043832211325e-13,-3.115936084446183e-17) Dual{Cells()}(-5.356606013013969e-9,-1.7903914324302164e-10,-8.458445088229801e-15) Dual{Cells()}(-5.356606013013969e-9,-1.2621210387709044e-6,-5.7708246496471576e-11) Dual{Cells()}(-5.356606013013969e-9,1.2624766246656475e-6,6.90659092581948e-11) Dual{Cells()}(-5.356606013013969e-9,-1.7585706777660327e-10,-8.352587450254846e-15) Dual{Cells()}(-5.356606013013969e-9,-6.896837234676957e-13,-3.2693103409891646e-17) Dual{Cells()}(-6.560473647311765e-9,-1.717771987559938e-10,-8.96830637315885e-15) Dual{Cells()}(-6.560473647311765e-9,1.265397877968609e-6,7.465978091265349e-11) Dual{Cells()}(-6.560473647311765e-9,-1.2650565481130623e-6,-6.348920914270628e-11) Dual{Cells()}(-6.560473647311765e-9,-1.688696963605864e-10,-8.769474372498572e-15) Dual{Cells()}(-6.560473647311765e-9,-6.82960430331931e-13,-3.55629300009141e-17) Dual{Cells()}(-6.638034896491884e-9,-1.7298962875225985e-10,-8.520562159986868e-15) Dual{Cells()}(-6.638034896491884e-9,-1.2650565481130623e-6,-6.42128845364736e-11) Dual{Cells()}(-6.638034896491884e-9,2.5695613946191454e-6,1.3516930649299384e-10) Dual{Cells()}(-6.638034896491884e-9,-1.3041610776151817e-6,-5.84862057353023e-11) Dual{Cells()}(-6.638034896491884e-9,-1.700785011732331e-10,-8.336386695629887e-15) Dual{Cells()}(-6.638034896491884e-9,-7.007609762457971e-13,-3.443266432672274e-17) Dual{Cells()}(-6.690119979324648e-9,-1.7592539147022115e-10,-7.689745405453842e-15) Dual{Cells()}(-6.690119979324648e-9,-1.3041610776151817e-6,-6.113631869080448e-11) Dual{Cells()}(-6.690119979324648e-9,3.3253817405205646e-6,1.5844246108229032e-10) Dual{Cells()}(-6.690119979324648e-9,-2.0208710366631505e-6,-8.361026287136093e-11) Dual{Cells()}(-6.690119979324648e-9,-1.7297489022506503e-10,-7.531994332793495e-15) Dual{Cells()}(-6.690119979324648e-9,-7.259605368910915e-13,-3.1671496063108085e-17) Dual{Cells()}(-3.5782831635020964e-23,-4.6934135877298616e-11,-1.8163401643413566e-15) Dual{Cells()}(-3.5782831635020964e-23,-2.0208710366631505e-6,-8.931635013948508e-11) Dual{Cells()}(-3.5782831635020964e-23,6.23967734076517e-6,2.475617696432731e-10) Dual{Cells()}(-3.5782831635020964e-23,-4.218713026322694e-6,-1.5369249295294014e-10) Dual{Cells()}(-3.5782831635020964e-23,-4.6147896903523655e-11,-1.781342203127843e-15) Dual{Cells()}(-3.5782831635020964e-23,-1.9574654557037833e-13,-7.565449403593966e-18) Dual{Cells()}(-1.4534783130842785e-21,-4.708729939115175e-11,-1.7092658846119012e-15) Dual{Cells()}(-1.4534783130842785e-21,-4.218713026322694e-6,-1.6156886111575752e-10) Dual{Cells()}(-1.4534783130842785e-21,8.458323536524614e-6,3.089400132733134e-10) Dual{Cells()}(-1.4534783130842785e-21,-4.2395169275303035e-6,-1.43928761781325e-10) Dual{Cells()}(-1.4534783130842785e-21,-4.629841669907159e-11,-1.6775669253422642e-15) Dual{Cells()}(-1.4534783130842785e-21,-1.969555260011087e-13,-7.142677974304343e-18) Dual{Cells()}(-4.0490612153505747e-22,-4.712152605293019e-11,-1.5997437456276985e-15) Dual{Cells()}(-4.0490612153505747e-22,-4.2395169275303035e-6,-1.5286162952590027e-10) Dual{Cells()}(-4.0490612153505747e-22,5.565612557596544e-6,1.834304160347859e-10) Dual{Cells()}(-4.0490612153505747e-22,-1.3260019785889688e-6,-2.453714501276429e-11) Dual{Cells()}(-4.0490612153505747e-22,-4.633228038111213e-11,-1.5713971003537812e-15) Dual{Cells()}(-4.0490612153505747e-22,-1.9767083769133273e-13,-6.7071323513359506e-18) Dual{Cells()}(6.420642948492619e-9,-1.2700732883462174e-10,-3.3097113420149137e-15) Dual{Cells()}(6.420642948492619e-9,-1.3260019785889688e-6,-3.7112523175302e-11) Dual{Cells()}(6.420642948492619e-9,2.0861345501817144e-6,5.319436803905332e-11) Dual{Cells()}(6.420642948492619e-9,-7.59880133894245e-7,-9.156056577943328e-12) Dual{Cells()}(6.420642948492619e-9,-1.2489129789508249e-10,-3.2647400631549666e-15) Dual{Cells()}(6.420642948492619e-9,-5.390717712967685e-13,-1.4068512982875753e-17) Dual{Cells()}(6.649762248667287e-9,-1.1625457258375494e-10,-2.038908377046878e-15) Dual{Cells()}(6.649762248667287e-9,-7.59880133894245e-7,-1.958698750216573e-11) Dual{Cells()}(6.649762248667287e-9,1.467937438522603e-6,3.1660905048903554e-11) Dual{Cells()}(6.649762248667287e-9,-7.07826187592656e-7,-7.035379730933241e-12) Dual{Cells()}(6.649762248667287e-9,-1.143587920279679e-10,-2.030946828852668e-15) Dual{Cells()}(6.649762248667287e-9,-5.036710902728345e-13,-8.88839853784742e-18) Dual{Cells()}(6.818132570022029e-9,-1.0580862824551388e-10,-1.3903869174770665e-15) Dual{Cells()}(6.818132570022029e-9,-7.07826187592656e-7,-1.3344444330995022e-11) Dual{Cells()}(6.818132570022029e-9,7.080365951419401e-7,1.6287179677661193e-11) Dual{Cells()}(6.818132570022029e-9,-1.0413106210923027e-10,-1.3999845448391598e-15) Dual{Cells()}(6.818132570022029e-9,-4.678589293563838e-13,-6.2187091922626644e-18) Dual{Cells()}(6.15324562418518e-9,-1.0887312784023638e-10,-1.6672190002160328e-15) Dual{Cells()}(6.15324562418518e-9,7.472307378327298e-7,1.885919936165478e-11) Dual{Cells()}(6.15324562418518e-9,-7.470142758505186e-7,-1.4849122567562506e-11) Dual{Cells()}(6.15324562418518e-9,-1.0709386784046399e-10,-1.6193756192994792e-15) Dual{Cells()}(6.15324562418518e-9,-4.949865305116304e-13,-7.528344186683696e-18) Dual{Cells()}(6.148809708904576e-9,-1.1435304726606116e-10,-2.1727232791882587e-15) Dual{Cells()}(6.148809708904576e-9,-7.470142758505186e-7,-9.47604611536468e-12) Dual{Cells()}(6.148809708904576e-9,1.548107695823216e-6,3.600865750621768e-11) Dual{Cells()}(6.148809708904576e-9,-8.008660191415112e-7,-2.0852824772890273e-11) Dual{Cells()}(6.148809708904576e-9,-1.1251749232176671e-10,-2.1216249281853456e-15) Dual{Cells()}(6.148809708904576e-9,-5.302915984210555e-13,-1.003372863779852e-17) Dual{Cells()}(6.097728167793875e-9,-1.2030780873906812e-10,-3.145397981085926e-15) Dual{Cells()}(6.097728167793875e-9,-8.008660191415112e-7,-1.1682693587880689e-11) Dual{Cells()}(6.097728167793875e-9,2.205644405397464e-6,5.7838128536086775e-11) Dual{Cells()}(6.097728167793875e-9,-1.4045391019195298e-6,-3.899315371597894e-11) Dual{Cells()}(6.097728167793875e-9,-1.1840758823432425e-10,-3.0885775311122495e-15) Dual{Cells()}(6.097728167793875e-9,-5.689394498388e-13,-1.4855165663301124e-17) Dual{Cells()}(-2.090012373695873e-22,-4.412847713219348e-11,-1.4463290420920407e-15) Dual{Cells()}(-2.090012373695873e-22,-1.4045391019195298e-6,-2.74138399288939e-11) Dual{Cells()}(-2.090012373695873e-22,5.94053175436094e-6,1.8973542797719564e-10) Dual{Cells()}(-2.090012373695873e-22,-4.535904877494428e-6,-1.5691716355668494e-10) Dual{Cells()}(-2.090012373695873e-22,-4.343546169702509e-11,-1.4240581958722329e-15) Dual{Cells()}(-2.090012373695873e-22,-2.1100815230170681e-13,-6.9167100387010346e-18) Dual{Cells()}(1.1734768679415117e-21,-4.4044508503122276e-11,-1.5302470775281936e-15) Dual{Cells()}(1.1734768679415117e-21,-4.535904877494428e-6,-1.4819263754134396e-10) Dual{Cells()}(1.1734768679415117e-21,9.07123988127884e-6,3.1710785756166375e-10) Dual{Cells()}(1.1734768679415117e-21,-4.53524739473807e-6,-1.6553946549658338e-10) Dual{Cells()}(1.1734768679415117e-21,-4.3353357950495984e-11,-1.5075450227771899e-15) Dual{Cells()}(1.1734768679415117e-21,-2.1117988963791567e-13,-7.340219121708575e-18) Dual{Cells()}(-8.878943770447128e-22,-4.3875339648594075e-11,-1.6118486176991237e-15) Dual{Cells()}(-8.878943770447128e-22,-4.53524739473807e-6,-1.5763743308381715e-10) Dual{Cells()}(-8.878943770447128e-22,6.734737750250626e-6,2.5357763008731947e-10) Dual{Cells()}(-8.878943770447128e-22,-2.1994030820017233e-6,-9.17154615420284e-11) Dual{Cells()}(-8.878943770447128e-22,-4.318723090345149e-11,-1.5887416683863337e-15) Dual{Cells()}(-8.878943770447128e-22,-2.1094028116259022e-13,-7.754797255123604e-18) Dual{Cells()}(-6.085216297714624e-9,-1.6377859838525392e-10,-6.689057704472622e-15) Dual{Cells()}(-6.085216297714624e-9,-2.1994030820017233e-6,-8.548128408444336e-11) Dual{Cells()}(-6.085216297714624e-9,3.6476312081352535e-6,1.6341655784137585e-10) Dual{Cells()}(-6.085216297714624e-9,-1.4479023355025576e-6,-6.347129346928251e-11) Dual{Cells()}(-6.085216297714624e-9,-1.6121682131629756e-10,-6.5990960435664214e-15) Dual{Cells()}(-6.085216297714624e-9,-7.95211271347607e-13,-3.2516680110012776e-17) Dual{Cells()}(-6.131731627870986e-9,-1.5959859419698376e-10,-7.224323226478157e-15) Dual{Cells()}(-6.131731627870986e-9,-1.4479023355025576e-6,-6.016578852425575e-11) Dual{Cells()}(-6.131731627870986e-9,2.887757005466772e-6,1.412670060363118e-10) Dual{Cells()}(-6.131731627870986e-9,-1.4395371682304163e-6,-6.737036256690995e-11) Dual{Cells()}(-6.131731627870986e-9,-1.5711498833747035e-10,-7.132996339434196e-15) Dual{Cells()}(-6.131731627870986e-9,-7.881512632938785e-13,-3.573340441462121e-17) Dual{Cells()}(-6.182782307376186e-9,-1.565226217759493e-10,-7.444898354830881e-15) Dual{Cells()}(-6.182782307376186e-9,-1.4395371682304163e-6,-6.616156820892012e-11) Dual{Cells()}(-6.182782307376186e-9,1.43984857900084e-6,7.910271418917931e-11) Dual{Cells()}(-6.182782307376186e-9,-1.5410209083362354e-10,-7.353896894810032e-15) Dual{Cells()}(-6.182782307376186e-9,-7.86057814033106e-13,-3.745529256020723e-17) Dual{Cells()}(-7.385282075300321e-9,-1.5097591658883534e-10,-7.826023112824276e-15) Dual{Cells()}(-7.385282075300321e-9,1.4428937361255245e-6,8.468860514689938e-11) Dual{Cells()}(-7.385282075300321e-9,-1.4425932568691636e-6,-7.193133658689955e-11) Dual{Cells()}(-7.385282075300321e-9,-1.4872390984890479e-10,-7.678124475487597e-15) Dual{Cells()}(-7.385282075300321e-9,-7.794299231578796e-13,-4.0309922300248756e-17) Dual{Cells()}(-7.462816402269337e-9,-1.5215030001072176e-10,-7.445531569735579e-15) Dual{Cells()}(-7.462816402269337e-9,-1.4425932568691636e-6,-7.279454729543723e-11) Dual{Cells()}(-7.462816402269337e-9,2.9275930097246897e-6,1.5318706605019134e-10) Dual{Cells()}(-7.462816402269337e-9,-1.4846969115763029e-6,-6.620582951758951e-11) Dual{Cells()}(-7.462816402269337e-9,-1.4989248776069368e-10,-7.308005501670855e-15) Dual{Cells()}(-7.462816402269337e-9,-7.984914521343503e-13,-3.899186175264337e-17) Dual{Cells()}(-7.5141701108898e-9,-1.5479801730174562e-10,-6.7307963614043305e-15) Dual{Cells()}(-7.5141701108898e-9,-1.4846969115763029e-6,-6.926465941684713e-11) Dual{Cells()}(-7.5141701108898e-9,3.7825587108977147e-6,1.794161834971479e-10) Dual{Cells()}(-7.5141701108898e-9,-2.2975536674694002e-6,-9.461742135801193e-11) Dual{Cells()}(-7.5141701108898e-9,-1.525081340276816e-10,-6.6121651609166244e-15) Dual{Cells()}(-7.5141701108898e-9,-8.257006820974574e-13,-3.584179668888253e-17) Dual{Cells()}(-4.122412910197135e-21,-4.1303796183577004e-11,-1.5919648990184076e-15) Dual{Cells()}(-4.122412910197135e-21,-2.2975536674694002e-6,-1.0112293337529111e-10) Dual{Cells()}(-4.122412910197135e-21,7.0899739920213295e-6,2.802093777122431e-10) Dual{Cells()}(-4.122412910197135e-21,-4.792338104869972e-6,-1.73971875080132e-10) Dual{Cells()}(-4.122412910197135e-21,-4.069349838027523e-11,-1.5654272580801378e-15) Dual{Cells()}(-4.122412910197135e-21,-2.22387393237974e-13,-8.561344515393624e-18) Dual{Cells()}(-7.044525359268739e-22,-4.14382107546297e-11,-1.49903827376298e-15) Dual{Cells()}(-7.044525359268739e-22,-4.792338104869972e-6,-1.8288692794071047e-10) Dual{Cells()}(-7.044525359268739e-22,9.60677336674474e-6,3.49733443479625e-10) Dual{Cells()}(-7.044525359268739e-22,-4.814352774077596e-6,-1.62964110033305e-10) Dual{Cells()}(-7.044525359268739e-22,-4.082590566276092e-11,-1.47487916071781e-15) Dual{Cells()}(-7.044525359268739e-22,-2.2368075379517966e-13,-8.084670310471371e-18) Dual{Cells()}(6.854746377618206e-22,-4.14697874117498e-11,-1.403959474569314e-15) Dual{Cells()}(6.854746377618206e-22,-4.814352774077596e-6,-1.7305326755698332e-10) Dual{Cells()}(6.854746377618206e-22,6.319133396622412e-6,2.0775904862277343e-10) Dual{Cells()}(6.854746377618206e-22,-1.504698071147313e-6,-2.7944167388067058e-11) Dual{Cells()}(6.854746377618206e-22,-4.085718721704242e-11,-1.3822191913347057e-15) Dual{Cells()}(6.854746377618206e-22,-2.2442287437770881e-13,-7.593899535972917e-18) Dual{Cells()}(7.2312417856355766e-9,-1.1184674722338477e-10,-2.91523955290038e-15) Dual{Cells()}(7.2312417856355766e-9,-1.504698071147313e-6,-4.208336959579429e-11) Dual{Cells()}(7.2312417856355766e-9,2.3670426269895473e-6,6.04721695779537e-11) Dual{Cells()}(7.2312417856355766e-9,-8.621218951615122e-7,-1.0549384402439642e-11) Dual{Cells()}(7.2312417856355766e-9,-1.1020236193828188e-10,-2.8792719905218776e-15) Dual{Cells()}(7.2312417856355766e-9,-6.115715603859496e-13,-1.5960542069412e-17) Dual{Cells()}(7.476591467141556e-9,-1.0264036493063313e-10,-1.8120217591989874e-15) Dual{Cells()}(7.476591467141556e-9,-8.621218951615122e-7,-2.2239376877054056e-11) Dual{Cells()}(7.476591467141556e-9,1.665793094546561e-6,3.6133245185035483e-11) Dual{Cells()}(7.476591467141556e-9,-8.034668282718687e-7,-8.147945240661264e-12) Dual{Cells()}(7.476591467141556e-9,-1.0115924652240723e-10,-1.8028893178464552e-15) Dual{Cells()}(7.476591467141556e-9,-5.715017272007627e-13,-1.0144786585928347e-17) Dual{Cells()}(7.65438153050245e-9,-9.372318393150606e-11,-1.2477965257919703e-15) Dual{Cells()}(7.65438153050245e-9,-8.034668282718687e-7,-1.5204742799618696e-11) Dual{Cells()}(7.65438153050245e-9,8.036534858074324e-7,1.861862248241611e-11) Dual{Cells()}(7.65438153050245e-9,-9.240300086048317e-11,-1.2515355661850894e-15) Dual{Cells()}(7.65438153050245e-9,-5.313507717395826e-13,-7.146572108448585e-18) Dual{Cells()}(6.991838562262699e-9,-9.609764508005152e-11,-1.4610841768444681e-15) Dual{Cells()}(6.991838562262699e-9,8.427668369382426e-7,2.1186637293234413e-11) Dual{Cells()}(6.991838562262699e-9,-8.425754728854884e-7,-1.670800577748313e-11) Dual{Cells()}(6.991838562262699e-9,-9.470803023881724e-11,-1.4254051455969205e-15) Dual{Cells()}(6.991838562262699e-9,-5.583774353451059e-13,-8.451633099446379e-18) Dual{Cells()}(6.977585673970198e-9,-1.0115068839289693e-10,-1.914270893237408e-15) Dual{Cells()}(6.977585673970198e-9,-8.425754728854884e-7,-1.0584714838852623e-11) Dual{Cells()}(6.977585673970198e-9,1.7458755988597923e-6,4.0475402231503316e-11) Dual{Cells()}(6.977585673970198e-9,-9.030986657051442e-7,-2.3504864301587647e-11) Dual{Cells()}(6.977585673970198e-9,-9.971148233625662e-11,-1.875563665327004e-15) Dual{Cells()}(6.977585673970198e-9,-5.980984304057812e-13,-1.1287449677032254e-17) Dual{Cells()}(6.909852817733781e-9,-1.0661895567712311e-10,-2.7864735290058505e-15) Dual{Cells()}(6.909852817733781e-9,-9.030986657051442e-7,-1.3071890043377211e-11) Dual{Cells()}(6.909852817733781e-9,2.4865569454048166e-6,6.51178615516975e-11) Dual{Cells()}(6.909852817733781e-9,-1.583245895563416e-6,-4.3967939828546485e-11) Dual{Cells()}(6.909852817733781e-9,-1.0512373365458445e-10,-2.7423635374215655e-15) Dual{Cells()}(6.909852817733781e-9,-6.414469249007579e-13,-1.6748553225048578e-17) Dual{Cells()}(2.798318084937081e-23,-3.913324504273586e-11,-1.2845775083767642e-15) Dual{Cells()}(2.798318084937081e-23,-1.583245895563416e-6,-3.0823068480491844e-11) Dual{Cells()}(2.798318084937081e-23,6.693973649039234e-6,2.140904536318652e-10) Dual{Cells()}(2.798318084937081e-23,-5.110649795255432e-6,-1.77129122547584e-10) Dual{Cells()}(2.798318084937081e-23,-3.858721753133393e-11,-1.2669827969810877e-15) Dual{Cells()}(2.798318084937081e-23,-2.3775781111338366e-13,-7.804841937320587e-18) Dual{Cells()}(7.120284278944799e-22,-3.906230076989319e-11,-1.3598221600387284e-15) Dual{Cells()}(7.120284278944799e-22,-5.110649795255432e-6,-1.6725037305864945e-10) Dual{Cells()}(7.120284278944799e-22,1.0219459053858192e-5,3.5794581243447437e-10) Dual{Cells()}(7.120284278944799e-22,-5.108731440763911e-6,-1.8687839957412072e-10) Dual{Cells()}(7.120284278944799e-22,-3.8517637792862724e-11,-1.3418073185934645e-15) Dual{Cells()}(7.120284278944799e-22,-2.379002874796131e-13,-8.283753462168933e-18) Dual{Cells()}(-4.867287436214002e-22,-3.8914748641871513e-11,-1.43301499875764e-15) Dual{Cells()}(-4.867287436214002e-22,-5.108731440763911e-6,-1.7794094223415844e-10) Dual{Cells()}(-4.867287436214002e-22,7.584776700122584e-6,2.8625928372436716e-10) Dual{Cells()}(-4.867287436214002e-22,-2.4759677346319304e-6,-1.0352907778791668e-10) Dual{Cells()}(-4.867287436214002e-22,-3.837240451870509e-11,-1.4146016596545726e-15) Dual{Cells()}(-4.867287436214002e-22,-2.3757358284885673e-13,-8.75238932538324e-18) Dual{Cells()}(-6.911388723842566e-9,-1.4530555070841802e-10,-5.953390771266736e-15) Dual{Cells()}(-6.911388723842566e-9,-2.4759677346319304e-6,-9.650153368207573e-11) Dual{Cells()}(-6.911388723842566e-9,4.1045907655489975e-6,1.844076327970028e-10) Dual{Cells()}(-6.911388723842566e-9,-1.6283335453150636e-6,-7.160383235148513e-11) Dual{Cells()}(-6.911388723842566e-9,-1.4328515050547007e-10,-5.881096546085603e-15) Dual{Cells()}(-6.911388723842566e-9,-8.949007901513583e-13,-3.6694157568439466e-17) Dual{Cells()}(-6.958592113454584e-9,-1.416798287500718e-10,-6.438757285595023e-15) Dual{Cells()}(-6.958592113454584e-9,-1.6283335453150636e-6,-6.789530747072502e-11) Dual{Cells()}(-6.958592113454584e-9,3.2455634074053627e-6,1.592982015002553e-10) Dual{Cells()}(-6.958592113454584e-9,-1.616947577741096e-6,-7.595698713908375e-11) Dual{Cells()}(-6.958592113454584e-9,-1.3971871191820276e-10,-6.364703759964436e-15) Dual{Cells()}(-6.958592113454584e-9,-8.858085349726427e-13,-4.029987640089105e-17) Dual{Cells()}(-7.00926313593558e-9,-1.390480717728897e-10,-6.642839209708401e-15) Dual{Cells()}(-7.00926313593558e-9,-1.616947577741096e-6,-7.461238492071553e-11) Dual{Cells()}(-7.00926313593558e-9,1.617224642291219e-6,8.913714532669974e-11) Dual{Cells()}(-7.00926313593558e-9,-1.3713403207886042e-10,-6.568646028890101e-15) Dual{Cells()}(-7.00926313593558e-9,-8.82446271102537e-13,-4.220904725037217e-17) Dual{Cells()}(-8.211600984671353e-9,-1.3465886420488371e-10,-6.9424267464947566e-15) Dual{Cells()}(-8.211600984671353e-9,1.6203167943539225e-6,9.472305969270631e-11) Dual{Cells()}(-8.211600984671353e-9,-1.6200483963121138e-6,-8.03805625999334e-11) Dual{Cells()}(-8.211600984671353e-9,-1.3286337737557378e-10,-6.828277225699205e-15) Dual{Cells()}(-8.211600984671353e-9,-8.758002280843498e-13,-4.508087177565716e-17) Dual{Cells()}(-8.289342916866592e-9,-1.3578385136355537e-10,-6.611976111041911e-15) Dual{Cells()}(-8.289342916866592e-9,-1.6200483963121138e-6,-8.138134058939823e-11) Dual{Cells()}(-8.289342916866592e-9,3.285487364218773e-6,1.7121682343888524e-10) Dual{Cells()}(-8.289342916866592e-9,-1.6651683060494004e-6,-7.393271298272524e-11) Dual{Cells()}(-8.289342916866592e-9,-1.3398186703616468e-10,-6.505498278416622e-15) Dual{Cells()}(-8.289342916866592e-9,-8.961388590805137e-13,-4.357375644730487e-17) Dual{Cells()}(-8.34005430640643e-9,-1.3819545035350928e-10,-5.9850440485605844e-15) Dual{Cells()}(-8.34005430640643e-9,-1.6651683060494004e-6,-7.739743241247564e-11) Dual{Cells()}(-8.34005430640643e-9,4.2396086375644805e-6,2.0040425930783864e-10) Dual{Cells()}(-8.34005430640643e-9,-2.5741648437634116e-6,-1.0563391838639615e-10) Dual{Cells()}(-8.34005430640643e-9,-1.3636691089975333e-10,-5.8926613296101256e-15) Dual{Cells()}(-8.34005430640643e-9,-9.253904152330609e-13,-4.0030826920726587e-17) Dual{Cells()}(-4.3116991377718304e-21,-3.687867784680264e-11,-1.417047252673151e-15) Dual{Cells()}(-4.3116991377718304e-21,-2.5741648437634116e-6,-1.1293619705056128e-10) Dual{Cells()}(-4.3116991377718304e-21,7.940106562473542e-6,3.128808954855057e-10) Dual{Cells()}(-4.3116991377718304e-21,-5.365868199735917e-6,-1.942665678919161e-10) Dual{Cells()}(-4.3116991377718304e-21,-3.6391274388436954e-11,-1.3962410824510894e-15) Dual{Cells()}(-4.3116991377718304e-21,-2.4902197830185713e-13,-9.560869977706475e-18) Dual{Cells()}(2.902052511423626e-21,-3.699865674771051e-11,-1.334960596567806e-15) Dual{Cells()}(2.902052511423626e-21,-5.365868199735917e-6,-2.0421946978032105e-10) Dual{Cells()}(2.902052511423626e-21,1.0755064925859237e-5,3.9055544597649097e-10) Dual{Cells()}(2.902052511423626e-21,-5.389122967387122e-6,-1.8201264810625606e-10) Dual{Cells()}(2.902052511423626e-21,-3.6509676874180814e-11,-1.3159404713840024e-15) Dual{Cells()}(2.902052511423626e-21,-2.5040257678044103e-13,-9.029523329122462e-18) Dual{Cells()}(4.155120471722791e-22,-3.702806184477448e-11,-1.2509532530266644e-15) Dual{Cells()}(4.155120471722791e-22,-5.389122967387122e-6,-1.9325807731998697e-10) Dual{Cells()}(4.155120471722791e-22,7.072592438772011e-6,2.3210245058106133e-10) Dual{Cells()}(4.155120471722791e-22,-1.6833956533135532e-6,-3.135000299492367e-11) Dual{Cells()}(4.155120471722791e-22,-3.653883570599013e-11,-1.233750417656645e-15) Dual{Cells()}(4.155120471722791e-22,-2.511737846551257e-13,-8.482696888283702e-18) Dual{Cells()}(8.04324789748936e-9,-9.991890635262314e-11,-2.604751855980321e-15) Dual{Cells()}(8.04324789748936e-9,-1.6833956533135532e-6,-4.7055712089841905e-11) Dual{Cells()}(8.04324789748936e-9,2.6479437580593514e-6,6.774802753815085e-11) Dual{Cells()}(8.04324789748936e-9,-9.643488973533828e-7,-1.1938136036825783e-11) Dual{Cells()}(8.04324789748936e-9,-9.860441409011621e-11,-2.575345922912412e-15) Dual{Cells()}(8.04324789748936e-9,-6.840719722952765e-13,-1.7848538395613924e-17) Dual{Cells()}(8.305123004569501e-9,-9.187641474364064e-11,-1.6299990064543194e-15) Dual{Cells()}(8.305123004569501e-9,-9.643488973533828e-7,-2.489084381838062e-11) Dual{Cells()}(8.305123004569501e-9,1.8635749648391683e-6,4.059877081092786e-11) Dual{Cells()}(8.305123004569501e-9,-8.990428644486102e-7,-9.255674874706575e-12) Dual{Cells()}(8.305123004569501e-9,-9.068734932190641e-11,-1.6208211435365115e-15) Dual{Cells()}(8.305123004569501e-9,-6.39273109550779e-13,-1.1384028881831604e-17) Dual{Cells()}(8.492593275700386e-9,-8.41042626919975e-11,-1.130684762110389e-15) Dual{Cells()}(8.492593275700386e-9,-8.990428644486102e-7,-1.7062711867203767e-11) Dual{Cells()}(8.492593275700386e-9,8.992106016938844e-7,2.0945283371113535e-11) Dual{Cells()}(8.492593275700386e-9,-8.3038291514579e-11,-1.1312893154052481e-15) Dual{Cells()}(8.492593275700386e-9,-5.946910676453378e-13,-8.050276225884435e-18) Dual{Cells()}(7.831617323251912e-9,-8.600031341751937e-11,-1.3000662363415106e-15) Dual{Cells()}(7.831617323251912e-9,9.382849205662383e-7,2.3511881627634132e-11) Dual{Cells()}(7.831617323251912e-9,-9.381133923256262e-7,-1.8566132871416477e-11) Dual{Cells()}(7.831617323251912e-9,-8.49062430090055e-11,-1.274996566928149e-15) Dual{Cells()}(7.831617323251912e-9,-6.216841855328271e-13,-9.357624374204997e-18) Dual{Cells()}(7.807420558818024e-9,-9.067902785007478e-11,-1.7106716652037915e-15) Dual{Cells()}(7.807420558818024e-9,-9.381133923256262e-7,-1.1691103547341512e-11) Dual{Cells()}(7.807420558818024e-9,1.943622455809021e-6,4.493968812793783e-11) Dual{Cells()}(7.807420558818024e-9,-1.0053281837750915e-6,-2.6157152247353667e-11) Dual{Cells()}(7.807420558818024e-9,-8.953481115075137e-11,-1.6828738818288783e-15) Dual{Cells()}(7.807420558818024e-9,-6.65869302532417e-13,-1.2528781420902075e-17) Dual{Cells()}(7.722883413039535e-9,-9.572635301175016e-11,-2.5011103422233533e-15) Dual{Cells()}(7.722883413039535e-9,-1.0053281837750915e-6,-1.4459277779408836e-11) Dual{Cells()}(7.722883413039535e-9,2.7674763966742138e-6,7.239832189042213e-11) Dual{Cells()}(7.722883413039535e-9,-1.7619572477354144e-6,-4.894467668521822e-11) Dual{Cells()}(7.722883413039535e-9,-9.452485586689148e-11,-2.4683528473661645e-15) Dual{Cells()}(7.722883413039535e-9,-7.139548292466777e-13,-1.8638626986888564e-17) Dual{Cells()}(1.3532894945114526e-21,-3.51535919698588e-11,-1.1553882283079225e-15) Dual{Cells()}(1.3532894945114526e-21,-1.7619572477354144e-6,-3.423263237641423e-11) Dual{Cells()}(1.3532894945114526e-21,7.447383965260055e-6,2.384587472367322e-10) Dual{Cells()}(1.3532894945114526e-21,-5.6853565870263715e-6,-1.9735252482207673e-10) Dual{Cells()}(1.3532894945114526e-21,-3.471239888193009e-11,-1.142026023517978e-15) Dual{Cells()}(1.3532894945114526e-21,-2.6450741651873434e-13,-8.694292850601647e-18) Dual{Cells()}(-1.6797622938186823e-22,-3.5092298861744607e-11,-1.22357491669802e-15) Dual{Cells()}(-1.6797622938186823e-22,-5.6853565870263715e-6,-1.8631936191682894e-10) Dual{Cells()}(-1.6797622938186823e-22,1.1367585830784443e-5,3.98807978062326e-10) Dual{Cells()}(-1.6797622938186823e-22,-5.682159235162543e-6,-2.0822979626056187e-10) Dual{Cells()}(-1.6797622938186823e-22,-3.4651677373428287e-11,-1.2098260874369612e-15) Dual{Cells()}(-1.6797622938186823e-22,-2.646192929590008e-13,-9.229222726368397e-18) Dual{Cells()}(-6.832386651685132e-22,-3.49614181447932e-11,-1.2899201529022152e-15) Dual{Cells()}(-6.832386651685132e-22,-5.682159235162543e-6,-1.9825715175026637e-10) Dual{Cells()}(-6.832386651685132e-22,8.434720564750568e-6,3.189610331923235e-10) Dual{Cells()}(-6.832386651685132e-22,-2.752491581779313e-6,-1.153490991829374e-10) Dual{Cells()}(-6.832386651685132e-22,-3.45221868261801e-11,-1.2758025569605354e-15) Dual{Cells()}(-6.832386651685132e-22,-2.642037418431996e-13,-9.752491977835141e-18) Dual{Cells()}(-7.738732757880036e-9,-1.3057459144262875e-10,-5.363549405290917e-15) Dual{Cells()}(-7.738732757880036e-9,-2.752491581779313e-6,-1.0752934626315357e-10) Dual{Cells()}(-7.738732757880036e-9,4.5614793869999595e-6,2.0541112650221238e-10) Dual{Cells()}(-7.738732757880036e-9,-1.8087273016659034e-6,-7.974080244641283e-11) Dual{Cells()}(-7.738732757880036e-9,-1.289344020414454e-10,-5.307638249442259e-15) Dual{Cells()}(-7.738732757880036e-9,-9.945612593247647e-13,-4.088500375603283e-17) Dual{Cells()}(-7.786543642503502e-9,-1.2737472266358245e-10,-5.807266328083772e-15) Dual{Cells()}(-7.786543642503502e-9,-1.8087273016659034e-6,-7.563055292328638e-11) Dual{Cells()}(-7.786543642503502e-9,3.6032900904861267e-6,1.773399637236558e-10) Dual{Cells()}(-7.786543642503502e-9,-1.794308652521054e-6,-8.454852308414283e-11) Dual{Cells()}(-7.786543642503502e-9,-1.2577816194246865e-10,-5.749482825415266e-15) Dual{Cells()}(-7.786543642503502e-9,-9.834145630252397e-13,-4.488309180075166e-17) Dual{Cells()}(-7.836729372017895e-9,-1.2507918619194812e-10,-5.996731097652534e-15) Dual{Cells()}(-7.836729372017895e-9,-1.794308652521054e-6,-8.306903335104782e-11) Dual{Cells()}(-7.836729372017895e-9,1.7945582281807403e-6,9.917679562752142e-11) Dual{Cells()}(-7.836729372017895e-9,-1.2351770211201704e-10,-5.9385514557168615e-15) Dual{Cells()}(-7.836729372017895e-9,-9.78771382491334e-13,-4.698093193188372e-17) Dual{Cells()}(-9.038843547960242e-9,-1.215196843000953e-10,-6.238481916715445e-15) Dual{Cells()}(-9.038843547960242e-9,1.7976951387113068e-6,1.0476086940248868e-10) Dual{Cells()}(-9.038843547960242e-9,-1.7974525917301858e-6,-8.883404399539185e-11) Dual{Cells()}(-9.038843547960242e-9,-1.2005515678824035e-10,-6.147661874058035e-15) Dual{Cells()}(-9.038843547960242e-9,-9.721400327087382e-13,-4.98545784088353e-17) Dual{Cells()}(-9.11694957408104e-9,-1.2259200970290428e-10,-5.94664157469424e-15) Dual{Cells()}(-9.11694957408104e-9,-1.7974525917301858e-6,-8.997114038601902e-11) Dual{Cells()}(-9.11694957408104e-9,3.643296534062478e-6,1.8925377540450035e-10) Dual{Cells()}(-9.11694957408104e-9,-1.8455992356812875e-6,-8.16640086155828e-11) Dual{Cells()}(-9.11694957408104e-9,-1.2112088163333893e-10,-5.861706708280932e-15) Dual{Cells()}(-9.11694957408104e-9,-9.937596681524703e-13,-4.815847487471283e-17) Dual{Cells()}(-9.167088903771358e-9,-1.248062053368105e-10,-5.388394465633721e-15) Dual{Cells()}(-9.167088903771358e-9,-1.8455992356812875e-6,-8.553281785882343e-11) Dual{Cells()}(-9.167088903771358e-9,4.696579101222437e-6,2.2140101571465404e-10) Dual{Cells()}(-9.167088903771358e-9,-2.8507307216353417e-6,-1.1665609101574932e-10) Dual{Cells()}(-9.167088903771358e-9,-1.233126374872273e-10,-5.31435654755539e-15) Dual{Cells()}(-9.167088903771358e-9,-1.0250629841558453e-12,-4.422245157078896e-17) Dual{Cells()}(3.534694622629673e-22,-3.330946349246191e-11,-1.2768319177773711e-15) Dual{Cells()}(3.534694622629673e-22,-2.8507307216353417e-6,-1.247534389886874e-10) Dual{Cells()}(3.534694622629673e-22,8.790133092510077e-6,3.455668479085472e-10) Dual{Cells()}(3.534694622629673e-22,-5.939335874475694e-6,-2.1457049848137934e-10) Dual{Cells()}(3.534694622629673e-22,-3.291128130138856e-11,-1.2600675177835267e-15) Dual{Cells()}(3.534694622629673e-22,-2.756542468545677e-13,-1.0560965234812955e-17) Dual{Cells()}(5.70694603599565e-21,-3.3417927057330484e-11,-1.2033153043272015e-15) Dual{Cells()}(5.70694603599565e-21,-5.939335874475694e-6,-2.2556070297522568e-10) Dual{Cells()}(5.70694603599565e-21,1.1903251672452241e-5,4.3139465759418223e-10) Dual{Cells()}(5.70694603599565e-21,-5.963849084461646e-6,-2.0106912463178183e-10) Dual{Cells()}(5.70694603599565e-21,-3.301846481061115e-11,-1.1879402626917035e-15) Dual{Cells()}(5.70694603599565e-21,-2.7712303347040976e-13,-9.974868663929963e-18) Dual{Cells()}(-3.728730676378013e-22,-3.34454696319554e-11,-1.128064118132723e-15) Dual{Cells()}(-3.728730676378013e-22,-5.963849084461646e-6,-2.13470795069324e-10) Dual{Cells()}(-3.728730676378013e-22,7.826009619020972e-6,2.5645472215257905e-10) Dual{Cells()}(-3.728730676378013e-22,-1.86209376537401e-6,-3.475503852910603e-11) Dual{Cells()}(-3.728730676378013e-22,-3.3045791562681164e-11,-1.114103525693778e-15) Dual{Cells()}(-3.728730676378013e-22,-2.7792412301871467e-13,-9.371900725076035e-18) Dual{Cells()}(8.856118612534365e-9,-9.028954646650831e-11,-2.3539893954133926e-15) Dual{Cells()}(8.856118612534365e-9,-1.86209376537401e-6,-5.2028926812197283e-11) Dual{Cells()}(8.856118612534365e-9,2.928840227451303e-6,7.502258185770068e-11) Dual{Cells()}(8.856118612534365e-9,-1.0665662011529729e-6,-1.3323970591564073e-11) Dual{Cells()}(8.856118612534365e-9,-8.921480442512386e-11,-2.3295398289379597e-15) Dual{Cells()}(8.856118612534365e-9,-7.565734290105473e-13,-1.9736573466040872e-17) Dual{Cells()}(9.134709917168961e-9,-8.315342516888522e-11,-1.4808321065250094e-15) Dual{Cells()}(9.134709917168961e-9,-1.0665662011529729e-6,-2.7541689292790822e-11) Dual{Cells()}(9.134709917168961e-9,2.0613094877177794e-6,4.505994495331662e-11) Dual{Cells()}(9.134709917168961e-9,-9.945772480533987e-7,-1.0360321772940459e-11) Dual{Cells()}(9.134709917168961e-9,-8.217805744618031e-11,-1.4721793200241079e-15) Dual{Cells()}(9.134709917168961e-9,-7.070287924419328e-13,-1.262167705294259e-17) Dual{Cells()}(9.332030216691588e-9,-7.626961972357585e-11,-1.0330220211109875e-15) Dual{Cells()}(9.332030216691588e-9,-9.945772480533987e-7,-1.8919180119162724e-11) Dual{Cells()}(9.332030216691588e-9,9.947295671363454e-7,2.3268902150758708e-11) Dual{Cells()}(9.332030216691588e-9,-7.539147717789795e-11,-1.0320598540406024e-15) Dual{Cells()}(9.332030216691588e-9,-6.579860450923368e-13,-8.951538399268343e-18) Dual{Cells()}(4.93335244472022e-16,-8.941317125936701e-11,-2.799961741922577e-15) Dual{Cells()}(4.93335244472022e-16,1.152583695067493e-6,4.913263115097459e-11) Dual{Cells()}(4.93335244472022e-16,-1.1524051201778485e-6,-3.608967460144771e-11) Dual{Cells()}(4.93335244472022e-16,-8.837467140643429e-11,-2.7676214069192354e-15) Dual{Cells()}(4.93335244472022e-16,-7.870469786670944e-13,-2.4646466673531894e-17) Dual{Cells()}(5.098328092230924e-16,-8.877867512989966e-11,-2.780092704806409e-15) Dual{Cells()}(5.098328092230924e-16,-1.1524051201778485e-6,-3.608967456176172e-11) Dual{Cells()}(5.098328092230924e-16,2.3131508251638746e-6,8.557059171532732e-11) Dual{Cells()}(5.098328092230924e-16,-1.1605683788944687e-6,-3.6345322060093705e-11) Dual{Cells()}(5.098328092230924e-16,-8.77547746316267e-11,-2.748208154543453e-15) Dual{Cells()}(5.098328092230924e-16,-7.926417959589339e-13,-2.482166904644796e-17) Dual{Cells()}(5.271824924093633e-16,-8.815311855521663e-11,-2.760503732009799e-15) Dual{Cells()}(5.271824924093633e-16,-1.1605683788944687e-6,-3.634532197568389e-11) Dual{Cells()}(5.271824924093633e-16,3.125654974316222e-6,1.1110832334985485e-10) Dual{Cells()}(5.271824924093633e-16,-1.9649105005548726e-6,-6.1534767187149e-11) Dual{Cells()}(5.271824924093633e-16,-8.714351171202055e-11,-2.729065285523976e-15) Dual{Cells()}(5.271824924093633e-16,-7.982366132816715e-13,-2.4996871449322085e-17) Dual{Cells()}(2.0981379398007174e-23,-3.187662052616109e-11,-9.982124134756954e-16) Dual{Cells()}(2.0981379398007174e-23,-1.9649105005548726e-6,-6.153476705223865e-11) Dual{Cells()}(2.0981379398007174e-23,8.22094804792055e-6,2.6096925414729354e-10) Dual{Cells()}(2.0981379398007174e-23,-6.2559738667900265e-6,-1.959172674710502e-10) Dual{Cells()}(2.0981379398007174e-23,-3.151298865091397e-11,-9.868893454777758e-16) Dual{Cells()}(2.0981379398007174e-23,-2.909664727434203e-13,-9.111648612920894e-18) Dual{Cells()}(-9.722986755700608e-23,-3.1845143128766165e-11,-9.972267200546661e-16) Dual{Cells()}(-9.722986755700608e-23,-6.2559738667900265e-6,-1.95917267380965e-10) Dual{Cells()}(-9.722986755700608e-23,1.2518161145795122e-5,3.9554780095035154e-10) Dual{Cells()}(-9.722986755700608e-23,-6.262123660384577e-6,-1.9610985954753174e-10) Dual{Cells()}(-9.722986755700608e-23,-3.148222482435985e-11,-9.859259172507647e-16) Dual{Cells()}(-9.722986755700608e-23,-2.9125256492493375e-13,-9.12060762647732e-18) Dual{Cells()}(7.179344567313314e-23,-3.181372781704353e-11,-9.962429621893859e-16) Dual{Cells()}(7.179344567313314e-23,-6.262123660384577e-6,-1.9610985950241307e-10) Dual{Cells()}(7.179344567313314e-23,6.262187217172041e-6,1.9963398792595031e-10) Dual{Cells()}(7.179344567313314e-23,-3.145152099017176e-11,-9.849643679626972e-16) Dual{Cells()}(7.179344567313314e-23,-2.915386571042542e-13,-9.12956663800494e-18) Dual{Cells()}(-1.1425274501620982e-11,-2.175339401790485e-10,-6.909760044436522e-15) Dual{Cells()}(-1.1425274501620982e-11,1.1319519807451743e-6,4.852123965946283e-11) Dual{Cells()}(-1.1425274501620982e-11,-1.1315285324804433e-6,-3.9702438472325915e-11) Dual{Cells()}(-1.1425274501620982e-11,-2.0529901617196145e-10,-1.0195936295956436e-14) Dual{Cells()}(-1.1425274501620982e-11,-6.153083800278195e-13,-2.1590399706526227e-17) Dual{Cells()}(-1.156447052026966e-11,-2.1512403538253336e-10,-6.833236678948777e-15) Dual{Cells()}(-1.156447052026966e-11,-1.1315285324804433e-6,-3.9702489819596773e-11) Dual{Cells()}(-1.156447052026966e-11,2.275972538392867e-6,8.875970905209958e-11) Dual{Cells()}(-1.156447052026966e-11,-1.1440251895475822e-6,-4.014086458526205e-11) Dual{Cells()}(-1.156447052026966e-11,-2.0307018866056923e-10,-1.0085353350891176e-14) Dual{Cells()}(-1.156447052026966e-11,-6.221407982138386e-13,-2.183011223884407e-17) Dual{Cells()}(-1.1716168840218185e-11,-2.1276690197182668e-10,-6.758388649084091e-15) Dual{Cells()}(-1.1716168840218185e-11,-1.1440251895475822e-6,-4.0140913860293764e-11) Dual{Cells()}(-1.1716168840218185e-11,1.144439474629798e-6,4.9154831595929545e-11) Dual{Cells()}(-1.1716168840218185e-11,-2.0088920702842855e-10,-9.977141646035576e-15) Dual{Cells()}(-1.1716168840218185e-11,-6.289732155211546e-13,-2.2069825681157024e-17) Dual{Cells()}(-5.8396841612059604e-9,-1.9530575851449214e-10,-1.0282393494836561e-14) Dual{Cells()}(-5.8396841612059604e-9,1.110028606939377e-6,6.588781864260172e-11) Dual{Cells()}(-5.8396841612059604e-9,-1.109641143762703e-6,-5.610700375978555e-11) Dual{Cells()}(-5.8396841612059604e-9,-1.9155888784638988e-10,-1.001406711478815e-14) Dual{Cells()}(-5.8396841612059604e-9,-5.98530313290818e-13,-3.14036855887643e-17) Dual{Cells()}(-5.917540373925119e-9,-1.965276363698117e-10,-9.75378203942528e-15) Dual{Cells()}(-5.917540373925119e-9,-1.109641143762703e-6,-5.6706585129407887e-11) Dual{Cells()}(-5.917540373925119e-9,2.2561644960260213e-6,1.194114147331771e-10) Dual{Cells()}(-5.917540373925119e-9,-1.146133427801065e-6,-5.1737008455111806e-11) Dual{Cells()}(-5.917540373925119e-9,-1.9278159881050588e-10,-9.506277798906331e-15) Dual{Cells()}(-5.917540373925119e-9,-6.152270726593035e-13,-3.043866721340138e-17) Dual{Cells()}(-5.970366080000275e-9,-1.9977215068147036e-10,-8.785931331345576e-15) Dual{Cells()}(-5.970366080000275e-9,-1.146133427801065e-6,-5.4026450363707864e-11) Dual{Cells()}(-5.970366080000275e-9,2.9252345253167587e-6,1.401005200192215e-10) Dual{Cells()}(-5.970366080000275e-9,-1.778704708635142e-6,-7.398627675483827e-11) Dual{Cells()}(-5.970366080000275e-9,-1.9597805768531447e-10,-8.575569409923598e-15) Dual{Cells()}(-5.970366080000275e-9,-6.386721846026795e-13,-2.801940207717254e-17) Dual{Cells()}(1.6203054561171656e-21,-5.328823207518238e-11,-2.07207948587386e-15) Dual{Cells()}(1.6203054561171656e-21,-1.778704708635142e-6,-7.898968700114921e-11) Dual{Cells()}(1.6203054561171656e-21,5.495498783348654e-6,2.190136313393031e-10) Dual{Cells()}(1.6203054561171656e-21,-3.7166883367254307e-6,-1.359607914384877e-10) Dual{Cells()}(1.6203054561171656e-21,-5.2277322861460365e-11,-2.025833310952191e-15) Dual{Cells()}(1.6203054561171656e-21,-1.7243314421088006e-13,-6.693644812257672e-18) Dual{Cells()}(-8.69241211893572e-21,-5.346313198221848e-11,-1.9485486257567913e-15) Dual{Cells()}(-8.69241211893572e-21,-3.7166883367254307e-6,-1.4292667894408282e-10) Dual{Cells()}(-8.69241211893572e-21,7.453254728061891e-6,2.732693661810412e-10) Dual{Cells()}(-8.69241211893572e-21,-3.736460305920231e-6,-1.2728453295670544e-10) Dual{Cells()}(-8.69241211893572e-21,-5.244871514419445e-11,-1.9068995870682765e-15) Dual{Cells()}(-8.69241211893572e-21,-1.7356910368101307e-13,-6.3182539101962215e-18) Dual{Cells()}(9.141755368485277e-22,-5.35002668396842e-11,-1.8222351018051933e-15) Dual{Cells()}(9.141755368485277e-22,-3.736460305920231e-6,-1.352046854786505e-10) Dual{Cells()}(9.141755368485277e-22,4.906213188753928e-6,1.621567644167243e-10) Dual{Cells()}(9.141755368485277e-22,-1.1696467229192513e-6,-2.1556933882238964e-11) Dual{Cells()}(9.141755368485277e-22,-5.248538584010803e-11,-1.7852534804161014e-15) Dual{Cells()}(9.141755368485277e-22,-1.7426176549921038e-13,-5.931256746863701e-18) Dual{Cells()}(5.712228443406444e-9,-1.4409664604962144e-10,-3.754159286796285e-15) Dual{Cells()}(5.712228443406444e-9,-1.1696467229192513e-6,-3.27651340783351e-11) Dual{Cells()}(5.712228443406444e-9,1.8403451512685922e-6,4.682724584559824e-11) Dual{Cells()}(5.712228443406444e-9,-6.704124769138942e-7,-7.9344498687162e-12) Dual{Cells()}(5.712228443406444e-9,-1.4137915060085295e-10,-3.6983318746172636e-15) Dual{Cells()}(5.712228443406444e-9,-4.75638796081158e-13,-1.2415538396682197e-17) Dual{Cells()}(5.9274142321291504e-9,-1.3151241838106903e-10,-2.288597806248611e-15) Dual{Cells()}(5.9274142321291504e-9,-6.704124769138942e-7,-1.726597172715168e-11) Dual{Cells()}(5.9274142321291504e-9,1.2947698208196156e-6,2.7744299556649112e-11) Dual{Cells()}(5.9274142321291504e-9,-6.240962946860805e-7,-6.0593348788403e-12) Dual{Cells()}(5.9274142321291504e-9,-1.2909247894908474e-10,-2.284008675611655e-15) Dual{Cells()}(5.9274142321291504e-9,-4.443223107323817e-13,-7.794455178055331e-18) Dual{Cells()}(6.087793808682788e-9,-1.1924600995871757e-10,-1.5426755036175564e-15) Dual{Cells()}(6.087793808682788e-9,-6.240962946860805e-7,-1.1715715035212113e-11) Dual{Cells()}(6.087793808682788e-9,6.243330755442803e-7,1.424467748062139e-11) Dual{Cells()}(6.087793808682788e-9,-1.1712255924982497e-10,-1.5620897384645136e-15) Dual{Cells()}(6.087793808682788e-9,-4.1228899119760525e-13,-5.413830379827496e-18) Dual{Cells()}(5.420039856791204e-9,-1.2319202379708065e-10,-1.9011986223020776e-15) Dual{Cells()}(5.420039856791204e-9,6.636187934462249e-7,1.6820944015079666e-11) Dual{Cells()}(5.420039856791204e-9,-6.63374238056958e-7,-1.3221615786899888e-11) Dual{Cells()}(5.420039856791204e-9,-1.2092384564876398e-10,-1.837560998277389e-15) Dual{Cells()}(5.420039856791204e-9,-4.395198210311215e-13,-6.725780898363426e-18) Dual{Cells()}(5.424079423408022e-9,-1.2908978868967484e-10,-2.4632440276196038e-15) Dual{Cells()}(5.424079423408022e-9,-6.63374238056958e-7,-8.504111611581383e-12) Dual{Cells()}(5.424079423408022e-9,1.375035960873666e-6,3.20977321860146e-11) Dual{Cells()}(5.424079423408022e-9,-7.114054034460998e-7,-1.853178712971034e-11) Dual{Cells()}(5.424079423408022e-9,-1.2675861877203165e-10,-2.3963259430949135e-15) Dual{Cells()}(5.424079423408022e-9,-4.709631464029104e-13,-8.940750468933987e-18) Dual{Cells()}(5.387443843876656e-9,-1.3553103021191014e-10,-3.5445718424587157e-15) Dual{Cells()}(5.387443843876656e-9,-7.114054034460998e-7,-1.0465483016334427e-11) Dual{Cells()}(5.387443843876656e-9,1.9598427302832902e-6,5.1467179536616515e-11) Dual{Cells()}(5.387443843876656e-9,-1.2481681647397222e-6,-3.464021538202319e-11) Dual{Cells()}(5.387443843876656e-9,-1.3312557097002966e-10,-3.4719990192422342e-15) Dual{Cells()}(5.387443843876656e-9,-5.054962865730828e-13,-1.319997407560214e-17) Dual{Cells()}(6.551385562003269e-22,-4.9676163158447046e-11,-1.6252633208611069e-15) Dual{Cells()}(6.551385562003269e-22,-1.2481681647397222e-6,-2.442991950339948e-11) Dual{Cells()}(6.551385562003269e-22,5.281230061746518e-6,1.684266168771278e-10) Dual{Cells()}(6.551385562003269e-22,-4.0329632334284616e-6,-1.39233495410826e-10) Dual{Cells()}(6.551385562003269e-22,-4.879981327028803e-11,-1.5973419671457136e-15) Dual{Cells()}(6.551385562003269e-22,-1.8760190596469594e-13,-6.139397623186074e-18) Dual{Cells()}(-1.8237191853841852e-22,-4.9576675680482675e-11,-1.7185642473862578e-15) Dual{Cells()}(-1.8237191853841852e-22,-4.0329632334284616e-6,-1.3151888241150335e-10) Dual{Cells()}(-1.8237191853841852e-22,8.066463120766809e-6,2.813788129272717e-10) Dual{Cells()}(-1.8237191853841852e-22,-4.033401420074754e-6,-1.4686997784826693e-10) Dual{Cells()}(-1.8237191853841852e-22,-4.870278875396711e-11,-1.6902393707939082e-15) Dual{Cells()}(-1.8237191853841852e-22,-1.8779915871109578e-13,-6.514239248070388e-18) Dual{Cells()}(4.961262100824702e-22,-4.938273525208414e-11,-1.809254417376112e-15) Dual{Cells()}(4.961262100824702e-22,-4.033401420074754e-6,-1.398741554636086e-10) Dual{Cells()}(4.961262100824702e-22,5.99088543290553e-6,2.2498510464987833e-10) Dual{Cells()}(4.961262100824702e-22,-1.9573859297027068e-6,-8.13795576157092e-11) Dual{Cells()}(4.961262100824702e-22,-4.85127571100371e-11,-1.7805575192114913e-15) Dual{Cells()}(4.961262100824702e-22,-1.87635707734191e-13,-6.8813364600673776e-18) Dual{Cells()}(-5.362865225566264e-9,-1.8427447337269537e-10,-7.499193982629363e-15) Dual{Cells()}(-5.362865225566264e-9,-1.9573859297027068e-6,-7.584032697820603e-11) Dual{Cells()}(-5.362865225566264e-9,3.2477586170764623e-6,1.4505208108436925e-10) Dual{Cells()}(-5.362865225566264e-9,-1.2900066675511847e-6,-5.635587414550728e-11) Dual{Cells()}(-5.362865225566264e-9,-1.810373677422715e-10,-7.388515763304326e-15) Dual{Cells()}(-5.362865225566264e-9,-7.079814558414944e-13,-2.8857936855440025e-17) Dual{Cells()}(-5.408661947068367e-9,-1.7945443059491602e-10,-8.086761701079543e-15) Dual{Cells()}(-5.408661947068367e-9,-1.2900066675511847e-6,-5.3403834684904366e-11) Dual{Cells()}(-5.408661947068367e-9,2.574643925942493e-6,1.2549167155901053e-10) Dual{Cells()}(-5.408661947068367e-9,-1.2842807814819844e-6,-5.985756016635759e-11) Dual{Cells()}(-5.408661947068367e-9,-1.7631977760647658e-10,-7.975543306437512e-15) Dual{Cells()}(-5.408661947068367e-9,-7.027011224119107e-13,-3.173297253453361e-17) Dual{Cells()}(-5.459932569826605e-9,-1.7585706777660327e-10,-8.323264504297595e-15) Dual{Cells()}(-5.459932569826605e-9,-1.2842807814819844e-6,-5.876816680713677e-11) Dual{Cells()}(-5.459932569826605e-9,1.2846301468383801e-6,7.03234305537851e-11) Dual{Cells()}(-5.459932569826605e-9,-1.7280656882692866e-10,-8.213134894407837e-15) Dual{Cells()}(-5.459932569826605e-9,-7.017197922019608e-13,-3.329025636136804e-17) Dual{Cells()}(-6.663518842873277e-9,-1.688696963605864e-10,-8.807572391331308e-15) Dual{Cells()}(-6.663518842873277e-9,1.2875883785639558e-6,7.591318565150283e-11) Dual{Cells()}(-6.663518842873277e-9,-1.2872527551091198e-6,-6.454419680367185e-11) Dual{Cells()}(-6.663518842873277e-9,-1.6605873884008073e-10,-8.61642123203898e-15) Dual{Cells()}(-6.663518842873277e-9,-6.950196351854723e-13,-3.615686617651383e-17) Dual{Cells()}(-6.741061303106113e-9,-1.700785011732331e-10,-8.369463840758954e-15) Dual{Cells()}(-6.741061303106113e-9,-1.2872527551091198e-6,-6.528542863489542e-11) Dual{Cells()}(-6.741061303106113e-9,2.614322269349942e-6,1.3742106718514427e-10) Dual{Cells()}(-6.741061303106113e-9,-1.3267314592444122e-6,-5.945083673083248e-11) Dual{Cells()}(-6.741061303106113e-9,-1.6726351729643305e-10,-8.192309124874427e-15) Dual{Cells()}(-6.741061303106113e-9,-7.129779398586822e-13,-3.500305594492968e-17) Dual{Cells()}(-6.79304870221433e-9,-1.7297489022506503e-10,-7.555153241125883e-15) Dual{Cells()}(-6.79304870221433e-9,-1.3267314592444122e-6,-6.2152212514276e-11) Dual{Cells()}(-6.79304870221433e-9,3.3825356340450136e-6,1.6106357879669427e-10) Dual{Cells()}(-6.79304870221433e-9,-2.0554603399122243e-6,-8.498573151460854e-11) Dual{Cells()}(-6.79304870221433e-9,-1.7012156947057064e-10,-7.403268159557833e-15) Dual{Cells()}(-6.79304870221433e-9,-7.38428681701288e-13,-3.21931383512363e-17) Dual{Cells()}(-1.8719711185185895e-21,-4.6147896903523655e-11,-1.784884927360785e-15) Dual{Cells()}(-1.8719711185185895e-21,-2.0554603399122243e-6,-9.079192588098337e-11) Dual{Cells()}(-1.8719711185185895e-21,6.345974119912233e-6,2.5164163730397533e-10) Dual{Cells()}(-1.8719711185185895e-21,-4.290422045488244e-6,-1.5622667677084874e-10) Dual{Cells()}(-1.8719711185185895e-21,-4.538753808904017e-11,-1.7511500011474412e-15) Dual{Cells()}(-1.8719711185185895e-21,-1.9907677241984995e-13,-7.689992145088559e-18) Dual{Cells()}(-3.3231423731756694e-21,-4.629841669907159e-11,-1.6798102380199074e-15) Dual{Cells()}(-3.3231423731756694e-21,-4.290422045488244e-6,-1.6423296889593193e-10) Dual{Cells()}(-3.3231423731756694e-21,8.601889787971333e-6,3.140378239402966e-10) Dual{Cells()}(-3.3231423731756694e-21,-4.3113757082606595e-6,-1.4630750836309154e-10) Dual{Cells()}(-3.3231423731756694e-21,-4.5535509460073776e-11,-1.6492337241103664e-15) Dual{Cells()}(-3.3231423731756694e-21,-2.0029626973572982e-13,-7.260462582816835e-18) Dual{Cells()}(1.953386208750408e-22,-4.633228038111213e-11,-1.5723290297814013e-15) Dual{Cells()}(1.953386208750408e-22,-4.3113757082606595e-6,-1.5538496129088928e-10) Dual{Cells()}(1.953386208750408e-22,5.6598066067138066e-6,1.864707029680927e-10) Dual{Cells()}(1.953386208750408e-22,-1.3483387961375757e-6,-2.4962985465394426e-11) Dual{Cells()}(1.953386208750408e-22,-4.556902029115948e-11,-1.5449623218693899e-15) Dual{Cells()}(1.953386208750408e-22,-2.010148984170807e-13,-6.8179923251975215e-18) Dual{Cells()}(6.521915407051771e-9,-1.2489129789508249e-10,-3.254663245133615e-15) Dual{Cells()}(6.521915407051771e-9,-1.3483387961375757e-6,-3.773376451539205e-11) Dual{Cells()}(6.521915407051771e-9,2.12124785816395e-6,5.410406097641904e-11) Dual{Cells()}(6.521915407051771e-9,-7.726607779916339e-7,-9.330378687908258e-12) Dual{Cells()}(6.521915407051771e-9,-1.2284460285434245e-10,-3.2109889470741456e-15) Dual{Cells()}(6.521915407051771e-9,-5.481339909437044e-13,-1.4304819818587615e-17) Dual{Cells()}(6.753047815597261e-9,-1.143587920279679e-10,-2.007538071662489e-15) Dual{Cells()}(6.753047815597261e-9,-7.726607779916339e-7,-1.9918552578909943e-11) Dual{Cells()}(6.753047815597261e-9,1.492672156257005e-6,3.2220163506849754e-11) Dual{Cells()}(6.753047815597261e-9,-7.197839835539183e-7,-7.174613778186385e-12) Dual{Cells()}(6.753047815597261e-9,-1.1252377003849045e-10,-1.9993253903082416e-15) Dual{Cells()}(6.753047815597261e-9,-5.121493863731425e-13,-9.044959083778961e-18) Dual{Cells()}(6.922580968751044e-9,-1.0413106210923027e-10,-1.370900004759219e-15) Dual{Cells()}(6.922580968751044e-9,-7.197839835539183e-7,-1.3577047593904786e-11) Dual{Cells()}(6.922580968751044e-9,7.199910960229401e-7,1.6578769806690146e-11) Dual{Cells()}(6.922580968751044e-9,-1.0250561151948898e-10,-1.3795380396432853e-15) Dual{Cells()}(6.922580968751044e-9,-4.757953931204547e-13,-6.334042898826223e-18) Dual{Cells()}(6.258033039280569e-9,-1.0709386784046399e-10,-1.6383410180636237e-15) Dual{Cells()}(6.258033039280569e-9,7.59173762000678e-7,1.9150230340075773e-11) Dual{Cells()}(6.258033039280569e-9,-7.58960793507729e-7,-1.508153590444296e-11) Dual{Cells()}(6.258033039280569e-9,-1.0537171547335422e-10,-1.5923247254539774e-15) Dual{Cells()}(6.258033039280569e-9,-5.029096351515335e-13,-7.643245788859904e-18) Dual{Cells()}(6.252376843087362e-9,-1.1251749232176671e-10,-2.1366661985384316e-15) Dual{Cells()}(6.252376843087362e-9,-7.58960793507729e-7,-9.61473684755937e-12) Dual{Cells()}(6.252376843087362e-9,1.572830055160109e-6,3.656714057139367e-11) Dual{Cells()}(6.252376843087362e-9,-8.13645465512301e-7,-2.1184351573223097e-11) Dual{Cells()}(6.252376843087362e-9,-1.10739880834845e-10,-2.0874149031092515e-15) Dual{Cells()}(6.252376843087362e-9,-5.387669223923217e-13,-1.0190059753676713e-17) Dual{Cells()}(6.199221377490376e-9,-1.1840758823432425e-10,-3.0955515310632284e-15) Dual{Cells()}(6.199221377490376e-9,-8.13645465512301e-7,-1.1856437377962506e-11) Dual{Cells()}(6.199221377490376e-9,2.240758552460757e-6,5.874814246251073e-11) Dual{Cells()}(6.199221377490376e-9,-1.426877534919926e-6,-3.9614984740789224e-11) Dual{Cells()}(6.199221377490376e-9,-1.1656643751952528e-10,-3.0406006287577638e-15) Dual{Cells()}(6.199221377490376e-9,-5.780027762095013e-13,-1.5091695750457997e-17) Dual{Cells()}(8.215912869149344e-22,-4.343546169702509e-11,-1.42391630279049e-15) Dual{Cells()}(8.215912869149344e-22,-1.426877534919926e-6,-2.7840028614989735e-11) Dual{Cells()}(8.215912869149344e-22,6.034714293576299e-6,1.9277960766228342e-10) Dual{Cells()}(8.215912869149344e-22,-4.607750344976336e-6,-1.5944348055750648e-10) Dual{Cells()}(8.215912869149344e-22,-4.27638664625408e-11,-1.4023257159777746e-15) Dual{Cells()}(8.215912869149344e-22,-2.1435187726692354e-13,-7.027744995745571e-18) Dual{Cells()}(6.04867744993732e-23,-4.3353357950495984e-11,-1.5066437461297372e-15) Dual{Cells()}(6.04867744993732e-23,-4.607750344976336e-6,-1.5057467749034986e-10) Dual{Cells()}(6.04867744993732e-23,9.214772377539698e-6,3.2221220662273606e-10) Dual{Cells()}(6.04867744993732e-23,-4.606935781133311e-6,-1.6820663404205744e-10) Dual{Cells()}(6.04867744993732e-23,-4.268355214222164e-11,-1.4846215136534089e-15) Dual{Cells()}(6.04867744993732e-23,-2.1451995850765173e-13,-7.45819708159292e-18) Dual{Cells()}(-5.1574872751394665e-22,-4.318723090345149e-11,-1.5870914323795524e-15) Dual{Cells()}(-5.1574872751394665e-22,-4.606935781133311e-6,-1.6017515880952979e-10) Dual{Cells()}(-5.1574872751394665e-22,6.840996860802989e-6,2.5766248832022866e-10) Dual{Cells()}(-5.1574872751394665e-22,-2.2339751578095743e-6,-9.31920668197275e-11) Dual{Cells()}(-5.1574872751394665e-22,-4.2520359741146765e-11,-1.5646632240007044e-15) Dual{Cells()}(-5.1574872751394665e-22,-2.1426945928943426e-13,-7.879549135575491e-18) Dual{Cells()}(-6.188451735938855e-9,-1.6121682131629756e-10,-6.58731534576114e-15) Dual{Cells()}(-6.188451735938855e-9,-2.2339751578095743e-6,-8.685866974137885e-11) Dual{Cells()}(-6.188451735938855e-9,3.704753373034713e-6,1.6604021449333197e-10) Dual{Cells()}(-6.188451735938855e-9,-1.4704574568400095e-6,-6.44878019332457e-11) Dual{Cells()}(-6.188451735938855e-9,-1.5873389138362712e-10,-6.499892797779219e-15) Dual{Cells()}(-6.188451735938855e-9,-8.076724288738403e-13,-3.3039182856104695e-17) Dual{Cells()}(-6.235059809563655e-9,-1.5711498833747035e-10,-7.115817739347461e-15) Dual{Cells()}(-6.235059809563655e-9,-1.4704574568400095e-6,-6.113186667150437e-11) Dual{Cells()}(-6.235059809563655e-9,2.9324850517698017e-6,1.4352073127049026e-10) Dual{Cells()}(-6.235059809563655e-9,-1.4617149721598912e-6,-6.844363208934644e-11) Dual{Cells()}(-6.235059809563655e-9,-1.547074233813596e-10,-7.026955948305849e-15) Dual{Cells()}(-6.235059809563655e-9,-8.003581816284837e-13,-3.630464609101303e-17) Dual{Cells()}(-6.2860696698139484e-9,-1.5410209083362354e-10,-7.334227717803137e-15) Dual{Cells()}(-6.2860696698139484e-9,-1.4617149721598912e-6,-6.721782531796061e-11) Dual{Cells()}(-6.2860696698139484e-9,1.4620216275648712e-6,8.03569389825581e-11) Dual{Cells()}(-6.2860696698139484e-9,-1.5175520820254675e-10,-7.24561433623203e-15) Dual{Cells()}(-6.2860696698139484e-9,-7.981059438196005e-13,-3.8050003884151093e-17) Dual{Cells()}(-7.48847115710721e-9,-1.4872390984890479e-10,-7.703416768625858e-15) Dual{Cells()}(-7.48847115710721e-9,1.4650759795079197e-6,8.594252897905291e-11) Dual{Cells()}(-7.48847115710721e-9,-1.4647799261906893e-6,-7.29870244075146e-11) Dual{Cells()}(-7.48847115710721e-9,-1.465379167599504e-10,-7.560497700542216e-15) Dual{Cells()}(-7.48847115710721e-9,-7.914906214193541e-13,-4.09017104823694e-17) Dual{Cells()}(-7.56601988831508e-9,-1.4989248776069368e-10,-7.329973171270865e-15) Dual{Cells()}(-7.56601988831508e-9,-1.4647799261906893e-6,-7.386753701049107e-11) Dual{Cells()}(-7.56601988831508e-9,2.972337849543807e-6,1.554399921050081e-10) Dual{Cells()}(-7.56601988831508e-9,-1.507259519607209e-6,-6.717123671530411e-11) Dual{Cells()}(-7.56601988831508e-9,-1.4770054888231437e-10,-7.19702049484172e-15) Dual{Cells()}(-7.56601988831508e-9,-8.107092657094197e-13,-3.9560280445841006e-17) Dual{Cells()}(-7.617289304630445e-9,-1.525081340276816e-10,-6.627526964691131e-15) Dual{Cells()}(-7.617289304630445e-9,-1.507259519607209e-6,-7.028094987777341e-11) Dual{Cells()}(-7.617289304630445e-9,3.839697177668191e-6,1.8203877282698032e-10) Dual{Cells()}(-7.617289304630445e-9,-2.3321340268524926e-6,-9.599390745983072e-11) Dual{Cells()}(-7.617289304630445e-9,-1.502849054538113e-10,-6.512749972958095e-15) Dual{Cells()}(-7.617289304630445e-9,-8.381690085488053e-13,-3.6361836564280443e-17) Dual{Cells()}(-1.8758703380662394e-21,-4.069349838027523e-11,-1.5677654926620236e-15) Dual{Cells()}(-1.8758703380662394e-21,-2.3321340268524926e-6,-1.0259914394344288e-10) Dual{Cells()}(-1.8758703380662394e-21,7.196249310540586e-6,2.8429183694398085e-10) Dual{Cells()}(-1.8758703380662394e-21,-4.864034263516001e-6,-1.7650779048449134e-10) Dual{Cells()}(-1.8758703380662394e-21,-4.010095613550489e-11,-1.542066201095229e-15) Dual{Cells()}(-1.8758703380662394e-21,-2.2571757569724352e-13,-8.685571155756347e-18) Dual{Cells()}(7.096070666775583e-22,-4.082590566276092e-11,-1.4763486328667583e-15) Dual{Cells()}(7.096070666775583e-22,-4.864034263516001e-6,-1.8555259575379498e-10) Dual{Cells()}(7.096070666775583e-22,9.750317836541748e-6,3.548344677500412e-10) Dual{Cells()}(7.096070666775583e-22,-4.886202288679135e-6,-1.653444043220867e-10) Dual{Cells()}(7.096070666775583e-22,-4.02314195249447e-11,-1.4529393471656853e-15) Dual{Cells()}(7.096070666775583e-22,-2.2702142463589138e-13,-8.202197222800159e-18) Dual{Cells()}(-1.1132130444666157e-21,-4.085718721704242e-11,-1.3828115941923003e-15) Dual{Cells()}(-1.1132130444666157e-21,-4.886202288679135e-6,-1.755780681844566e-10) Dual{Cells()}(-1.1132130444666157e-21,6.413318883110111e-6,2.1080113126467564e-10) Dual{Cells()}(-1.1132130444666157e-21,-1.5270352470636992e-6,-2.8370022751248464e-11) Dual{Cells()}(-1.1132130444666157e-21,-4.026241321966817e-11,-1.3617312865241567e-15) Dual{Cells()}(-1.1132130444666157e-21,-2.277668404374279e-13,-7.704563889140726e-18) Dual{Cells()}(7.332648886567395e-9,-1.1020236193828188e-10,-2.872443403513767e-15) Dual{Cells()}(7.332648886567395e-9,-1.5270352470636992e-6,-4.270484672610575e-11) Dual{Cells()}(7.332648886567395e-9,2.402155991297939e-6,6.138184080570744e-11) Dual{Cells()}(7.332648886567395e-9,-8.749013156241096e-7,-1.0723289421368484e-11) Dual{Cells()}(7.332648886567395e-9,-1.0860561475072454e-10,-2.8374072326758637e-15) Dual{Cells()}(7.332648886567395e-9,-6.206334409352611e-13,-1.61969806938094e-17) Dual{Cells()}(7.580047517189348e-9,-1.0115924652240723e-10,-1.7871164971394507e-15) Dual{Cells()}(7.580047517189348e-9,-8.749013156241096e-7,-2.2570881177263765e-11) Dual{Cells()}(7.580047517189348e-9,1.690520688060748e-6,3.6691908710827715e-11) Dual{Cells()}(7.580047517189348e-9,-8.154179130333585e-7,-8.28674137123866e-12) Dual{Cells()}(7.580047517189348e-9,-9.972017770006597e-11,-1.7779302707249656e-15) Dual{Cells()}(7.580047517189348e-9,-5.799790572169224e-13,-1.0302319253612978e-17) Dual{Cells()}(7.759033320117344e-9,-9.240300086048317e-11,-1.2319161771274317e-15) Dual{Cells()}(7.759033320117344e-9,-8.154179130333585e-7,-1.5437155050377564e-11) Dual{Cells()}(7.759033320117344e-9,8.15601974582815e-7,1.890978240915032e-11) Dual{Cells()}(7.759033320117344e-9,-9.11192642206937e-11,-1.2351430932880192e-15) Dual{Cells()}(7.759033320117344e-9,-5.39284375393867e-13,-7.263349440233746e-18) Dual{Cells()}(7.096726854510144e-9,-9.470803023881724e-11,-1.4388312903232077e-15) Dual{Cells()}(7.096726854510144e-9,8.547070397641853e-7,2.147738106705614e-11) Dual{Cells()}(7.096726854510144e-9,-8.545184075321957e-7,-1.6940265932237297e-11) Dual{Cells()}(7.096726854510144e-9,-9.335790155546865e-11,-1.4043363823579164e-15) Dual{Cells()}(7.096726854510144e-9,-5.663001952495734e-13,-8.567638921991121e-18) Dual{Cells()}(7.081238116264319e-9,-9.971148233625662e-11,-1.8862202320027483e-15) Dual{Cells()}(7.081238116264319e-9,-8.545184075321957e-7,-1.0723105780690405e-11) Dual{Cells()}(7.081238116264319e-9,1.7705941300282516e-6,4.103348001287586e-11) Dual{Cells()}(7.081238116264319e-9,-9.158770918454276e-7,-2.3836324940356048e-11) Dual{Cells()}(7.081238116264319e-9,-9.831259494502916e-11,-1.8487346113839822e-15) Dual{Cells()}(7.081238116264319e-9,-6.065733472077866e-13,-1.1444519273481765e-17) Dual{Cells()}(7.011413810247756e-9,-1.0512373365458445e-10,-2.7472905254904644e-15) Dual{Cells()}(7.011413810247756e-9,-9.158770918454276e-7,-1.3245366361341181e-11) Dual{Cells()}(7.011413810247756e-9,2.5216706367582357e-6,6.602770081548341e-11) Dual{Cells()}(7.011413810247756e-9,-1.6055841008160443e-6,-4.458980072886293e-11) Dual{Cells()}(7.011413810247756e-9,-1.036698533706641e-10,-2.704461087507518e-15) Dual{Cells()}(7.011413810247756e-9,-6.505097386238944e-13,-1.6985136878203577e-17) Dual{Cells()}(1.1068272343715133e-21,-3.858721753133393e-11,-1.2668684438037016e-15) Dual{Cells()}(1.1068272343715133e-21,-1.6055841008160443e-6,-3.124912793564733e-11) Dual{Cells()}(1.1068272343715133e-21,6.788151156618868e-6,2.171351432330104e-10) Dual{Cells()}(1.1068272343715133e-21,-5.182490171271572e-6,-1.7965593585176513e-10) Dual{Cells()}(1.1068272343715133e-21,-3.805621223651186e-11,-1.2497529853729601e-15) Dual{Cells()}(1.1068272343715133e-21,-2.411014836247709e-13,-7.91569832468039e-18) Dual{Cells()}(-3.15209127758122e-22,-3.8517637792862724e-11,-1.3411522396523726e-15) Dual{Cells()}(-3.15209127758122e-22,-5.182490171271572e-6,-1.696328838418403e-10) Dual{Cells()}(-3.15209127758122e-22,1.0362980367493936e-5,3.630512501752684e-10) Dual{Cells()}(-3.15209127758122e-22,-5.180413449396096e-6,-1.8954613629911073e-10) Dual{Cells()}(-3.15209127758122e-22,-3.7987948100241567e-11,-1.32361996811854e-15) Dual{Cells()}(-3.15209127758122e-22,-2.41240373408669e-13,-8.401502486313868e-18) Dual{Cells()}(5.2919768261003586e-23,-3.837240451870509e-11,-1.4134131293273159e-15) Dual{Cells()}(5.2919768261003586e-23,-5.180413449396096e-6,-1.8047925066580008e-10) Dual{Cells()}(5.2919768261003586e-23,7.691026179344027e-6,2.9034512231915275e-10) Dual{Cells()}(5.2919768261003586e-23,-2.510536271679371e-6,-1.0500598406681698e-10) Dual{Cells()}(5.2919768261003586e-23,-3.78449611816948e-11,-1.3954851471383412e-15) Dual{Cells()}(5.2919768261003586e-23,-2.4090285880177863e-13,-8.87686482138422e-18) Dual{Cells()}(-7.014722255274023e-9,-1.4328515050547007e-10,-5.872652583321577e-15) Dual{Cells()}(-7.014722255274023e-9,-2.510536271679371e-6,-9.787932140243216e-11) Dual{Cells()}(-7.014722255274023e-9,4.161707453567233e-6,1.8703194587746829e-10) Dual{Cells()}(-7.014722255274023e-9,-1.6508856692568072e-6,-7.262053702461232e-11) Dual{Cells()}(-7.014722255274023e-9,-1.4132011747644954e-10,-5.802201784126689e-15) Dual{Cells()}(-7.014722255274023e-9,-9.073630720414191e-13,-3.7215280557798514e-17) Dual{Cells()}(-7.062004743009999e-9,-1.3971871191820276e-10,-6.352403039273504e-15) Dual{Cells()}(-7.062004743009999e-9,-1.6508856692568072e-6,-6.886169972012024e-11) Dual{Cells()}(-7.062004743009999e-9,3.2902856895809678e-6,1.6155246157272866e-10) Dual{Cells()}(-7.062004743009999e-9,-1.6391215925170853e-6,-7.703046728965297e-11) Dual{Cells()}(-7.062004743009999e-9,-1.3781107754088522e-10,-6.280169725835005e-15) Dual{Cells()}(-7.062004743009999e-9,-8.980176161719827e-13,-4.0869422356352766e-17) Dual{Cells()}(-7.1126204836729274e-9,-1.3713403207886042e-10,-6.5545568894370416e-15) Dual{Cells()}(-7.1126204836729274e-9,-1.6391215925170853e-6,-7.566893698293818e-11) Dual{Cells()}(-7.1126204836729274e-9,1.6393948929412982e-6,9.039162493970121e-11) Dual{Cells()}(-7.1126204836729274e-9,-1.3527189486123916e-10,-6.482145718419738e-15) Dual{Cells()}(-7.1126204836729274e-9,-8.944972727996093e-13,-4.2801904292334295e-17) Dual{Cells()}(-8.314982099373642e-9,-1.3286337737557378e-10,-6.845855305546141e-15) Dual{Cells()}(-8.314982099373642e-9,1.6424905264373099e-6,9.597770842924678e-11) Dual{Cells()}(-8.314982099373642e-9,-1.6422256601494315e-6,-8.143713837120433e-11) Dual{Cells()}(-8.314982099373642e-9,-1.3111506825460917e-10,-6.735083208178187e-15) Dual{Cells()}(-8.314982099373642e-9,-8.878422482056699e-13,-4.567809087597435e-17) Dual{Cells()}(-8.39276253909694e-9,-1.3398186703616468e-10,-6.520767478753926e-15) Dual{Cells()}(-8.39276253909694e-9,-1.6422256601494315e-6,-8.245500477116631e-11) Dual{Cells()}(-8.39276253909694e-9,3.3302163891037856e-6,1.734712615453182e-10) Dual{Cells()}(-8.39276253909694e-9,-1.6877236117258062e-6,-7.489899616948982e-11) Dual{Cells()}(-8.39276253909694e-9,-1.3222702031788414e-10,-6.417404030255308e-15) Dual{Cells()}(-8.39276253909694e-9,-9.083411940631236e-13,-4.414730292077016e-17) Dual{Cells()}(-8.443398709860601e-9,-1.3636691089975333e-10,-5.903324049540521e-15) Dual{Cells()}(-8.443398709860601e-9,-1.6877236117258062e-6,-7.841429975957669e-11) Dual{Cells()}(-8.443398709860601e-9,4.296732776536399e-6,2.0302861614960026e-10) Dual{Cells()}(-8.443398709860601e-9,-2.608737273967938e-6,-1.070115210236677e-10) Dual{Cells()}(-8.443398709860601e-9,-1.345860823145982e-10,-5.8135864267897295e-15) Dual{Cells()}(-8.443398709860601e-9,-9.378494409037924e-13,-4.0555128675691437e-17) Dual{Cells()}(-6.761768530269118e-21,-3.6391274388436954e-11,-1.3978565711393585e-15) Dual{Cells()}(-6.761768530269118e-21,-2.608737273967938e-6,-1.1441325726967663e-10) Dual{Cells()}(-6.761768530269118e-21,8.046364124122212e-6,3.169662189954346e-10) Dual{Cells()}(-6.761768530269118e-21,-5.437554289950767e-6,-1.968042767798773e-10) Dual{Cells()}(-6.761768530269118e-21,-3.591657809193718e-11,-1.3776313554108861e-15) Dual{Cells()}(-6.761768530269118e-21,-2.523510275044121e-13,-9.68594244516828e-18) Dual{Cells()}(1.8920011678045904e-21,-3.6509676874180814e-11,-1.3169489120041647e-15) Dual{Cells()}(1.8920011678045904e-21,-5.437554289950767e-6,-2.0688687557878643e-10) Dual{Cells()}(1.8920011678045904e-21,1.0898592792011282e-5,3.956598269601309e-10) Dual{Cells()}(1.8920011678045904e-21,-5.460965705194252e-6,-1.8439445605061532e-10) Dual{Cells()}(1.8920011678045904e-21,-3.603344673447215e-11,-1.2984516931050292e-15) Dual{Cells()}(1.8920011678045904e-21,-2.537426545721481e-13,-9.147734662303981e-18) Dual{Cells()}(2.930234813387249e-22,-3.653883570599013e-11,-1.2341459921927149e-15) Dual{Cells()}(2.930234813387249e-22,-5.460965705194252e-6,-1.9578443204980428e-10) Dual{Cells()}(2.930234813387249e-22,7.166771452315257e-6,2.351461936430658e-10) Dual{Cells()}(2.930234813387249e-22,-1.7057328914041914e-6,-3.177563566796122e-11) Dual{Cells()}(2.930234813387249e-22,-3.606236350930839e-11,-1.2174071300891982e-15) Dual{Cells()}(2.930234813387249e-22,-2.5451759713877407e-13,-8.593871997726056e-18) Dual{Cells()}(8.144833790135692e-9,-9.860441409011621e-11,-2.5705253617023027e-15) Dual{Cells()}(8.144833790135692e-9,-1.7057328914041914e-6,-4.767732750017493e-11) Dual{Cells()}(8.144833790135692e-9,2.683055846514531e-6,6.865736040704497e-11) Dual{Cells()}(8.144833790135692e-9,-9.77126333509905e-7,-1.2111447626521891e-11) Dual{Cells()}(8.144833790135692e-9,-9.732405179956799e-11,-2.541816237338506e-15) Dual{Cells()}(8.144833790135692e-9,-6.931345448504851e-13,-1.8084403742100774e-17) Dual{Cells()}(8.40879124215385e-9,-9.068734932190641e-11,-1.6097464027925463e-15) Dual{Cells()}(8.40879124215385e-9,-9.77126333509905e-7,-2.5222215538067163e-11) Dual{Cells()}(8.40879124215385e-9,1.8882932228386869e-6,4.1156536163578017e-11) Dual{Cells()}(8.40879124215385e-9,-9.109860255990471e-7,-9.393841671368791e-12) Dual{Cells()}(8.40879124215385e-9,-8.952863846829492e-11,-1.600618211102224e-15) Dual{Cells()}(8.40879124215385e-9,-6.477419447382004e-13,-1.1538330490430169e-17) Dual{Cells()}(8.597486055113671e-9,-8.3038291514579e-11,-1.1175076083757318e-15) Dual{Cells()}(8.597486055113671e-9,-9.109860255990471e-7,-1.7294809949299215e-11) Dual{Cells()}(8.597486055113671e-9,9.111516654120695e-7,2.1235819647122654e-11) Dual{Cells()}(8.597486055113671e-9,-8.199891953148261e-11,-1.1178575636228031e-15) Dual{Cells()}(8.597486055113671e-9,-6.026019764332484e-13,-8.162385286980749e-18) Dual{Cells()}(7.936980807431898e-9,-8.49062430090055e-11,-1.2827149351368431e-15) Dual{Cells()}(7.936980807431898e-9,9.506023677486395e-7,2.3834149045804184e-11) Dual{Cells()}(7.936980807431898e-9,-9.504325604244281e-7,-1.882651367226059e-11) Dual{Cells()}(7.936980807431898e-9,-8.427118472608983e-11,-1.3100615087059738e-15) Dual{Cells()}(7.936980807431898e-9,-6.298964763546518e-13,-9.489983302760346e-18) Dual{Cells()}(7.911552959556471e-9,-8.953481115075137e-11,-1.688557531959953e-15) Dual{Cells()}(7.911552959556471e-9,-9.504325604244281e-7,-1.1861000043560882e-11) Dual{Cells()}(7.911552959556471e-9,1.9689374560175105e-6,4.556104418620588e-11) Dual{Cells()}(7.911552959556471e-9,-1.018325974029383e-6,-2.6515957306936535e-11) Dual{Cells()}(7.911552959556471e-9,-8.871220452690943e-11,-1.7133087483403085e-15) Dual{Cells()}(7.911552959556471e-9,-6.745480218534361e-13,-1.2703585290834185e-17) Dual{Cells()}(7.824914797439332e-9,-9.452485586689148e-11,-2.4697394781880743e-15) Dual{Cells()}(7.824914797439332e-9,-1.018325974029383e-6,-1.4667891401259347e-11) Dual{Cells()}(7.824914797439332e-9,2.802984673229553e-6,7.339368612068021e-11) Dual{Cells()}(7.824914797439332e-9,-1.7844699859784375e-6,-4.961289617449499e-11) Dual{Cells()}(7.824914797439332e-9,-9.346526503160487e-11,-2.4890188611405337e-15) Dual{Cells()}(7.824914797439332e-9,-7.23100833822023e-13,-1.8894089348948982e-17) Dual{Cells()}(5.362977841667105e-22,-3.471239888193009e-11,-1.1410805192559585e-15) Dual{Cells()}(5.362977841667105e-22,-1.7844699859784375e-6,-3.471685021194698e-11) Dual{Cells()}(5.362977841667105e-22,7.541685877149623e-6,2.416977884775261e-10) Dual{Cells()}(5.362977841667105e-22,-5.757146628471865e-6,-2.000153840635274e-10) Dual{Cells()}(5.362977841667105e-22,-3.428244809782387e-11,-1.1464326507515909e-15) Dual{Cells()}(5.362977841667105e-22,-2.6785234049705666e-13,-8.812090776332316e-18) Dual{Cells()}(1.1074849802833994e-21,-3.4651677373428287e-11,-1.2084605526486271e-15) Dual{Cells()}(1.1074849802833994e-21,-5.757146628471865e-6,-1.888498576100455e-10) Dual{Cells()}(1.1074849802833994e-21,1.1510861466352512e-5,4.041957885333748e-10) Dual{Cells()}(1.1074849802833994e-21,-5.753645705545693e-6,-2.1103163753762994e-10) Dual{Cells()}(1.1074849802833994e-21,-3.4212704096298345e-11,-1.2135164179110333e-15) Dual{Cells()}(1.1074849802833994e-21,-2.6795348447953896e-13,-9.353956990809913e-18) Dual{Cells()}(-1.0733722618480399e-21,-3.45221868261801e-11,-1.2740226904782996e-15) Dual{Cells()}(-1.0733722618480399e-21,-5.753645705545693e-6,-2.009417788399721e-10) Dual{Cells()}(-1.0733722618480399e-21,8.540548809231161e-6,3.232510976807168e-10) Dual{Cells()}(-1.0733722618480399e-21,-2.7868342383617034e-6,-1.1688303994896105e-10) Dual{Cells()}(-1.0733722618480399e-21,-3.407561660923889e-11,-1.278797408219532e-15) Dual{Cells()}(-1.0733722618480399e-21,-2.675203304155149e-13,-9.88398943002721e-18) Dual{Cells()}(-7.843327503946609e-9,-1.289344020414454e-10,-5.297842206699158e-15) Dual{Cells()}(-7.843327503946609e-9,-2.7868342383617034e-6,-1.089772472013037e-10) Dual{Cells()}(-7.843327503946609e-9,4.618160035518893e-6,2.0814061819023686e-10) Dual{Cells()}(-7.843327503946609e-9,-1.8310686525125184e-6,-8.079629355993829e-11) Dual{Cells()}(-7.843327503946609e-9,-1.272033160193792e-10,-5.314039333241256e-15) Dual{Cells()}(-7.843327503946609e-9,-1.0069266104476038e-12,-4.143301319307098e-17) Dual{Cells()}(-7.891153530812293e-9,-1.2577816194246865e-10,-5.736736550184256e-15) Dual{Cells()}(-7.891153530812293e-9,-1.8310686525125184e-6,-7.664505870698904e-11) Dual{Cells()}(-7.891153530812293e-9,3.6475317274307982e-6,1.7967824322095103e-10) Dual{Cells()}(-7.891153530812293e-9,-1.816212269033197e-6,-8.566219676909142e-11) Dual{Cells()}(-7.891153530812293e-9,-1.2403224389485662e-10,-5.7508818711134296e-15) Dual{Cells()}(-7.891153530812293e-9,-9.954792458031405e-13,-4.547968348955312e-17) Dual{Cells()}(-7.941258356288062e-9,-1.2351770211201704e-10,-5.924457592473274e-15) Dual{Cells()}(-7.941258356288062e-9,-1.816212269033197e-6,-8.417078820272442e-11) Dual{Cells()}(-7.941258356288062e-9,1.816458557324991e-6,1.0047149851854094e-10) Dual{Cells()}(-7.941258356288062e-9,-1.2177993509278354e-10,-5.937687801372996e-15) Dual{Cells()}(-7.941258356288062e-9,-9.906545893448869e-13,-4.7600932860549386e-17) Dual{Cells()}(-9.142287300730093e-9,-1.2005515678824035e-10,-6.160414448522771e-15) Dual{Cells()}(-9.142287300730093e-9,1.8198652294064334e-6,1.0601575245678471e-10) Dual{Cells()}(-9.142287300730093e-9,-1.8196255646896154e-6,-8.989093171616952e-11) Dual{Cells()}(-9.142287300730093e-9,-1.1862537727712895e-10,-6.072025443524908e-15) Dual{Cells()}(-9.142287300730093e-9,-9.841827526363332e-13,-5.045072679316678e-17) Dual{Cells()}(-9.220447141185617e-9,-1.2112088163333893e-10,-5.872787077649439e-15) Dual{Cells()}(-9.220447141185617e-9,-1.8196255646896154e-6,-9.104500287207293e-11) Dual{Cells()}(-9.220447141185617e-9,3.6880184127507287e-6,1.915087393134527e-10) Dual{Cells()}(-9.220447141185617e-9,-1.8681510366902757e-6,-8.263064192776694e-11) Dual{Cells()}(-9.220447141185617e-9,-1.1968452686608732e-10,-5.790103200477978e-15) Dual{Cells()}(-9.220447141185617e-9,-1.0059623385508197e-12,-4.8731057565156675e-17) Dual{Cells()}(-9.270519004714779e-9,-1.233126374872273e-10,-5.3220882014298696e-15) Dual{Cells()}(-9.270519004714779e-9,-1.8681510366902757e-6,-8.654986525898659e-11) Dual{Cells()}(-9.270519004714779e-9,4.753696330507064e-6,2.2402604228007948e-10) Dual{Cells()}(-9.270519004714779e-9,-2.885299089345146e-6,-1.1803415523969417e-10) Dual{Cells()}(-9.270519004714779e-9,-1.2185431220032547e-10,-5.24997737854085e-15) Dual{Cells()}(-9.270519004714779e-9,-1.037521954998039e-12,-4.474602393351192e-17) Dual{Cells()}(-1.7008979701597625e-20,-3.291128130138856e-11,-1.2612351586991942e-15) Dual{Cells()}(-1.7008979701597625e-20,-2.885299089345146e-6,-1.2623078873517453e-10) Dual{Cells()}(-1.7008979701597625e-20,8.896380740292727e-6,3.496533472455736e-10) Dual{Cells()}(-1.7008979701597625e-20,-6.0110159381895335e-6,-2.1710899279632644e-10) Dual{Cells()}(-1.7008979701597625e-20,-3.252249350448394e-11,-1.2448981065122784e-15) Dual{Cells()}(-1.7008979701597625e-20,-2.7898324221107434e-13,-1.068591337970211e-17) Dual{Cells()}(4.5012939424890994e-21,-3.301846481061115e-11,-1.1886655199837105e-15) Dual{Cells()}(4.5012939424890994e-21,-6.0110159381895335e-6,-2.282288159883586e-10) Dual{Cells()}(4.5012939424890994e-21,1.204676928933681e-5,4.365004985497418e-10) Dual{Cells()}(4.5012939424890994e-21,-6.035687423788133e-6,-2.0345163741379006e-10) Dual{Cells()}(4.5012939424890994e-21,-3.262843127716954e-11,-1.1736774819121742e-15) Dual{Cells()}(4.5012939424890994e-21,-2.804630558201651e-13,-1.0092993336891144e-17) Dual{Cells()}(-8.045809719305706e-22,-3.3045791562681164e-11,-1.114382057332676e-15) Dual{Cells()}(-8.045809719305706e-22,-6.035687423788133e-6,-2.1599781776379237e-10) Dual{Cells()}(-8.045809719305706e-22,7.920184582119755e-6,2.594992888471113e-10) Dual{Cells()}(-8.045809719305706e-22,-1.8844311757229335e-6,-3.5180687191911826e-11) Dual{Cells()}(-8.045809719305706e-22,-3.265554923423701e-11,-1.100767484572964e-15) Dual{Cells()}(-8.045809719305706e-22,-2.8126788993856966e-13,-9.483029298275369e-18) Dual{Cells()}(8.957763339378309e-9,-8.921480442512386e-11,-2.325997573031239e-15) Dual{Cells()}(8.957763339378309e-9,-1.8844311757229335e-6,-5.265065489170098e-11) Dual{Cells()}(8.957763339378309e-9,2.9639524406980155e-6,7.593192110286952e-11) Dual{Cells()}(8.957763339378309e-9,-1.07934311914909e-6,-1.3497101861343578e-11) Dual{Cells()}(8.957763339378309e-9,-8.816538526732037e-11,-2.302097235574959e-15) Dual{Cells()}(8.957763339378309e-9,-7.656362992627379e-13,-1.9972758059805657e-17) Dual{Cells()}(9.238453485340049e-9,-8.217805744618031e-11,-1.464068970305672e-15) Dual{Cells()}(9.238453485340049e-9,-1.07934311914909e-6,-2.7873039087975834e-11) Dual{Cells()}(9.238453485340049e-9,2.086024708329995e-6,4.561745555076472e-11) Dual{Cells()}(9.238453485340049e-9,-1.0065174702173638e-6,-1.0498294611796685e-11) Dual{Cells()}(9.238453485340049e-9,-8.122540704118749e-11,-1.45551435562646e-15) Dual{Cells()}(9.238453485340049e-9,-7.154990539312897e-13,-1.2776870501280113e-17) Dual{Cells()}(9.437013502477847e-9,-7.539147717789795e-11,-1.021960080269972e-15) Dual{Cells()}(9.437013502477847e-9,-1.0065174702173638e-6,-1.915119674166053e-11) Dual{Cells()}(9.437013502477847e-9,1.006668061050612e-6,2.355924883758931e-11) Dual{Cells()}(9.437013502477847e-9,-7.453345700449358e-11,-1.0208815584888863e-15) Dual{Cells()}(9.437013502477847e-9,-6.658990660293913e-13,-9.06485015931946e-18) Dual{Cells()}(-2.794181673383037e-16,-8.837467140643429e-11,-2.7676138437829124e-15) Dual{Cells()}(-2.794181673383037e-16,1.1660051267433486e-6,4.970542643617275e-11) Dual{Cells()}(-2.794181673383037e-16,-1.1658285959019236e-6,-3.651013780914164e-11) Dual{Cells()}(-2.794181673383037e-16,-8.735992304988488e-11,-2.735842604822488e-15) Dual{Cells()}(-2.794181673383037e-16,-7.962469687508812e-13,-2.493469007943393e-17) Dual{Cells()}(-2.760029751776406e-16,-8.77547746316267e-11,-2.748200649989469e-15) Dual{Cells()}(-2.760029751776406e-16,-1.1658285959019236e-6,-3.651013784247775e-11) Dual{Cells()}(-2.760029751776406e-16,2.3399957587947648e-6,8.656385154596606e-11) Dual{Cells()}(-2.760029751776406e-16,-1.1739918521481475e-6,-3.6765785631300756e-11) Dual{Cells()}(-2.760029751776406e-16,-8.675412827549985e-11,-2.716870983659721e-15) Dual{Cells()}(-2.760029751776406e-16,-8.018417864269148e-13,-2.510989329502929e-17) Dual{Cells()}(-2.8002600583166456e-16,-8.714351171202055e-11,-2.7290578443389592e-15) Dual{Cells()}(-2.8002600583166456e-16,-1.1739918521481475e-6,-3.676578569539106e-11) Dual{Cells()}(-2.8002600583166456e-16,3.1616946148552033e-6,1.1238959019619178e-10) Dual{Cells()}(-2.8002600583166456e-16,-1.987528655083257e-6,-6.22432364479083e-11) Dual{Cells()}(-2.8002600583166456e-16,-8.615667548260048e-11,-2.6981606053778896e-15) Dual{Cells()}(-2.8002600583166456e-16,-8.074366040825839e-13,-2.5285096491973156e-17) Dual{Cells()}(-7.262574226436068e-23,-3.151298865091397e-11,-9.868866582722007e-16) Dual{Cells()}(-7.262574226436068e-23,-1.987528655083257e-6,-6.224323654409335e-11) Dual{Cells()}(-7.262574226436068e-23,8.315364715155298e-6,2.639670244115049e-10) Dual{Cells()}(-7.262574226436068e-23,-6.327773095251038e-6,-1.981662379861498e-10) Dual{Cells()}(-7.262574226436068e-23,-3.115752573065403e-11,-9.757573384607419e-16) Dual{Cells()}(-7.262574226436068e-23,-2.9430662162774616e-13,-9.216291754341773e-18) Dual{Cells()}(5.710916432071543e-23,-3.148222482435985e-11,-9.859232334410303e-16) Dual{Cells()}(5.710916432071543e-23,-6.327773095251038e-6,-1.981662380503031e-10) Dual{Cells()}(5.710916432071543e-23,1.2661758870359259e-5,4.0008607223942646e-10) Dual{Cells()}(5.710916432071543e-23,-6.333922870839155e-6,-1.9835882986624462e-10) Dual{Cells()}(5.710916432071543e-23,-3.112745152721186e-11,-9.748155071149171e-16) Dual{Cells()}(5.710916432071543e-23,-2.9459271382430597e-13,-9.225250806619703e-18) Dual{Cells()}(9.873571300864813e-24,-3.145152099017176e-11,-9.849616871563744e-16) Dual{Cells()}(9.873571300864813e-24,-6.333922870839155e-6,-1.983588298983356e-10) Dual{Cells()}(9.873571300864813e-24,6.333985714674264e-6,2.0192328866652748e-10) Dual{Cells()}(9.873571300864813e-24,-3.109743531183638e-11,-9.73875491932117e-16) Dual{Cells()}(9.873571300864813e-24,-2.948788060221636e-13,-9.234209860197988e-18) Dual{Cells()}(-2.4588608777497114e-11,-2.0529901617196145e-10,-6.749161444983385e-15) Dual{Cells()}(-2.4588608777497114e-11,1.073464362181144e-6,6.635050457795333e-11) Dual{Cells()}(-2.4588608777497114e-11,-1.0732006776903951e-6,-5.734718879407839e-11) Dual{Cells()}(-2.4588608777497114e-11,-5.780182100572485e-11,-3.140700743808389e-14) Dual{Cells()}(-2.4588608777497114e-11,-5.836535711032752e-13,-3.1196608170869156e-17) Dual{Cells()}(-2.482152443075431e-11,-2.0307018866056923e-10,-6.6759971238501454e-15) Dual{Cells()}(-2.482152443075431e-11,-1.0732006776903951e-6,-5.734732265192669e-11) Dual{Cells()}(-2.482152443075431e-11,2.158278186964496e-6,1.244157632514291e-10) Dual{Cells()}(-2.482152443075431e-11,-1.0848166657936487e-6,-5.7967683425834035e-11) Dual{Cells()}(-2.482152443075431e-11,-5.718328730108348e-11,-3.107020833187479e-14) Dual{Cells()}(-2.482152443075431e-11,-5.900044902238837e-13,-3.153595291683537e-17) Dual{Cells()}(-2.501873376721871e-11,-2.0088920702842855e-10,-6.6044017388538934e-15) Dual{Cells()}(-2.501873376721871e-11,-1.0848166657936487e-6,-5.796781740807593e-11) Dual{Cells()}(-2.501873376721871e-11,1.0850747291315594e-6,6.716601961753322e-11) Dual{Cells()}(-2.501873376721871e-11,-5.657777544479762e-11,-3.0740631668870974e-14) Dual{Cells()}(-2.501873376721871e-11,-5.96355437503502e-13,-3.1875294495657086e-17) Dual{Cells()}(-5.942583522803824e-9,-1.9155888784638988e-10,-1.0071492345291413e-14) Dual{Cells()}(-5.942583522803824e-9,1.132228825980393e-6,6.714070477737866e-11) Dual{Cells()}(-5.942583522803824e-9,-1.1318487039292077e-6,-5.716124613267824e-11) Dual{Cells()}(-5.942583522803824e-9,-1.8795256922132542e-10,-9.815144828418887e-15) Dual{Cells()}(-5.942583522803824e-9,-6.105941175704949e-13,-3.199793604024414e-17) Dual{Cells()}(-6.020377254537645e-9,-1.9278159881050588e-10,-9.556108928455182e-15) Dual{Cells()}(-6.020377254537645e-9,-1.1318487039292077e-6,-5.7778706508035135e-11) Dual{Cells()}(-6.020377254537645e-9,2.300944541656434e-6,1.2166195476415147e-10) Dual{Cells()}(-6.020377254537645e-9,-1.1687132534257457e-6,-5.27007616497742e-11) Dual{Cells()}(-6.020377254537645e-9,-1.891752542563038e-10,-9.31949778596944e-15) Dual{Cells()}(-6.020377254537645e-9,-6.274484133670318e-13,-3.100926721813403e-17) Dual{Cells()}(-6.07309092796029e-9,-1.9597805768531447e-10,-8.610500515919117e-15) Dual{Cells()}(-6.07309092796029e-9,-1.1687132534257457e-6,-5.5041957959912854e-11) Dual{Cells()}(-6.07309092796029e-9,2.982407312618586e-6,1.4272002873964328e-10) Dual{Cells()}(-6.07309092796029e-9,-1.8133051049123946e-6,-7.536057699924339e-11) Dual{Cells()}(-6.07309092796029e-9,-1.9232507921842868e-10,-8.40915196094165e-15) Dual{Cells()}(-6.07309092796029e-9,-6.511435417954025e-13,-2.854110313739202e-17) Dual{Cells()}(8.033803483520183e-21,-5.2277322861460365e-11,-2.0312054573263336e-15) Dual{Cells()}(8.033803483520183e-21,-1.8133051049123946e-6,-8.046460998677032e-11) Dual{Cells()}(8.033803483520183e-21,5.601822672782441e-6,2.230905221000346e-10) Dual{Cells()}(8.033803483520183e-21,-3.7884138107841763e-6,-1.3849291702267077e-10) Dual{Cells()}(8.033803483520183e-21,-5.1303999133326246e-11,-1.9868767090502097e-15) Dual{Cells()}(8.033803483520183e-21,-1.7576387571895262e-13,-6.81817033472948e-18) Dual{Cells()}(-3.593376786300488e-21,-5.244871514419445e-11,-1.9103289055191184e-15) Dual{Cells()}(-3.593376786300488e-21,-3.7884138107841763e-6,-1.4558899639162845e-10) Dual{Cells()}(-3.593376786300488e-21,7.596849028404224e-6,2.7836336927418383e-10) Dual{Cells()}(-3.593376786300488e-21,-3.808331119961434e-6,-1.2966138611022467e-10) Dual{Cells()}(-3.593376786300488e-21,-5.147203328732274e-11,-1.870370379033516e-15) Dual{Cells()}(-3.593376786300488e-21,-1.7691018197232088e-13,-6.436006175216959e-18) Dual{Cells()}(4.489958983157709e-22,-5.248538584010803e-11,-1.786723053781877e-15) Dual{Cells()}(4.489958983157709e-22,-3.808331119961434e-6,-1.377262848538038e-10) Dual{Cells()}(4.489958983157709e-22,5.000418178467896e-6,1.651947959130862e-10) Dual{Cells()}(4.489958983157709e-22,-1.191982887255832e-6,-2.1982605753752458e-11) Dual{Cells()}(4.489958983157709e-22,-5.150825878804675e-11,-1.7512021473580734e-15) Dual{Cells()}(4.489958983157709e-22,-1.776060010218847e-13,-6.0420689326631175e-18) Dual{Cells()}(5.813364772455271e-9,-1.4137915060085295e-10,-3.683500444683184e-15) Dual{Cells()}(5.813364772455271e-9,-1.191982887255832e-6,-3.338602911873334e-11) Dual{Cells()}(5.813364772455271e-9,1.875457524656689e-6,4.773675991347388e-11) Dual{Cells()}(5.813364772455271e-9,-6.831940113253991e-7,-8.109147646539101e-12) Dual{Cells()}(5.813364772455271e-9,-1.3876222450935845e-10,-3.6294386317410006e-15) Dual{Cells()}(5.813364772455271e-9,-4.847003478135376e-13,-1.2651561726182082e-17) Dual{Cells()}(6.03052108525329e-9,-1.2909247894908474e-10,-2.2493389142515688e-15) Dual{Cells()}(6.03052108525329e-9,-6.831940113253991e-7,-1.7597557302157007e-11) Dual{Cells()}(6.03052108525329e-9,1.3195113187953491e-6,2.830406111609583e-11) Dual{Cells()}(6.03052108525329e-9,-6.360610023655376e-7,-6.1989592066844615e-12) Dual{Cells()}(6.03052108525329e-9,-1.2675982436900523e-10,-2.244035694998175e-15) Dual{Cells()}(6.03052108525329e-9,-4.528010942786762e-13,-7.950589917821822e-18) Dual{Cells()}(6.192023487424735e-9,-1.1712255924982497e-10,-1.5190776976366432e-15) Dual{Cells()}(6.192023487424735e-9,-6.360610023655376e-7,-1.1948462054204282e-11) Dual{Cells()}(6.192023487424735e-9,6.362936180493786e-7,1.4536648698022838e-11) Dual{Cells()}(6.192023487424735e-9,-1.1507289453955658e-10,-1.536662906890544e-15) Dual{Cells()}(6.192023487424735e-9,-4.202300516293156e-13,-5.528650024329799e-18) Dual{Cells()}(5.5247452267771406e-9,-1.2092384564876398e-10,-1.864212918018687e-15) Dual{Cells()}(5.5247452267771406e-9,6.755661833567394e-7,1.71123814006315e-11) Dual{Cells()}(5.5247452267771406e-9,-6.753260779183121e-7,-1.34543067717373e-11) Dual{Cells()}(5.5247452267771406e-9,-1.1873414696228174e-10,-1.8029069701808756e-15) Dual{Cells()}(5.5247452267771406e-9,-4.4744581630401985e-13,-6.840402026281958e-18) Dual{Cells()}(5.527582123440441e-9,-1.2675861877203165e-10,-2.417435893511172e-15) Dual{Cells()}(5.527582123440441e-9,-6.753260779183121e-7,-8.643224761972875e-12) Dual{Cells()}(5.527582123440441e-9,1.3997647449561563e-6,3.2656884442344815e-11) Dual{Cells()}(5.527582123440441e-9,-7.241869212042095e-7,-1.886351694017692e-11) Dual{Cells()}(5.527582123440441e-9,-1.2450777505986128e-10,-2.3528374048178716e-15) Dual{Cells()}(5.527582123440441e-9,-4.794398029762281e-13,-9.096883672974715e-18) Dual{Cells()}(5.488891596242138e-9,-1.3312557097002966e-10,-3.481798489874083e-15) Dual{Cells()}(5.488891596242138e-9,-7.241869212042095e-7,-1.063963768667293e-11) Dual{Cells()}(5.488891596242138e-9,1.994959171009017e-6,5.2377766590245583e-11) Dual{Cells()}(5.488891596242138e-9,-1.270507806610456e-6,-3.526226453539487e-11) Dual{Cells()}(5.488891596242138e-9,-1.3080306344995021e-10,-3.4115087738934478e-15) Dual{Cells()}(5.488891596242138e-9,-5.145599313145128e-13,-1.3436470097102014e-17) Dual{Cells()}(8.033369698374733e-22,-4.879981327028803e-11,-1.5971613888241234e-15) Dual{Cells()}(8.033369698374733e-22,-1.270507806610456e-6,-2.4856504080279265e-11) Dual{Cells()}(8.033369698374733e-22,5.375419467490513e-6,1.7147144767252306e-10) Dual{Cells()}(8.033369698374733e-22,-4.104814716311967e-6,-1.4176020013929933e-10) Dual{Cells()}(8.033369698374733e-22,-4.7953809137207396e-11,-1.5700497159059503e-15) Dual{Cells()}(8.033369698374733e-22,-1.9094568253827354e-13,-6.2504719172725935e-18) Dual{Cells()}(-6.056218202884764e-22,-4.870278875396711e-11,-1.6889978082294802e-15) Dual{Cells()}(-6.056218202884764e-22,-4.104814716311967e-6,-1.3390136672379056e-10) Dual{Cells()}(-6.056218202884764e-22,8.210007760795774e-6,2.8648389852521196e-10) Dual{Cells()}(-6.056218202884764e-22,-4.105096291346969e-6,-1.495374862038058e-10) Dual{Cells()}(-6.056218202884764e-22,-4.785920880827153e-11,-1.661474858958019e-15) Dual{Cells()}(-6.056218202884764e-22,-1.911392760991779e-13,-6.632270245405903e-18) Dual{Cells()}(4.376601311908132e-22,-4.85127571100371e-11,-1.778269973903476e-15) Dual{Cells()}(4.376601311908132e-22,-4.105096291346969e-6,-1.4241224193975162e-10) Dual{Cells()}(4.376601311908132e-22,6.097153165568975e-6,2.290703657683639e-10) Dual{Cells()}(4.376601311908132e-22,-1.991960497500675e-6,-8.285629445386674e-11) Dual{Cells()}(4.376601311908132e-22,-4.7672999285917436e-11,-1.750366430663566e-15) Dual{Cells()}(4.376601311908132e-22,-1.9096493498797524e-13,-7.006154520268664e-18) Dual{Cells()}(-5.466025699868451e-9,-1.810373677422715e-10,-7.372136706031076e-15) Dual{Cells()}(-5.466025699868451e-9,-1.991960497500675e-6,-7.72177881921215e-11) Dual{Cells()}(-5.466025699868451e-9,3.3048837658627155e-6,1.47675847016425e-10) Dual{Cells()}(-5.466025699868451e-9,-1.3125635976991894e-6,-5.737249432520197e-11) Dual{Cells()}(-5.466025699868451e-9,-1.779128523027378e-10,-7.264364240154253e-15) Dual{Cells()}(-5.466025699868451e-9,-7.204428059817208e-13,-2.9380791386909314e-17) Dual{Cells()}(-5.5119329788568766e-9,-1.7631977760647658e-10,-7.951655434632177e-15) Dual{Cells()}(-5.5119329788568766e-9,-1.3125635976991894e-6,-5.4369941382421146e-11) Dual{Cells()}(-5.5119329788568766e-9,2.619374614781511e-6,1.277455218545133e-10) Dual{Cells()}(-5.5119329788568766e-9,-1.3064606884128964e-6,-6.093096023440675e-11) Dual{Cells()}(-5.5119329788568766e-9,-1.7329398366886802e-10,-7.843186109057337e-15) Dual{Cells()}(-5.5119329788568766e-9,-7.149081497945979e-13,-3.230467981131754e-17) Dual{Cells()}(-5.563180025292402e-9,-1.7280656882692866e-10,-8.185802711952754e-15) Dual{Cells()}(-5.563180025292402e-9,-1.3064606884128964e-6,-5.982449077001535e-11) Dual{Cells()}(-5.563180025292402e-9,1.3068040702590365e-6,7.157773194033126e-11) Dual{Cells()}(-5.563180025292402e-9,-1.6986150947095886e-10,-8.07828757358416e-15) Dual{Cells()}(-5.563180025292402e-9,-7.137678422004631e-13,-3.3885507121040554e-17) Dual{Cells()}(-6.766579302240806e-9,-1.6605873884008073e-10,-8.652510136293304e-15) Dual{Cells()}(-6.766579302240806e-9,1.309777839881037e-6,7.716664372452043e-11) Dual{Cells()}(-6.766579302240806e-9,-1.3094477344565445e-6,-6.559926209929758e-11) Dual{Cells()}(-6.766579302240806e-9,-1.6333960711353872e-10,-8.468605738763099e-15) Dual{Cells()}(-6.766579302240806e-9,-7.070785388386834e-13,-3.675069027249801e-17) Dual{Cells()}(-6.8441078188420556e-9,-1.6726351729643305e-10,-8.223644000083951e-15) Dual{Cells()}(-6.8441078188420556e-9,-1.3094477344565445e-6,-6.635801517166183e-11) Dual{Cells()}(-6.8441078188420556e-9,2.6590810794524343e-6,1.3967295496449733e-10) Dual{Cells()}(-6.8441078188420556e-9,-1.34930081628248e-6,-6.04155607843578e-11) Dual{Cells()}(-6.8441078188420556e-9,-1.6454000152767188e-10,-8.053117592140503e-15) Dual{Cells()}(-6.8441078188420556e-9,-7.251945857440919e-13,-3.5573352968285926e-17) Dual{Cells()}(-6.895999448411609e-9,-1.7012156947057064e-10,-7.425204016537347e-15) Dual{Cells()}(-6.895999448411609e-9,-1.34930081628248e-6,-6.31681456375106e-11) Dual{Cells()}(-6.895999448411609e-9,3.43968748272649e-6,1.6368486613544302e-10) Dual{Cells()}(-6.895999448411609e-9,-2.0900484332648703e-6,-8.636132427495697e-11) Dual{Cells()}(-6.895999448411609e-9,-1.673607131040277e-10,-7.278863748201267e-15) Dual{Cells()}(-6.895999448411609e-9,-7.508965649963195e-13,-3.27147172025462e-17) Dual{Cells()}(-1.0691285183440874e-21,-4.538753808904017e-11,-1.754503420571718e-15) Dual{Cells()}(-1.0691285183440874e-21,-2.0900484332648703e-6,-9.22675692324406e-11) Dual{Cells()}(-1.0691285183440874e-21,6.45226791384791e-6,2.557218200350605e-10) Dual{Cells()}(-1.0691285183440874e-21,-4.362129238834335e-6,-1.5876107906797112e-10) Dual{Cells()}(-1.0691285183440874e-21,-4.465180366202319e-11,-1.721964135561996e-15) Dual{Cells()}(-1.0691285183440874e-21,-2.0240695388260573e-13,-7.81452626228272e-18) Dual{Cells()}(-2.4185032432817264e-21,-4.5535509460073776e-11,-1.6513550295988743e-15) Dual{Cells()}(-2.4185032432817264e-21,-4.362129238834335e-6,-1.6689726555064576e-10) Dual{Cells()}(-2.4185032432817264e-21,8.745452917999746e-6,3.1913603833779957e-10) Dual{Cells()}(-2.4185032432817264e-21,-4.3832331427023554e-6,-1.4868645625399703e-10) Dual{Cells()}(-2.4185032432817264e-21,-4.47973166148216e-11,-1.6218420810123858e-15) Dual{Cells()}(-2.4185032432817264e-21,-2.0363698146532329e-13,-7.378242798586575e-18) Dual{Cells()}(3.9746432329956453e-22,-4.556902029115948e-11,-1.545840083900198e-15) Dual{Cells()}(3.9746432329956453e-22,-4.3832331427023554e-6,-1.5790847636607664e-10) Dual{Cells()}(3.9746432329956453e-22,5.753999427292391e-6,1.8951123003953626e-10) Dual{Cells()}(3.9746432329956453e-22,-1.3706756807267254e-6,-2.5388844145479402e-11) Dual{Cells()}(3.9746432329956453e-22,-4.4830484077410706e-11,-1.5194030448899701e-15) Dual{Cells()}(3.9746432329956453e-22,-2.0435894075299531e-13,-6.928852358599839e-18) Dual{Cells()}(6.623202201921345e-9,-1.2284460285434245e-10,-3.201415756931715e-15) Dual{Cells()}(6.623202201921345e-9,-1.3706756807267254e-6,-3.8355042883658015e-11) Dual{Cells()}(6.623202201921345e-9,2.1563612667461154e-6,5.5013773078700244e-11) Dual{Cells()}(6.623202201921345e-9,-7.854413203289363e-7,-9.504659807777835e-12) Dual{Cells()}(6.623202201921345e-9,-1.2086389130951066e-10,-3.158984404469129e-15) Dual{Cells()}(6.623202201921345e-9,-5.571962898881584e-13,-1.4541174810239314e-17) Dual{Cells()}(6.8563524321838326e-9,-1.1252377003849045e-10,-1.9771031853022922e-15) Dual{Cells()}(6.8563524321838326e-9,-7.854413203289363e-7,-2.025011504295763e-11) Dual{Cells()}(6.8563524321838326e-9,1.5174061250086626e-6,3.277936706009982e-11) Dual{Cells()}(6.8563524321838326e-9,-7.317410136480025e-7,-7.313805144466152e-12) Dual{Cells()}(6.8563524321838326e-9,-1.1074663391715807e-10,-1.968677488308006e-15) Dual{Cells()}(6.8563524321838326e-9,-5.206277679722638e-13,-9.201624799224004e-18) Dual{Cells()}(7.027052864929962e-9,-1.0250561151948898e-10,-1.351922670239547e-15) Dual{Cells()}(7.027052864929962e-9,-7.317410136480025e-7,-1.3809635025931254e-11) Dual{Cells()}(7.027052864929962e-9,7.319449328857784e-7,1.6870318361766173e-11) Dual{Cells()}(7.027052864929962e-9,-1.009298945896595e-10,-1.3596799422189123e-15) Dual{Cells()}(7.027052864929962e-9,-4.837316667674831e-13,-6.449513712877688e-18) Dual{Cells()}(6.362829798456097e-9,-1.0537171547335422e-10,-1.610442109201083e-15) Dual{Cells()}(6.362829798456097e-9,7.711165297534571e-7,1.9441236112578314e-11) Dual{Cells()}(6.362829798456097e-9,-7.709069432371435e-7,-1.5313936251838553e-11) Dual{Cells()}(6.362829798456097e-9,-1.0370396801275951e-10,-1.5661538827335388e-15) Dual{Cells()}(6.362829798456097e-9,-5.108328275397394e-13,-7.75825409364874e-18) Dual{Cells()}(6.355951273588339e-9,-1.10739880834845e-10,-2.101785564715794e-15) Dual{Cells()}(6.355951273588339e-9,-7.709069432371435e-7,-9.753400518465754e-12) Dual{Cells()}(6.355951273588339e-9,1.5975520663487338e-6,3.712558941219455e-11) Dual{Cells()}(6.355951273588339e-9,-8.264248184749737e-7,-2.151587316825953e-11) Dual{Cells()}(6.355951273588339e-9,-1.0901751344157769e-10,-2.0542851272447354e-15) Dual{Cells()}(6.355951273588339e-9,-5.472423404040161e-13,-1.0346472274408197e-17) Dual{Cells()}(6.300719685902377e-9,-1.1656643751952528e-10,-3.0472615335013633e-15) Dual{Cells()}(6.300719685902377e-9,-8.264248184749737e-7,-1.2030157679417866e-11) Dual{Cells()}(6.300719685902377e-9,2.2758726985453905e-6,5.965814786597978e-11) Dual{Cells()}(6.300719685902377e-9,-1.4492159449212814e-6,-4.023682144063407e-11) Dual{Cells()}(6.300719685902377e-9,-1.147816454845319e-10,-2.9940898124469753e-15) Dual{Cells()}(6.300719685902377e-9,-5.870661311625531e-13,-1.5328257917502018e-17) Dual{Cells()}(1.4760488731383255e-22,-4.27638664625408e-11,-1.402187720438998e-15) Dual{Cells()}(1.4760488731383255e-22,-1.4492159449212814e-6,-2.826621096229977e-11) Dual{Cells()}(1.4760488731383255e-22,6.128896123058095e-6,1.9582383976494866e-10) Dual{Cells()}(1.4760488731383255e-22,-4.679595083860865e-6,-1.6196984113298463e-10) Dual{Cells()}(1.4760488731383255e-22,-4.211271388841072e-11,-1.3812466584167847e-15) Dual{Cells()}(1.4760488731383255e-22,-2.1769559698997336e-13,-7.138776861654905e-18) Dual{Cells()}(7.899627356463266e-22,-4.268355214222164e-11,-1.4837574524182915e-15) Dual{Cells()}(7.899627356463266e-22,-4.679595083860865e-6,-1.529567628443274e-10) Dual{Cells()}(7.899627356463266e-22,9.358303309719203e-6,3.273166540138315e-10) Dual{Cells()}(7.899627356463266e-22,-4.678623290328368e-6,-1.7087384987503016e-10) Dual{Cells()}(7.899627356463266e-22,-4.203411780716127e-11,-1.4623849214139928e-15) Dual{Cells()}(7.899627356463266e-22,-2.1786002007377267e-13,-7.57616822163813e-18) Dual{Cells()}(-2.7358837201478e-22,-4.2520359741146765e-11,-1.5630830254814809e-15) Dual{Cells()}(-2.7358837201478e-22,-4.678623290328368e-6,-1.627129378865183e-10) Dual{Cells()}(-2.7358837201478e-22,6.947254703486607e-6,2.617474316643832e-10) Dual{Cells()}(-2.7358837201478e-22,-2.26854680144147e-6,-9.466869304784097e-11) Dual{Cells()}(-2.7358837201478e-22,-4.187375839850778e-11,-1.541304071091816e-15) Dual{Cells()}(-2.7358837201478e-22,-2.1759862897655838e-13,-8.004290663107126e-18) Dual{Cells()}(-6.291696471819765e-9,-1.5873389138362712e-10,-6.4886189791406294e-15) Dual{Cells()}(-6.291696471819765e-9,-2.26854680144147e-6,-8.823609175371398e-11) Dual{Cells()}(-6.291696471819765e-9,3.7618749173262236e-6,1.6866392552012005e-10) Dual{Cells()}(-6.291696471819765e-9,-1.4930122356341712e-6,-6.550432190543973e-11) Dual{Cells()}(-6.291696471819765e-9,-1.563262256403614e-10,-6.403629882737344e-15) Dual{Cells()}(-6.291696471819765e-9,-8.201335583395186e-13,-3.356162102142783e-17) Dual{Cells()}(-6.33839511599774e-9,-1.547074233813596e-10,-7.010518246425127e-15) Dual{Cells()}(-6.33839511599774e-9,-1.4930122356341712e-6,-6.209797225476525e-11) Dual{Cells()}(-6.33839511599774e-9,2.9772124913955307e-6,1.4577449500640935e-10) Dual{Cells()}(-6.33839511599774e-9,-1.4838923633109668e-6,-6.951691157335197e-11) Dual{Cells()}(-6.33839511599774e-9,-1.523724619086824e-10,-6.924024161497189e-15) Dual{Cells()}(-6.33839511599774e-9,-8.125651026985746e-13,-3.6875797599821257e-17) Dual{Cells()}(-6.389362112866479e-9,-1.5175520820254675e-10,-7.226792304990428e-15) Dual{Cells()}(-6.389362112866479e-9,-1.4838923633109668e-6,-6.827410310284273e-11) Dual{Cells()}(-6.389362112866479e-9,1.4841944073383133e-6,8.161118012033282e-11) Dual{Cells()}(-6.389362112866479e-9,-1.494786650296625e-10,-7.140475878583404e-15) Dual{Cells()}(-6.389362112866479e-9,-8.101541142593414e-13,-3.864461099715456e-17) Dual{Cells()}(-7.591689717767184e-9,-1.465379167599504e-10,-7.584603711447707e-15) Dual{Cells()}(-7.591689717767184e-9,1.4872569476766035e-6,8.71965607609333e-11) Dual{Cells()}(-7.591689717767184e-9,-1.4869651911412935e-6,-7.404284466842423e-11) Dual{Cells()}(-7.591689717767184e-9,-1.4441505859197507e-10,-7.44642710586251e-15) Dual{Cells()}(-7.591689717767184e-9,-8.035599580870126e-13,-4.14905869266746e-17) Dual{Cells()}(-7.669256439121578e-9,-1.4770054888231437e-10,-7.217958125043495e-15) Dual{Cells()}(-7.669256439121578e-9,-1.4869651911412935e-6,-7.494062733390554e-11) Dual{Cells()}(-7.669256439121578e-9,3.0170803269211685e-6,1.576931428444393e-10) Dual{Cells()}(-7.669256439121578e-9,-1.52982104066845e-6,-6.813677350940717e-11) Dual{Cells()}(-7.669256439121578e-9,-1.4557162786682258e-10,-7.089363471095118e-15) Dual{Cells()}(-7.669256439121578e-9,-8.229346757827359e-13,-4.012581472741469e-17) Dual{Cells()}(-7.720442811140511e-9,-1.502849054538113e-10,-6.527388671987019e-15) Dual{Cells()}(-7.720442811140511e-9,-1.52982104066845e-6,-7.12973257189708e-11) Dual{Cells()}(-7.720442811140511e-9,3.896833513265448e-6,1.8466162320679931e-10) Dual{Cells()}(-7.720442811140511e-9,-2.366713211593365e-6,-9.737055765828653e-11) Dual{Cells()}(-7.720442811140511e-9,-1.481254554748669e-10,-6.4162878558264876e-15) Dual{Cells()}(-7.720442811140511e-9,-8.506427041180082e-13,-3.6879094257602026e-17) Dual{Cells()}(-3.702516159543471e-21,-4.010095613550489e-11,-1.5442929718122008e-15) Dual{Cells()}(-3.702516159543471e-21,-2.366713211593365e-6,-1.0407547988675563e-10) Dual{Cells()}(-3.702516159543471e-21,7.30252201233543e-6,2.883747152202983e-10) Dual{Cells()}(-3.702516159543471e-21,-4.93572894533234e-6,-1.7904396600057712e-10) Dual{Cells()}(-3.702516159543471e-21,-3.9525405043289265e-11,-1.5193941422959884e-15) Dual{Cells()}(-3.702516159543471e-21,-2.290485468253899e-13,-8.809100091729307e-18) Dual{Cells()}(-1.2116822724838047e-22,-4.02314195249447e-11,-1.4543375009215843e-15) Dual{Cells()}(-1.2116822724838047e-22,-4.93572894533234e-6,-1.882185171000546e-10) Dual{Cells()}(-1.2116822724838047e-22,9.893859872509862e-6,3.599359781988444e-10) Dual{Cells()}(-1.2116822724838047e-22,-4.95805081140993e-6,-1.6772491532138608e-10) Dual{Cells()}(-1.2116822724838047e-22,-3.965398552279985e-11,-1.4316446051747361e-15) Dual{Cells()}(-1.2116822724838047e-22,-2.3036254448299077e-13,-8.319046825589335e-18) Dual{Cells()}(3.43618419714057e-22,-4.026241321966817e-11,-1.3622929008687319e-15) Dual{Cells()}(3.43618419714057e-22,-4.95805081140993e-6,-1.7810309355592638e-10) Dual{Cells()}(3.43618419714057e-22,6.5075034047122234e-6,2.1384344784067083e-10) Dual{Cells()}(3.43618419714057e-22,-1.5493724150794105e-6,-2.879583708949452e-11) Dual{Cells()}(3.43618419714057e-22,-3.968469877160235e-11,-1.3418436269617622e-15) Dual{Cells()}(3.43618419714057e-22,-2.311108922828975e-13,-7.814572362736229e-18) Dual{Cells()}(7.43408338002413e-9,-1.0860561475072454e-10,-2.8308852040944656e-15) Dual{Cells()}(7.43408338002413e-9,-1.5493724150794105e-6,-4.3326339851273844e-11) Dual{Cells()}(7.43408338002413e-9,2.4372691102819395e-6,6.229144996852554e-11) Dual{Cells()}(7.43408338002413e-9,-8.876804054296159e-7,-1.0897099280054396e-11) Dual{Cells()}(7.43408338002413e-9,-1.0705446689902421e-10,-2.7967446162982967e-15) Dual{Cells()}(7.43408338002413e-9,-6.296912632530177e-13,-1.64317731788824e-17) Dual{Cells()}(7.683536020188523e-9,-9.972017770006597e-11,-1.7628767849622693e-15) Dual{Cells()}(7.683536020188523e-9,-8.876804054296159e-7,-2.2902361997435646e-11) Dual{Cells()}(7.683536020188523e-9,1.7152467721707762e-6,3.725042699922935e-11) Dual{Cells()}(7.683536020188523e-9,-8.273677367313305e-7,-8.425437458218135e-12) Dual{Cells()}(7.683536020188523e-9,-9.832138738958915e-11,-1.7536487576981148e-15) Dual{Cells()}(7.683536020188523e-9,-5.884447401138247e-13,-1.0458378500184879e-17) Dual{Cells()}(7.863721918001496e-9,-9.11192642206937e-11,-1.2164173464861242e-15) Dual{Cells()}(7.863721918001496e-9,-8.273677367313305e-7,-1.5669515878946293e-11) Dual{Cells()}(7.863721918001496e-9,8.275492736666322e-7,1.920084309145583e-11) Dual{Cells()}(7.863721918001496e-9,-8.987047125338561e-11,-1.2191654423274912e-15) Dual{Cells()}(7.863721918001496e-9,-5.471998276807123e-13,-7.378777231765083e-18) Dual{Cells()}(7.201638808527543e-9,-9.335790155546865e-11,-1.4172413875396843e-15) Dual{Cells()}(7.201638808527543e-9,8.666465194077357e-7,2.1768049556819474e-11) Dual{Cells()}(7.201638808527543e-9,-8.66460541712135e-7,-1.7172483340907942e-11) Dual{Cells()}(7.201638808527543e-9,-9.204558564759496e-11,-1.3838692845634577e-15) Dual{Cells()}(7.201638808527543e-9,-5.742083975658385e-13,-8.682183060375132e-18) Dual{Cells()}(7.184912075502815e-9,-9.831259494502916e-11,-1.8589777748213846e-15) Dual{Cells()}(7.184912075502815e-9,-8.66460541712135e-7,-1.0861420176752436e-11) Dual{Cells()}(7.184912075502815e-9,1.7953116683875982e-6,4.159144582218223e-11) Dual{Cells()}(7.184912075502815e-9,-9.286552466926606e-7,-2.416776419241734e-11) Dual{Cells()}(7.184912075502815e-9,-9.695234968214789e-11,-1.8226543283308758e-15) Dual{Cells()}(7.184912075502815e-9,-6.150381754104372e-13,-1.1600031491343335e-17) Dual{Cells()}(7.112993633718872e-9,-1.036698533706641e-10,-2.7091947865361367e-15) Dual{Cells()}(7.112993633718872e-9,-9.286552466926606e-7,-1.3418771898930287e-11) Dual{Cells()}(7.112993633718872e-9,2.556784066503417e-6,6.693746865812621e-11) Dual{Cells()}(7.112993633718872e-9,-1.6279222347643745e-6,-4.521165540820261e-11) Dual{Cells()}(7.112993633718872e-9,-1.0225562450549512e-10,-2.6675903170887652e-15) Dual{Cells()}(7.112993633718872e-9,-6.595685056347607e-13,-1.722002819765761e-17) Dual{Cells()}(5.802435717441157e-22,-3.805621223651186e-11,-1.2496414613351688e-15) Dual{Cells()}(5.802435717441157e-22,-1.6279222347643745e-6,-3.167513523924279e-11) Dual{Cells()}(5.802435717441157e-22,6.882328077672698e-6,2.2017991513962547e-10) Dual{Cells()}(5.802435717441157e-22,-5.254330002633098e-6,-1.8218285492732956e-10) Dual{Cells()}(5.802435717441157e-22,-3.7539617906469195e-11,-1.2329863644237361e-15) Dual{Cells()}(5.802435717441157e-22,-2.4444508231777377e-13,-8.025901777773634e-18) Dual{Cells()}(-1.2690921612866794e-22,-3.7987948100241567e-11,-1.3229884944607657e-15) Dual{Cells()}(-1.2690921612866794e-22,-5.254330002633098e-6,-1.7201548220660258e-10) Dual{Cells()}(-1.2690921612866794e-22,1.0506500411565806e-5,3.6815691499236844e-10) Dual{Cells()}(-1.2690921612866794e-22,-5.252094703781263e-6,-1.922140034856933e-10) Dual{Cells()}(-1.2690921612866794e-22,-3.747262262176216e-11,-1.3059202657762512e-15) Dual{Cells()}(-1.2690921612866794e-22,-2.4458072338506624e-13,-8.518583866572722e-18) Dual{Cells()}(1.1864548793880712e-22,-3.78449611816948e-11,-1.3943407241473216e-15) Dual{Cells()}(1.1864548793880712e-22,-5.252094703781263e-6,-1.8301767940886368e-10) Dual{Cells()}(1.1864548793880712e-22,7.797274392767517e-6,2.94431180528745e-10) Dual{Cells()}(1.1864548793880712e-22,-2.545104267979841e-6,-1.0648297171558298e-10) Dual{Cells()}(1.1864548793880712e-22,-3.7331812512388966e-11,-1.3768799420096516e-15) Dual{Cells()}(1.1864548793880712e-22,-2.442327172015545e-13,-9.00065861818253e-18) Dual{Cells()}(-7.118078213903286e-9,-1.4132011747644954e-10,-5.7940763059275485e-15) Dual{Cells()}(-7.118078213903286e-9,-2.545104267979841e-6,-9.925719723547984e-11) Dual{Cells()}(-7.118078213903286e-9,4.21882319435196e-6,1.896564167081636e-10) Dual{Cells()}(-7.118078213903286e-9,-1.6734372782231054e-6,-7.363729998911226e-11) Dual{Cells()}(-7.118078213903286e-9,-1.3940820171334081e-10,-5.725403573183329e-15) Dual{Cells()}(-7.118078213903286e-9,-9.198298244526114e-13,-3.7733713905077e-17) Dual{Cells()}(-7.165438887347375e-9,-1.3781107754088522e-10,-6.26833501371761e-15) Dual{Cells()}(-7.165438887347375e-9,-1.6734372782231054e-6,-6.982816409181483e-11) Dual{Cells()}(-7.165438887347375e-9,3.3350068592277683e-6,1.6380686506741855e-10) Dual{Cells()}(-7.165438887347375e-9,-1.6612949049357753e-6,-7.810401622652822e-11) Dual{Cells()}(-7.165438887347375e-9,-1.3595475799798121e-10,-6.197861167150763e-15) Dual{Cells()}(-7.165438887347375e-9,-9.10233348936349e-13,-4.143618122061574e-17) Dual{Cells()}(-7.2159977352792275e-9,-1.3527189486123916e-10,-6.468590201371972e-15) Dual{Cells()}(-7.2159977352792275e-9,-1.6612949049357753e-6,-7.672556966415622e-11) Dual{Cells()}(-7.2159977352792275e-9,1.6615645429520818e-6,9.164617791342612e-11) Dual{Cells()}(-7.2159977352792275e-9,-1.3345956543554673e-10,-6.397903782747169e-15) Dual{Cells()}(-7.2159977352792275e-9,-9.065560096454895e-13,-4.339192295101038e-17) Dual{Cells()}(-8.418370653233645e-9,-1.3111506825460917e-10,-6.751938954284328e-15) Dual{Cells()}(-8.418370653233645e-9,1.66466380049256e-6,9.723238254046375e-11) Dual{Cells()}(-8.418370653233645e-9,-1.6644023734238823e-6,-8.249374969575269e-11) Dual{Cells()}(-8.418370653233645e-9,-1.2941211601858864e-10,-6.644392663296972e-15) Dual{Cells()}(-8.418370653233645e-9,-8.998844043718999e-13,-4.62751543482946e-17) Dual{Cells()}(-8.496191769356032e-9,-1.3222702031788414e-10,-6.432046374627098e-15) Dual{Cells()}(-8.496191769356032e-9,-1.6644023734238823e-6,-8.352868917165222e-11) Dual{Cells()}(-8.496191769356032e-9,3.374944499891216e-6,1.7572575874075284e-10) Dual{Cells()}(-8.496191769356032e-9,-1.7102784614060156e-6,-7.586532120757663e-11) Dual{Cells()}(-8.496191769356032e-9,-1.305174973934517e-10,-6.331658824028432e-15) Dual{Cells()}(-8.496191769356032e-9,-9.205436069847306e-13,-4.472070885546698e-17) Dual{Cells()}(-8.546753889748332e-9,-1.345860823145982e-10,-5.823810488244899e-15) Dual{Cells()}(-8.546753889748332e-9,-1.7102784614060156e-6,-7.943118580803958e-11) Dual{Cells()}(-8.546753889748332e-9,4.3538560160258875e-6,2.0565305072348013e-10) Dual{Cells()}(-8.546753889748332e-9,-2.6433091671005132e-6,-1.0838917897972751e-10) Dual{Cells()}(-8.546753889748332e-9,-1.3285112856688809e-10,-5.736602585620928e-15) Dual{Cells()}(-8.546753889748332e-9,-9.503084772513584e-13,-4.107932324230096e-17) Dual{Cells()}(-2.9814642736094174e-21,-3.591657809193718e-11,-1.3791797509219754e-15) Dual{Cells()}(-2.9814642736094174e-21,-2.6433091671005132e-6,-1.1589034907353668e-10) Dual{Cells()}(-2.9814642736094174e-21,8.152620347181648e-6,3.210516816469506e-10) Dual{Cells()}(-2.9814642736094174e-21,-5.509239553723595e-6,-1.993420799067581e-10) Dual{Cells()}(-2.9814642736094174e-21,-3.5454099375202766e-11,-1.3595107778781047e-15) Dual{Cells()}(-2.9814642736094174e-21,-2.556800713437871e-13,-9.810996362159685e-18) Dual{Cells()}(3.988381378188701e-21,-3.603344673447215e-11,-1.2994176354188303e-15) Dual{Cells()}(3.988381378188701e-21,-5.509239553723595e-6,-2.095543641972279e-10) Dual{Cells()}(3.988381378188701e-21,1.1042119241022265e-5,4.007643821317174e-10) Dual{Cells()}(3.988381378188701e-21,-5.532807827294551e-6,-1.867763490433971e-10) Dual{Cells()}(3.988381378188701e-21,-3.556947465843326e-11,-1.2814214530991256e-15) Dual{Cells()}(3.988381378188701e-21,-2.570827256619984e-13,-9.265932835772746e-18) Dual{Cells()}(-2.137114816584513e-22,-3.606236350930839e-11,-1.2177850158091282e-15) Dual{Cells()}(-2.137114816584513e-22,-5.532807827294551e-6,-1.983108657897923e-10) Dual{Cells()}(-2.137114816584513e-22,7.260949892697198e-6,2.3819003641097836e-10) Dual{Cells()}(-2.137114816584513e-22,-1.7280701470245488e-6,-3.220127088396455e-11) Dual{Cells()}(-2.137114816584513e-22,-3.5598153186491926e-11,-1.2014911444338195e-15) Dual{Cells()}(-2.137114816584513e-22,-2.578614033548671e-13,-8.70503969418336e-18) Dual{Cells()}(8.246426771646105e-9,-9.732405179956799e-11,-2.5371858754323507e-15) Dual{Cells()}(8.246426771646105e-9,-1.7280701470245488e-6,-4.829895669439823e-11) Dual{Cells()}(8.246426771646105e-9,2.718167949814834e-6,6.956669425413081e-11) Dual{Cells()}(8.246426771646105e-9,-9.899037000344208e-7,-1.2284736249141681e-11) Dual{Cells()}(8.246426771646105e-9,-9.607650690937054e-11,-2.5091498456414486e-15) Dual{Cells()}(8.246426771646105e-9,-7.021971554196476e-13,-1.832031289077128e-17) Dual{Cells()}(8.512468766755043e-9,-8.952863846829492e-11,-1.5899849793572694e-15) Dual{Cells()}(8.512468766755043e-9,-9.899037000344208e-7,-2.5553583941678816e-11) Dual{Cells()}(8.512468766755043e-9,1.9130110782421476e-6,4.171426918144696e-11) Dual{Cells()}(8.512468766755043e-9,-9.229287942186419e-7,-9.531984235999585e-12) Dual{Cells()}(8.512468766755043e-9,-8.83991396281719e-11,-1.5809145548091148e-15) Dual{Cells()}(8.512468766755043e-9,-6.562109883641741e-13,-1.1692758379619945e-17) Dual{Cells()}(8.702390178813884e-9,-8.199891953148261e-11,-1.1046238676031951e-15) Dual{Cells()}(8.702390178813884e-9,-9.229287942186419e-7,-1.752689767119457e-11) Dual{Cells()}(8.702390178813884e-9,9.230923888288946e-7,2.152633230317383e-11) Dual{Cells()}(8.702390178813884e-9,-8.098517751091162e-11,-1.104742001649506e-15) Dual{Cells()}(8.702390178813884e-9,-6.1051321022025e-13,-8.274665422446683e-18) Dual{Cells()}(8.049347234099981e-9,-8.427118472608983e-11,-1.2723710219039205e-15) Dual{Cells()}(8.049347234099981e-9,9.70809892538102e-7,2.4838701236321935e-11) Dual{Cells()}(8.049347234099981e-9,-9.706368141822705e-7,-1.9690755718519862e-11) Dual{Cells()}(8.049347234099981e-9,-8.816274687419789e-11,-1.937265766657655e-15) Dual{Cells()}(8.049347234099981e-9,-6.444242312278599e-13,-1.0047177700855777e-17) Dual{Cells()}(8.023115689133397e-9,-8.871220452690943e-11,-1.6737334396764056e-15) Dual{Cells()}(8.023115689133397e-9,-9.706368141822705e-7,-1.271313934413893e-11) Dual{Cells()}(8.023115689133397e-9,2.006679043386015e-6,4.7541902183657074e-11) Dual{Cells()}(8.023115689133397e-9,-1.0358620275034005e-6,-2.745691856123668e-11) Dual{Cells()}(8.023115689133397e-9,-9.080192166878296e-11,-2.4102809315747135e-15) Dual{Cells()}(8.023115689133397e-9,-6.875741480579514e-13,-1.3308984921170712e-17) Dual{Cells()}(7.934557709225879e-9,-9.346526503160487e-11,-2.443898003024728e-15) Dual{Cells()}(7.934557709225879e-9,-1.0358620275034005e-6,-1.5632108762902582e-11) Dual{Cells()}(7.934557709225879e-9,2.8465530093183646e-6,7.621297434248147e-11) Dual{Cells()}(7.934557709225879e-9,-1.8105038877846592e-6,-5.1265057124273745e-11) Dual{Cells()}(7.934557709225879e-9,-9.289483480748885e-11,-3.294994741700722e-15) Dual{Cells()}(7.934557709225879e-9,-7.339304662951265e-13,-1.9562640838840574e-17) Dual{Cells()}(-5.533858492818929e-22,-3.428244809782387e-11,-1.1277688810554058e-15) Dual{Cells()}(-5.533858492818929e-22,-1.8105038877846592e-6,-3.644283620856586e-11) Dual{Cells()}(-5.533858492818929e-22,7.638044284989887e-6,2.4904960368699965e-10) Dual{Cells()}(-5.533858492818929e-22,-5.827472432468584e-6,-2.0554943760678825e-10) Dual{Cells()}(-5.533858492818929e-22,-3.3411087559914044e-11,-1.4664661429127187e-15) Dual{Cells()}(-5.533858492818929e-22,-2.712009869270641e-13,-9.070193887042934e-18) Dual{Cells()}(1.0964044759255967e-21,-3.4212704096298345e-11,-1.194026370741279e-15) Dual{Cells()}(1.0964044759255967e-21,-5.827472432468584e-6,-1.945092043196442e-10) Dual{Cells()}(1.0964044759255967e-21,1.1648173660533859e-5,4.1554361447936577e-10) Dual{Cells()}(1.0964044759255967e-21,-5.820633574438422e-6,-2.1665971313216267e-10) Dual{Cells()}(1.0964044759255967e-21,-3.316977685232371e-11,-1.5412884543842327e-15) Dual{Cells()}(1.0964044759255967e-21,-2.7114590327162833e-13,-9.61706991712657e-18) Dual{Cells()}(-2.705502604094949e-22,-3.407561660923889e-11,-1.2584943393632598e-15) Dual{Cells()}(-2.705502604094949e-22,-5.820633574438422e-6,-2.0671525145689705e-10) Dual{Cells()}(-2.705502604094949e-22,8.636948187785409e-6,3.3184297491541135e-10) Dual{Cells()}(-2.705502604094949e-22,-2.816247398680236e-6,-1.1961340716755686e-10) Dual{Cells()}(-2.705502604094949e-22,-3.2868491507952744e-11,-1.6135972525504259e-15) Dual{Cells()}(-2.705502604094949e-22,-2.70558631908463e-13,-1.0151974362326166e-17) Dual{Cells()}(-7.971947387640772e-9,-1.272033160193792e-10,-5.231325181421095e-15) Dual{Cells()}(-7.971947387640772e-9,-2.816247398680236e-6,-1.1190075655243887e-10) Dual{Cells()}(-7.971947387640772e-9,4.665369370760505e-6,2.1307779716782418e-10) Dual{Cells()}(-7.971947387640772e-9,-1.8488723026485275e-6,-8.2665131409389e-11) Dual{Cells()}(-7.971947387640772e-9,-1.2144884297834918e-10,-6.624022446711777e-15) Dual{Cells()}(-7.971947387640772e-9,-1.0172727439292627e-12,-4.248605480647865e-17) Dual{Cells()}(-8.018608793270143e-9,-1.2403224389485662e-10,-5.663406724233496e-15) Dual{Cells()}(-8.018608793270143e-9,-1.8488723026485275e-6,-7.86709766224837e-11) Dual{Cells()}(-8.018608793270143e-9,3.6814561143679694e-6,1.8377780826940033e-10) Dual{Cells()}(-8.018608793270143e-9,-1.8323416020362686e-6,-8.761810980438919e-11) Dual{Cells()}(-8.018608793270143e-9,-1.1717282920640622e-10,-7.081167950981145e-15) Dual{Cells()}(-8.018608793270143e-9,-1.0046100720392776e-12,-4.6568617276148855e-17) Dual{Cells()}(-8.068385898902208e-9,-1.2177993509278354e-10,-5.848554589689313e-15) Dual{Cells()}(-8.068385898902208e-9,-1.8323416020362686e-6,-8.62206623575461e-11) Dual{Cells()}(-8.068385898902208e-9,1.8325788023572533e-6,1.0260825072150367e-10) Dual{Cells()}(-8.068385898902208e-9,-1.1442122699057427e-10,-7.265845005472104e-15) Dual{Cells()}(-8.068385898902208e-9,-9.991589014750358e-13,-4.8708442457703544e-17) Dual{Cells()}(-9.245746402927646e-9,-1.1862537727712895e-10,-6.08427570978267e-15) Dual{Cells()}(-9.245746402927646e-9,1.8420324462703503e-6,1.0727096813601209e-10) Dual{Cells()}(-9.245746402927646e-9,-1.841795597495547e-6,-9.094820823965186e-11) Dual{Cells()}(-9.245746402927646e-9,-1.1722717338478155e-10,-5.998822678117306e-15) Dual{Cells()}(-9.245746402927646e-9,-9.96224141363345e-13,-5.104692575277647e-17) Dual{Cells()}(-9.323961948771784e-9,-1.1968452686608732e-10,-5.800744211217023e-15) Dual{Cells()}(-9.323961948771784e-9,-1.841795597495547e-6,-9.211919428192704e-11) Dual{Cells()}(-9.323961948771784e-9,3.7327350400907027e-6,1.9376441411222175e-10) Dual{Cells()}(-9.323961948771784e-9,-1.890700459877199e-6,-8.359770111764311e-11) Dual{Cells()}(-9.323961948771784e-9,-1.1828002729292704e-10,-5.720815855848337e-15) Dual{Cells()}(-9.323961948771784e-9,-1.0181637974445856e-12,-4.9303708442188545e-17) Dual{Cells()}(-9.373967846577973e-9,-1.2185431220032547e-10,-5.257394530260302e-15) Dual{Cells()}(-9.373967846577973e-9,-1.890700459877199e-6,-8.756723125848996e-11) Dual{Cells()}(-9.373967846577973e-9,4.8108085669628974e-6,2.2665197336034134e-10) Dual{Cells()}(-9.373967846577973e-9,-2.9198647739862125e-6,-1.1941283867571875e-10) Dual{Cells()}(-9.373967846577973e-9,-1.2042880725903381e-10,-5.187712107856891e-15) Dual{Cells()}(-9.373967846577973e-9,-1.049980026492756e-12,-4.526970118269933e-17) Dual{Cells()}(-5.9955569449749305e-22,-3.252249350448394e-11,-1.246015186955839e-15) Dual{Cells()}(-5.9955569449749305e-22,-2.9198647739862125e-6,-1.277086139865777e-10) Dual{Cells()}(-5.9955569449749305e-22,9.002622823334847e-6,3.537416298312716e-10) Dual{Cells()}(-5.9955569449749305e-22,-6.082693101944507e-6,-2.1964877594958006e-10) Dual{Cells()}(-5.9955569449749305e-22,-3.2142598522757014e-11,-1.2302358622522642e-15) Dual{Cells()}(-5.9955569449749305e-22,-2.823120995136248e-13,-1.081089931587771e-17) Dual{Cells()}(7.249381807846324e-21,-3.262843127716954e-11,-1.1743685893287561e-15) Dual{Cells()}(7.249381807846324e-21,-6.082693101944507e-6,-2.3089809229763076e-10) Dual{Cells()}(7.249381807846324e-21,1.21902825892097e-5,4.4160881217413294e-10) Dual{Cells()}(7.249381807846324e-21,-6.107524327632075e-6,-2.0583545220408714e-10) Dual{Cells()}(7.249381807846324e-21,-3.2247398843000476e-11,-1.1598970132079606e-15) Dual{Cells()}(7.249381807846324e-21,-2.8380299694022734e-13,-1.021116133391439e-17) Dual{Cells()}(-1.2459771483685105e-22,-3.265554923423701e-11,-1.1010284266413022e-15) Dual{Cells()}(-1.2459771483685105e-22,-6.107524327632075e-6,-2.1852602359030473e-10) Dual{Cells()}(-1.2459771483685105e-22,8.01435960754842e-6,2.6254556284088156e-10) Dual{Cells()}(-1.2459771483685105e-22,-1.9067700653604683e-6,-3.560684703107497e-11) Dual{Cells()}(-1.2459771483685105e-22,-3.227439500336361e-11,-1.0878884036830595e-15) Dual{Cells()}(-1.2459771483685105e-22,-2.846116383852493e-13,-9.59420704661015e-18) Dual{Cells()}(9.059416749030955e-9,-8.816538526732037e-11,-2.2986653442076823e-15) Dual{Cells()}(9.059416749030955e-9,-1.9067700653604683e-6,-5.3272787606543406e-11) Dual{Cells()}(9.059416749030955e-9,2.999068201477285e-6,7.684201130431964e-11) Dual{Cells()}(9.059416749030955e-9,-1.0921220547329614e-6,-1.3670535321907127e-11) Dual{Cells()}(9.059416749030955e-9,-8.714129867240801e-11,-2.27567288558455e-15) Dual{Cells()}(9.059416749030955e-9,-7.74699915057705e-13,-2.0209146447537423e-17) Dual{Cells()}(9.342207299802969e-9,-8.122540704118749e-11,-1.4476811459138272e-15) Dual{Cells()}(9.342207299802969e-9,-1.0921220547329614e-6,-2.8204627291008827e-11) Dual{Cells()}(9.342207299802969e-9,2.1107455263029813e-6,4.617551156036814e-11) Dual{Cells()}(9.342207299802969e-9,-1.018461225009121e-6,-1.0636531036304733e-11) Dual{Cells()}(9.342207299802969e-9,-8.029718232429121e-11,-1.439590071228774e-15) Dual{Cells()}(9.342207299802969e-9,-7.239715333396961e-13,-1.2932348431648409e-17) Dual{Cells()}(9.542008307021921e-9,-7.453345700449358e-11,-1.0111300758535837e-15) Dual{Cells()}(9.542008307021921e-9,-1.018461225009121e-6,-1.938345573421704e-11) Dual{Cells()}(9.542008307021921e-9,1.0186101309246273e-6,2.384985968301623e-11) Dual{Cells()}(9.542008307021921e-9,-7.369864298536733e-11,-1.0102940281262366e-15) Dual{Cells()}(9.542008307021921e-9,-6.738155164304736e-13,-9.178480971308823e-18) Dual{Cells()}(-3.116088839644697e-16,-8.735992304988488e-11,-2.735841576047585e-15) Dual{Cells()}(-3.116088839644697e-16,1.1794265140740789e-6,5.027814128465398e-11) Dual{Cells()}(-3.116088839644697e-16,-1.1792519804990987e-6,-3.693051919534342e-11) Dual{Cells()}(-3.116088839644697e-16,-8.636820503048223e-11,-2.7047848746474617e-15) Dual{Cells()}(-3.116088839644697e-16,-8.05446899878931e-13,-2.5222836306145462e-17) Dual{Cells()}(-3.0863016621819137e-16,-8.675412827549985e-11,-2.7168699622192522e-15) Dual{Cells()}(-3.0863016621819137e-16,-1.1792519804990987e-6,-3.6930519231787916e-11) Dual{Cells()}(-3.0863016621819137e-16,2.3668405555745354e-6,8.755694857424008e-11) Dual{Cells()}(-3.0863016621819137e-16,-1.187415233868849e-6,-3.718616693955204e-11) Dual{Cells()}(-3.0863016621819137e-16,-8.577603659439794e-11,-2.686239989580529e-15) Dual{Cells()}(-3.0863016621819137e-16,-8.110417175669265e-13,-2.5398039852759524e-17) Dual{Cells()}(-3.1347871259911806e-16,-8.615667548260048e-11,-2.6981595913747973e-15) Dual{Cells()}(-3.1347871259911806e-16,-1.187415233868849e-6,-3.718616700992944e-11) Dual{Cells()}(-3.1347871259911806e-16,3.1977340473421537e-6,1.1367063652974803e-10) Dual{Cells()}(-3.1347871259911806e-16,-2.010146648230012e-6,-6.295156628543629e-11) Dual{Cells()}(-3.1347871259911806e-16,-8.519193127462795e-11,-2.6679476142118675e-15) Dual{Cells()}(-3.1347871259911806e-16,-8.166365352323641e-13,-2.557324337862941e-17) Dual{Cells()}(9.900513495390932e-24,-3.115752573065403e-11,-9.757569718929343e-16) Dual{Cells()}(9.900513495390932e-24,-2.010146648230012e-6,-6.295156639137554e-11) Dual{Cells()}(9.900513495390932e-24,8.409780557881263e-6,2.669642070851173e-10) Dual{Cells()}(9.900513495390932e-24,-6.399571644489176e-6,-2.004147599812322e-10) Dual{Cells()}(9.900513495390932e-24,-3.080998959573104e-11,-9.648735142058143e-16) Dual{Cells()}(9.900513495390932e-24,-2.976467488005959e-13,-9.320906435870275e-18) Dual{Cells()}(-1.1129545202526556e-23,-3.112745152721186e-11,-9.7481514092905e-16) Dual{Cells()}(-1.1129545202526556e-23,-6.399571644489176e-6,-2.0041476005189446e-10) Dual{Cells()}(-1.1129545202526556e-23,1.2805355252759698e-5,4.046234465638755e-10) Dual{Cells()}(-1.1129545202526556e-23,-6.405721402304064e-6,-2.0060735131538527e-10) Dual{Cells()}(-1.1129545202526556e-23,-3.078058209057639e-11,-9.639525618566387e-16) Dual{Cells()}(-1.1129545202526556e-23,-2.979328409975378e-13,-9.329865504886553e-18) Dual{Cells()}(2.19022275302053e-25,-3.109743531183638e-11,-9.738751261134113e-16) Dual{Cells()}(2.19022275302053e-25,-6.405721402304064e-6,-2.0060735135073396e-10) Dual{Cells()}(2.19022275302053e-25,6.405783549188967e-6,2.0421214103498995e-10) Dual{Cells()}(2.19022275302053e-25,-3.075123065731718e-11,-9.630333656596786e-16) Dual{Cells()}(2.19022275302053e-25,-2.982189331960017e-13,-9.338824575349383e-18) Dual{Cells()}(-5.391443656343596e-11,-5.68157468974809e-11,4.375138212817187e-15) Dual{Cells()}(-5.391443656343596e-11,-5.780182100572485e-11,-7.3997672334446e-15) Dual{Cells()}(-5.391443656343596e-11,1.9112020097031713e-7,9.386596977774657e-11) Dual{Cells()}(-5.391443656343596e-11,-1.9100547951204502e-7,-8.514041272643343e-11) Dual{Cells()}(-5.391443656343596e-11,-1.0389036890042598e-13,-4.635639193582783e-17) Dual{Cells()}(-5.432690164541098e-11,-5.635666040809756e-11,2.0984164923737926e-15) Dual{Cells()}(-5.432690164541098e-11,-5.718328730108348e-11,-7.321178097652126e-15) Dual{Cells()}(-5.432690164541098e-11,-1.9100547951204502e-7,-8.51506690074901e-11) Dual{Cells()}(-5.432690164541098e-11,3.841432243008195e-7,1.8001454514482313e-10) Dual{Cells()}(-5.432690164541098e-11,-1.930240998469569e-7,-8.604379827106117e-11) Dual{Cells()}(-5.432690164541098e-11,-1.0499410838756904e-13,-4.68506881734295e-17) Dual{Cells()}(-5.459997724483781e-11,-5.580945854423073e-11,1.0073416222359336e-15) Dual{Cells()}(-5.459997724483781e-11,-5.657777544479762e-11,-7.244236901069814e-15) Dual{Cells()}(-5.459997724483781e-11,-1.930240998469569e-7,-8.605364310636167e-11) Dual{Cells()}(-5.459997724483781e-11,1.9313659317864578e-7,9.496841227167955e-11) Dual{Cells()}(-5.459997724483781e-11,-1.0609769983353958e-13,-4.7344980937632515e-17) Dual{Cells()}(-6.045510660690881e-9,-1.844790763576971e-10,-9.623946347627318e-15) Dual{Cells()}(-6.045510660690881e-9,-1.8795256922132542e-10,-9.869097280391093e-15) Dual{Cells()}(-6.045510660690881e-9,1.1544272809462436e-6,6.839369042584791e-11) Dual{Cells()}(-6.045510660690881e-9,-1.1540542266437078e-6,-5.82156287166897e-11) Dual{Cells()}(-6.045510660690881e-9,-6.226569567518331e-13,-3.259218679173699e-17) Dual{Cells()}(-6.123249467460637e-9,-1.8570096353011755e-10,-9.139897741302108e-15) Dual{Cells()}(-6.123249467460637e-9,-1.891752542563038e-10,-9.36631919618104e-15) Dual{Cells()}(-6.123249467460637e-9,-1.1540542266437078e-6,-5.885091119867923e-11) Dual{Cells()}(-6.123249467460637e-9,2.345721137627509e-6,1.2391272492494924e-10) Dual{Cells()}(-6.123249467460637e-9,-1.191291395097153e-6,-5.3664675891624783e-11) Dual{Cells()}(-6.123249467460637e-9,-6.396688615886512e-13,-3.157988166939947e-17) Dual{Cells()}(-6.175853191848784e-9,-1.8880550821241953e-10,-8.24906203590024e-15) Dual{Cells()}(-6.175853191848784e-9,-1.9232507921842868e-10,-8.44196688084421e-15) Dual{Cells()}(-6.175853191848784e-9,-1.191291395097153e-6,-5.605754043564798e-11) Dual{Cells()}(-6.175853191848784e-9,3.0395767288319777e-6,1.453398354066161e-10) Dual{Cells()}(-6.175853191848784e-9,-1.8479035395331263e-6,-7.67350904727895e-11) Dual{Cells()}(-6.175853191848784e-9,-6.636142676412482e-13,-2.906283417666163e-17) Dual{Cells()}(5.476355707755855e-22,-5.036620669624906e-11,-1.949389890523685e-15) Dual{Cells()}(5.476355707755855e-22,-5.1303999133326246e-11,-1.9919191098026637e-15) Dual{Cells()}(5.476355707755855e-22,-1.8479035395331263e-6,-8.193965666368657e-11) Dual{Cells()}(5.476355707755855e-22,5.708141823007672e-6,2.271679571888758e-10) Dual{Cells()}(5.476355707755855e-22,-3.8601364341742045e-6,-1.410254156352762e-10) Dual{Cells()}(5.476355707755855e-22,-1.7909451158448966e-13,-6.942706281531348e-18) Dual{Cells()}(-8.694660208432531e-21,-5.053102208253257e-11,-1.835215059169898e-15) Dual{Cells()}(-8.694660208432531e-21,-5.147203328732274e-11,-1.8735850949922643e-15) Dual{Cells()}(-8.694660208432531e-21,-3.8601364341742045e-6,-1.4825164188317605e-10) Dual{Cells()}(-8.694660208432531e-21,7.740438486607096e-6,2.8345806316992745e-10) Dual{Cells()}(-8.694660208432531e-21,-3.880199869126323e-6,-1.3203857989288512e-10) Dual{Cells()}(-8.694660208432531e-21,-1.8025119840438836e-13,-6.553769694615341e-18) Dual{Cells()}(1.582740631873461e-21,-5.0566819400891486e-11,-1.7184269577054185e-15) Dual{Cells()}(1.582740631873461e-21,-5.150825878804675e-11,-1.7525731219615088e-15) Dual{Cells()}(1.582740631873461e-21,-3.880199869126323e-6,-1.4024819915488997e-10) Dual{Cells()}(1.582740631873461e-21,5.0946212880332575e-6,1.68233230349389e-10) Dual{Cells()}(1.582740631873461e-21,-1.21431916287854e-6,-2.2408301641034154e-11) Dual{Cells()}(1.582740631873461e-21,-1.8095020552613196e-13,-6.152893130133047e-18) Dual{Cells()}(5.914526911454664e-9,-1.3624038641703734e-10,-3.5630751592990604e-15) Dual{Cells()}(5.914526911454664e-9,-1.3876222450935845e-10,-3.615450941403865e-15) Dual{Cells()}(5.914526911454664e-9,-1.21431916287854e-6,-3.4006983832272365e-11) Dual{Cells()}(5.914526911454664e-9,1.910570027857873e-6,4.864629759661933e-11) Dual{Cells()}(5.914526911454664e-9,-6.959753686063981e-7,-8.28377342115294e-12) Dual{Cells()}(5.914526911454664e-9,-4.937620087220642e-13,-1.2887622578416159e-17) Dual{Cells()}(6.133661266338532e-9,-1.245098225623772e-10,-2.2054456405319845e-15) Dual{Cells()}(6.133661266338532e-9,-1.2675982436900523e-10,-2.2113716727645883e-15) Dual{Cells()}(6.133661266338532e-9,-6.959753686063981e-7,-1.7929137330045616e-11) Dual{Cells()}(6.133661266338532e-9,1.344251543844693e-6,2.8863724441572924e-11) Dual{Cells()}(6.133661266338532e-9,-6.48024444311691e-7,-6.3385089041089256e-12) Dual{Cells()}(6.133661266338532e-9,-4.612796727650992e-13,-8.106757920080361e-18) Dual{Cells()}(6.296293500294208e-9,-1.1309326439929911e-10,-1.5120511633799988e-15) Dual{Cells()}(6.296293500294208e-9,-1.1507289453955658e-10,-1.4961297901375223e-15) Dual{Cells()}(6.296293500294208e-9,-6.48024444311691e-7,-1.2181180150909431e-11) Dual{Cells()}(6.296293500294208e-9,6.482530386406748e-7,1.4828546770535038e-11) Dual{Cells()}(6.296293500294208e-9,-4.281700448720655e-13,-5.643502841756531e-18) Dual{Cells()}(5.629464379033667e-9,-1.1662193890867985e-10,-1.7695165468716903e-15) Dual{Cells()}(5.629464379033667e-9,-1.1873414696228174e-10,-1.828251885077693e-15) Dual{Cells()}(5.629464379033667e-9,6.875112509824638e-7,1.7403613726455082e-11) Dual{Cells()}(5.629464379033667e-9,-6.872754395266704e-7,-1.3686830175566693e-11) Dual{Cells()}(5.629464379033667e-9,-4.553699223889856e-13,-6.954946718837586e-18) Dual{Cells()}(5.631095599592075e-9,-1.2233523836120058e-10,-2.310885640370703e-15) Dual{Cells()}(5.631095599592075e-9,-1.2450777505986128e-10,-2.3729197762191423e-15) Dual{Cells()}(5.631095599592075e-9,-6.872754395266704e-7,-8.782130252144263e-12) Dual{Cells()}(5.631095599592075e-9,1.4244899308423603e-6,3.3215651649674516e-11) Dual{Cells()}(5.631095599592075e-9,-7.369671603869838e-7,-1.9195095838802178e-11) Dual{Cells()}(5.631095599592075e-9,-4.87915285182206e-13,-9.252935283453924e-18) Dual{Cells()}(5.590346887236703e-9,-1.2856010752404279e-10,-3.353084242439238e-15) Dual{Cells()}(5.590346887236703e-9,-1.3080306344995021e-10,-3.420839403626186e-15) Dual{Cells()}(5.590346887236703e-9,-7.369671603869838e-7,-1.0813571747779797e-11) Dual{Cells()}(5.590346887236703e-9,2.0300735433654817e-6,5.328789073918391e-11) Dual{Cells()}(5.590346887236703e-9,-1.2928464961843623e-6,-3.5884079178617684e-11) Dual{Cells()}(5.590346887236703e-9,-5.236231617179137e-13,-1.367287923603635e-17) Dual{Cells()}(2.709614273350706e-22,-4.713662038862973e-11,-1.543673946388546e-15) Dual{Cells()}(2.709614273350706e-22,-4.7953809137207396e-11,-1.5698822330779106e-15) Dual{Cells()}(2.709614273350706e-22,-1.2928464961843623e-6,-2.5282772460228222e-11) Dual{Cells()}(2.709614273350706e-22,5.469607125241702e-6,1.745153445882907e-10) Dual{Cells()}(2.709614273350706e-22,-4.176665344338371e-6,-1.442862642896608e-10) Dual{Cells()}(2.709614273350706e-22,-1.9428944311216628e-13,-6.361513300845145e-18) Dual{Cells()}(6.390580116115183e-22,-4.7044339401790255e-11,-1.6336729104456633e-15) Dual{Cells()}(6.390580116115183e-22,-4.785920880827153e-11,-1.6602983853080731e-15) Dual{Cells()}(6.390580116115183e-22,-4.176665344338371e-6,-1.3628314980299281e-10) Dual{Cells()}(6.390580116115183e-22,8.353551274044534e-6,2.9158766694367846e-10) Dual{Cells()}(6.390580116115183e-22,-4.176790831678548e-6,-1.522043713880117e-10) Dual{Cells()}(6.390580116115183e-22,-1.9447940559033013e-13,-6.750267745853844e-18) Dual{Cells()}(-5.754155915428693e-22,-4.6861805999832414e-11,-1.721182394779364e-15) Dual{Cells()}(-5.754155915428693e-22,-4.7672999285917436e-11,-1.7481951701286825e-15) Dual{Cells()}(-5.754155915428693e-22,-4.176790831678548e-6,-1.4494964985751475e-10) Dual{Cells()}(-5.754155915428693e-22,6.203421114676653e-6,2.3315469804978777e-10) Dual{Cells()}(-5.754155915428693e-22,-2.026535553898619e-6,-8.433276884531685e-11) Dual{Cells()}(-5.754155915428693e-22,-1.9429419932805378e-13,-7.13093849942397e-18) Dual{Cells()}(-5.569193917493812e-9,-1.7489431838487184e-10,-7.14431934035611e-15) Dual{Cells()}(-5.569193917493812e-9,-1.779128523027378e-10,-7.248801873808783e-15) Dual{Cells()}(-5.569193917493812e-9,-2.026535553898619e-6,-7.859494169313446e-11) Dual{Cells()}(-5.569193917493812e-9,3.3620101696981475e-6,1.502991520662735e-10) Dual{Cells()}(-5.569193917493812e-9,-1.335121075724376e-6,-5.838893238950349e-11) Dual{Cells()}(-5.569193917493812e-9,-7.329044648141034e-13,-2.990351064222257e-17) Dual{Cells()}(-5.615209196681318e-9,-1.7037025266127374e-10,-7.71515466845687e-15) Dual{Cells()}(-5.615209196681318e-9,-1.7329398366886802e-10,-7.820477627687925e-15) Dual{Cells()}(-5.615209196681318e-9,-1.335121075724376e-6,-5.533584130021093e-11) Dual{Cells()}(-5.615209196681318e-9,2.6641068050272487e-6,1.2999899822981264e-10) Dual{Cells()}(-5.615209196681318e-9,-1.3286413379508927e-6,-6.200416956186186e-11) Dual{Cells()}(-5.615209196681318e-9,-7.271156496742122e-13,-3.287624278570528e-17) Dual{Cells()}(-5.666429863117126e-9,-1.6701512078531954e-10,-7.947800908314722e-15) Dual{Cells()}(-5.666429863117126e-9,-1.6986150947095886e-10,-8.052297909642139e-15) Dual{Cells()}(-5.666429863117126e-9,-1.3286413379508927e-6,-6.08806141448487e-11) Dual{Cells()}(-5.666429863117126e-9,1.3289789403976148e-6,7.283185143500473e-11) Dual{Cells()}(-5.666429863117126e-9,-7.258164659454869e-13,-3.4480605415388124e-17) Dual{Cells()}(-6.8696547738070526e-9,-1.6070788231950082e-10,-8.325764806814751e-15) Dual{Cells()}(-6.8696547738070526e-9,-1.6333960711353872e-10,-8.502823910587583e-15) Dual{Cells()}(-6.8696547738070526e-9,1.3319662993944911e-6,7.842015465822501e-11) Dual{Cells()}(-6.8696547738070526e-9,-1.331641532767842e-6,-6.665440348330134e-11) Dual{Cells()}(-6.8696547738070526e-9,-7.191372161942371e-13,-3.7344381971734814e-17) Dual{Cells()}(-6.9471739388838565e-9,-1.6190357463084801e-10,-7.918568713023014e-15) Dual{Cells()}(-6.9471739388838565e-9,-1.6454000152767188e-10,-8.082830028288784e-15) Dual{Cells()}(-6.9471739388838565e-9,-1.331641532767842e-6,-6.74306442305553e-11) Dual{Cells()}(-6.9471739388838565e-9,2.703837904109353e-6,1.4192496766773665e-10) Dual{Cells()}(-6.9471739388838565e-9,-1.3718691903543744e-6,-6.138037518262034e-11) Dual{Cells()}(-6.9471739388838565e-9,-7.374109780231038e-13,-3.614353611207959e-17) Dual{Cells()}(-6.998971658670268e-9,-1.6468790410341707e-10,-7.158567689589804e-15) Dual{Cells()}(-6.998971658670268e-9,-1.673607131040277e-10,-7.299660826541109e-15) Dual{Cells()}(-6.998971658670268e-9,-1.3718691903543744e-6,-6.41841179581312e-11) Dual{Cells()}(-6.998971658670268e-9,3.496837371415005e-6,1.6630631907294435e-10) Dual{Cells()}(-6.998971658670268e-9,-2.124635369079196e-6,-8.773703732100481e-11) Dual{Cells()}(-6.998971658670268e-9,-7.633642271588419e-13,-3.323621672983005e-17) Dual{Cells()}(-1.5962905611654186e-21,-4.3939517631498655e-11,-1.6937351985046091e-15) Dual{Cells()}(-1.5962905611654186e-21,-4.465180366202319e-11,-1.7251414241331279e-15) Dual{Cells()}(-1.5962905611654186e-21,-2.124635369079196e-6,-9.374327933084038e-11) Dual{Cells()}(-1.5962905611654186e-21,6.558558859098148e-6,2.5980230829752207e-10) Dual{Cells()}(-1.5962905611654186e-21,-4.433834692960563e-6,-1.612956922896003e-10) Dual{Cells()}(-1.5962905611654186e-21,-2.0573709527813599e-13,-7.939048701697677e-18) Dual{Cells()}(-2.8647534512634468e-21,-4.4082657323001996e-11,-1.5953458667903073e-15) Dual{Cells()}(-2.8647534512634468e-21,-4.47973166148216e-11,-1.6238499982900684e-15) Dual{Cells()}(-2.8647534512634468e-21,-4.433834692960563e-6,-1.69561745475746e-10) Dual{Cells()}(-2.8647534512634468e-21,8.889013077644123e-6,3.242346427638756e-10) Dual{Cells()}(-2.8647534512634468e-21,-4.455089297731958e-6,-1.5106559786517996e-10) Dual{Cells()}(-2.8647534512634468e-21,-2.0697766426729527e-13,-7.496016239465086e-18) Dual{Cells()}(2.8508489005956e-22,-4.4115490351906575e-11,-1.494676478912985e-15) Dual{Cells()}(2.8508489005956e-22,-4.4830484077410706e-11,-1.520230673558323e-15) Dual{Cells()}(2.8508489005956e-22,-4.455089297731958e-6,-1.6043216870047848e-10) Dual{Cells()}(2.8508489005956e-22,5.848191079349476e-6,1.92551987552143e-10) Dual{Cells()}(2.8508489005956e-22,-1.3930126279401231e-6,-2.5814718716211596e-11) Dual{Cells()}(2.8508489005956e-22,-2.0770296593221372e-13,-7.039710794560825e-18) Dual{Cells()}(6.724503100661979e-9,-1.1894602347829684e-10,-3.108642246549701e-15) Dual{Cells()}(6.724503100661979e-9,-1.2086389130951066e-10,-3.1498819550731553e-15) Dual{Cells()}(6.724503100661979e-9,-1.3930126279401231e-6,-3.897635626092283e-11) Dual{Cells()}(6.724503100661979e-9,2.1914747632028074e-6,5.592350144979313e-11) Dual{Cells()}(6.724503100661979e-9,-7.9822175908923e-7,-9.67890020338613e-12) Dual{Cells()}(6.724503100661979e-9,-5.662586663563411e-13,-1.4777581759923838e-17) Dual{Cells()}(6.959675678952801e-9,-1.0902468805951106e-10,-1.9389581417091624e-15) Dual{Cells()}(6.959675678952801e-9,-1.1074663391715807e-10,-1.947563347119978e-15) Dual{Cells()}(6.959675678952801e-9,-7.9822175908923e-7,-2.0581674506280015e-11) Dual{Cells()}(6.959675678952801e-9,1.5421393567311816e-6,3.333851559935359e-11) Dual{Cells()}(6.959675678952801e-9,-7.436972972137005e-7,-7.452953986664608e-12) Dual{Cells()}(6.959675678952801e-9,-5.291062743516516e-13,-9.358410903560679e-18) Dual{Cells()}(7.131547649504105e-9,-9.940166936582599e-11,-1.3403845339667432e-15) Dual{Cells()}(7.131547649504105e-9,-1.009298945896595e-10,-1.3334369646704522e-15) Dual{Cells()}(7.131547649504105e-9,-7.436972972137005e-7,-1.4042206337855457e-11) Dual{Cells()}(7.131547649504105e-9,7.438981204455148e-7,1.7161825455398653e-11) Dual{Cells()}(7.131547649504105e-9,-4.916678588914026e-13,-6.5651429589182746e-18) Dual{Cells()}(6.467635980957949e-9,-1.0208808878769423e-10,-1.5408207929988286e-15) Dual{Cells()}(6.467635980957949e-9,-1.0370396801275951e-10,-1.5834735690509643e-15) Dual{Cells()}(6.467635980957949e-9,7.830590396455619e-7,1.973221642387125e-11) Dual{Cells()}(6.467635980957949e-9,-7.828527288325853e-7,-1.5546323464717152e-11) Dual{Cells()}(6.467635980957949e-9,-5.187561760506189e-13,-7.873386161928127e-18) Dual{Cells()}(6.459533151123178e-9,-1.0734785498226427e-10,-2.022185180661589e-15) Dual{Cells()}(6.459533151123178e-9,-1.0901751344157769e-10,-2.068024825501233e-15) Dual{Cells()}(6.459533151123178e-9,-7.828527288325853e-7,-9.892036963445613e-12) Dual{Cells()}(6.459533151123178e-9,1.6222737280505563e-6,3.768400356346108e-11) Dual{Cells()}(6.459533151123178e-9,-8.392040781316632e-7,-2.1847389503757678e-11) Dual{Cells()}(6.459533151123178e-9,-5.55717883891418e-13,-1.0502978726132706e-17) Dual{Cells()}(6.402223309900118e-9,-1.13050664283653e-10,-2.948978899028813e-15) Dual{Cells()}(6.402223309900118e-9,-1.147816454845319e-10,-3.0004562074042435e-15) Dual{Cells()}(6.402223309900118e-9,-8.392040781316632e-7,-1.2203854278818007e-11) Dual{Cells()}(6.402223309900118e-9,2.31098683944041e-6,6.056814396724708e-11) Dual{Cells()}(6.402223309900118e-9,-1.4715543328694615e-6,-4.085866365577466e-11) Dual{Cells()}(6.402223309900118e-9,-5.961295170128868e-13,-1.5564856330561053e-17) Dual{Cells()}(1.5959579521642284e-21,-4.148108500087346e-11,-1.360792022162897e-15) Dual{Cells()}(1.5959579521642284e-21,-4.211271388841072e-11,-1.3811124493660677e-15) Dual{Cells()}(1.5959579521642284e-21,-1.4715543328694615e-6,-2.869238638365459e-11) Dual{Cells()}(1.5959579521642284e-21,6.223077273102362e-6,1.9886812485786468e-10) Dual{Cells()}(1.5959579521642284e-21,-4.7514391253947e-6,-1.6449624659715667e-10) Dual{Cells()}(1.5959579521642284e-21,-2.210393116089217e-13,-7.249804825040577e-18) Dual{Cells()}(-9.855663128113258e-22,-4.140413992124105e-11,-1.4408048656866756e-15) Dual{Cells()}(-9.855663128113258e-22,-4.203411780716127e-11,-1.461556027488481e-15) Dual{Cells()}(-9.855663128113258e-22,-4.7514391253947e-6,-1.553388943955346e-10) Dual{Cells()}(-9.855663128113258e-22,9.501832740538932e-6,3.3242120216918804e-10) Dual{Cells()}(-9.855663128113258e-22,-4.7503099556864294e-6,-1.735411147390036e-10) Dual{Cells()}(-9.855663128113258e-22,-2.2120007518402439e-13,-7.694131162474926e-18) Dual{Cells()}(-1.1950982705543968e-22,-4.1246516970864294e-11,-1.51863250042985e-15) Dual{Cells()}(-1.1950982705543968e-22,-4.187375839850778e-11,-1.5397899568746941e-15) Dual{Cells()}(-1.1950982705543968e-22,-4.7503099556864294e-6,-1.652507714975459e-10) Dual{Cells()}(-1.1950982705543968e-22,7.053511320234773e-6,2.6583246253327516e-10) Dual{Cells()}(-1.1950982705543968e-22,-2.303118023345182e-6,-9.61453416281197e-11) Dual{Cells()}(-1.1950982705543968e-22,-2.2092779207127253e-13,-8.129019928162308e-18) Dual{Cells()}(-6.394950557847892e-9,-1.5399045452232118e-10,-6.310178722254446e-15) Dual{Cells()}(-6.394950557847892e-9,-1.563262256403614e-10,-6.392834001247826e-15) Dual{Cells()}(-6.394950557847892e-9,-2.303118023345182e-6,-8.961355085661442e-11) Dual{Cells()}(-6.394950557847892e-9,3.818995850033788e-6,1.7128769273566225e-10) Dual{Cells()}(-6.394950557847892e-9,-1.5155666774137668e-6,-6.652085459521081e-11) Dual{Cells()}(-6.394950557847892e-9,-8.325946769938822e-13,-3.408398383643461e-17) Dual{Cells()}(-6.441737712780036e-9,-1.5010686982387818e-10,-6.8240665712880074e-15) Dual{Cells()}(-6.441737712780036e-9,-1.523724619086824e-10,-6.908285002560734e-15) Dual{Cells()}(-6.441737712780036e-9,-1.5155666774137668e-6,-6.306410594957855e-11) Dual{Cells()}(-6.441737712780036e-9,3.021939327503861e-6,1.4802829950080018e-10) Dual{Cells()}(-6.441737712780036e-9,-1.506069345986304e-6,-7.059020263990209e-11) Dual{Cells()}(-6.441737712780036e-9,-8.247720573104813e-13,-3.744684512698596e-17) Dual{Cells()}(-6.492659885737186e-9,-1.4726934679256057e-10,-7.038346901708088e-15) Dual{Cells()}(-6.492659885737186e-9,-1.494786650296625e-10,-7.122452652493459e-15) Dual{Cells()}(-6.492659885737186e-9,-1.506069345986304e-6,-6.93304028853811e-11) Dual{Cells()}(-6.492659885737186e-9,1.5063669162004895e-6,8.286543894908065e-11) Dual{Cells()}(-6.492659885737186e-9,-8.222023634223599e-13,-3.923909887061009e-17) Dual{Cells()}(-7.694943718540698e-9,-1.4235264013701405e-10,-7.335748442501622e-15) Dual{Cells()}(-7.694943718540698e-9,-1.4441505859197507e-10,-7.469411596247863e-15) Dual{Cells()}(-7.694943718540698e-9,1.5094363624369884e-6,8.845073679255861e-11) Dual{Cells()}(-7.694943718540698e-9,-1.5091487791461417e-6,-7.509883804017835e-11) Dual{Cells()}(-7.694943718540698e-9,-8.155921178656489e-13,-4.209185117889577e-17) Dual{Cells()}(-7.772532002272696e-9,-1.435030468978522e-10,-6.9848818545974045e-15) Dual{Cells()}(-7.772532002272696e-9,-1.4557162786682258e-10,-7.109326773032246e-15) Dual{Cells()}(-7.772532002272696e-9,-1.5091487791461417e-6,-7.601385488968643e-11) Dual{Cells()}(-7.772532002272696e-9,3.0618199656750657e-6,1.5994659076558059e-10) Dual{Cells()}(-7.772532002272696e-9,-1.552381276725723e-6,-6.91024776458104e-11) Dual{Cells()}(-7.772532002272696e-9,-8.351284366140643e-13,-4.070332397978322e-17) Dual{Cells()}(-7.823636439793678e-9,-1.460270799564534e-10,-6.322644815542534e-15) Dual{Cells()}(-7.823636439793678e-9,-1.481254554748669e-10,-6.43024182107443e-15) Dual{Cells()}(-7.823636439793678e-9,-1.552381276725723e-6,-7.231381906729429e-11) Dual{Cells()}(-7.823636439793678e-9,3.953967319707415e-6,1.8728481717911878e-10) Dual{Cells()}(-7.823636439793678e-9,-2.4012910273505394e-6,-9.87474221167656e-11) Dual{Cells()}(-7.823636439793678e-9,-8.630957211864968e-13,-3.740712709455266e-17) Dual{Cells()}(-2.519748049994943e-21,-3.896612500938336e-11,-1.4973801455380805e-15) Dual{Cells()}(-2.519748049994943e-21,-3.9525405043289265e-11,-1.521515179951477e-15) Dual{Cells()}(-2.519748049994943e-21,-2.4012910273505394e-6,-1.0555198626500394e-10) Dual{Cells()}(-2.519748049994943e-21,7.408791759187246e-6,2.924581511280832e-10) Dual{Cells()}(-2.519748049994943e-21,-5.007422007929931e-6,-1.8158049111957303e-10) Dual{Cells()}(-2.519748049994943e-21,-2.3237672278144287e-13,-8.935080929895278e-18) Dual{Cells()}(5.066303537302566e-22,-3.9092880739940115e-11,-1.4109661421836339e-15) Dual{Cells()}(5.066303537302566e-22,-3.965398552279985e-11,-1.432974974496033e-15) Dual{Cells()}(5.066303537302566e-22,-5.007422007929931e-6,-1.9088478046373856e-10) Dual{Cells()}(5.066303537302566e-22,1.0037399291140964e-5,3.650381463193668e-10) Dual{Cells()}(5.066303537302566e-22,-5.029898302642636e-6,-1.7010572415888887e-10) Dual{Cells()}(5.066303537302566e-22,-2.3370213516421373e-13,-8.43812405945157e-18) Dual{Cells()}(-1.5248719163245609e-22,-3.9123320645326693e-11,-1.3225296131273565e-15) Dual{Cells()}(-1.5248719163245609e-22,-3.968469877160235e-11,-1.3423757832273222e-15) Dual{Cells()}(-1.5248719163245609e-22,-5.029898302642636e-6,-1.8062842573012347e-10) Dual{Cells()}(-1.5248719163245609e-22,6.601686974736893e-6,2.1688609523391653e-10) Dual{Cells()}(-1.5248719163245609e-22,-1.571709629620206e-6,-2.9221618805196776e-11) Dual{Cells()}(-1.5248719163245609e-22,-2.344546337897832e-13,-7.926568431040813e-18) Dual{Cells()}(7.53555074580114e-9,-1.055469927459276e-10,-2.757233106206331e-15) Dual{Cells()}(7.53555074580114e-9,-1.0705446689902421e-10,-2.7905118188105146e-15) Dual{Cells()}(7.53555074580114e-9,-1.571709629620206e-6,-4.394786477911676e-11) Dual{Cells()}(7.53555074580114e-9,2.472382061005166e-6,6.320101076192223e-11) Dual{Cells()}(7.53555074580114e-9,-9.004591911666394e-7,-1.1070810269869141e-11) Dual{Cells()}(7.53555074580114e-9,-6.387586757375154e-13,-1.6669495726142547e-17) Dual{Cells()}(7.787062903479938e-9,-9.696120661242414e-11,-1.7300197989236294e-15) Dual{Cells()}(7.787062903479938e-9,-9.832138738958915e-11,-1.7392757980874865e-15) Dual{Cells()}(7.787062903479938e-9,-9.004591911666394e-7,-2.3233824732388523e-11) Dual{Cells()}(7.787062903479938e-9,1.7399713568561957e-6,3.780879666716865e-11) Dual{Cells()}(7.787062903479938e-9,-8.393162861676818e-7,-8.564026861173773e-12) Dual{Cells()}(7.787062903479938e-9,-5.969278724299399e-13,-1.0614058327187131e-17) Dual{Cells()}(7.968453526479523e-9,-8.865521364803986e-11,-1.2035905797531392e-15) Dual{Cells()}(7.968453526479523e-9,-8.987047125338561e-11,-1.2012860116142352e-15) Dual{Cells()}(7.968453526479523e-9,-8.393162861676818e-7,-1.5901825663697555e-11) Dual{Cells()}(7.968453526479523e-9,8.394953669863133e-7,1.9491797859916866e-11) Dual{Cells()}(7.968453526479523e-9,-5.551337301420553e-13,-7.491963378551753e-18) Dual{Cells()}(7.306579743108096e-9,-9.076951269826789e-11,-1.363980980876243e-15) Dual{Cells()}(7.306579743108096e-9,-9.204558564759496e-11,-1.3962841980838165e-15) Dual{Cells()}(7.306579743108096e-9,8.785852309742438e-7,2.2058635309756734e-11) Dual{Cells()}(7.306579743108096e-9,-8.784018337422275e-7,-1.7404656644332124e-11) Dual{Cells()}(7.306579743108096e-9,-5.821336704254005e-13,-8.796030358270023e-18) Dual{Cells()}(7.288612709497137e-9,-9.562916577992081e-11,-1.7972935747973485e-15) Dual{Cells()}(7.288612709497137e-9,-9.695234968214789e-11,-1.832508246333456e-15) Dual{Cells()}(7.288612709497137e-9,-8.784018337422275e-7,-1.0999650629065045e-11) Dual{Cells()}(7.288612709497137e-9,1.8200281758396855e-6,4.2149292894315156e-11) Dual{Cells()}(7.288612709497137e-9,-9.414331370634148e-7,-2.4499185223648157e-11) Dual{Cells()}(7.288612709497137e-9,-6.235185810782796e-13,-1.1756181658810067e-17) Dual{Cells()}(7.214597144474195e-9,-1.0087944709044685e-10,-2.631709855813297e-15) Dual{Cells()}(7.214597144474195e-9,-1.0225562450549512e-10,-2.6721413440737154e-15) Dual{Cells()}(7.214597144474195e-9,-9.414331370634148e-7,-1.359210131498502e-11) Dual{Cells()}(7.214597144474195e-9,2.5918972765269955e-6,6.784717158719139e-11) Dual{Cells()}(7.214597144474195e-9,-1.6502603357557708e-6,-4.5833515039890906e-11) Dual{Cells()}(7.214597144474195e-9,-6.686362139209409e-13,-1.745794658764213e-17) Dual{Cells()}(1.1148922453439053e-21,-3.7036855955188605e-11,-1.2166641650706912e-15) Dual{Cells()}(1.1148922453439053e-21,-3.7539617906469195e-11,-1.232877173526387e-15) Dual{Cells()}(1.1148922453439053e-21,-1.6502603357557708e-6,-3.210109381741817e-11) Dual{Cells()}(1.1148922453439053e-21,6.976504446728325e-6,2.2322484310052958e-10) Dual{Cells()}(1.1148922453439053e-21,-5.32616928670982e-6,-1.8470994484301274e-10) Dual{Cells()}(1.1148922453439053e-21,-2.477888720471877e-13,-8.137877981080127e-18) Dual{Cells()}(-7.7542002806059205e-22,-3.697108505328573e-11,-1.2886884167805637e-15) Dual{Cells()}(-7.7542002806059205e-22,-3.747262262176216e-11,-1.3053106846804888e-15) Dual{Cells()}(-7.7542002806059205e-22,-5.32616928670982e-6,-1.7439823076537002e-10) Dual{Cells()}(-7.7542002806059205e-22,1.0650019105939051e-5,3.732629423050351e-10) Dual{Cells()}(-7.7542002806059205e-22,-5.32377512760127e-6,-1.9488207242870653e-10) Dual{Cells()}(-7.7542002806059205e-22,-2.479202853715511e-13,-8.637615837827948e-18) Dual{Cells()}(8.627388775764376e-22,-3.683238528708497e-11,-1.358765264094503e-15) Dual{Cells()}(8.627388775764376e-22,-3.7331812512388966e-11,-1.375776722191522e-15) Dual{Cells()}(8.627388775764376e-22,-5.32377512760127e-6,-1.8555629885256803e-10) Dual{Cells()}(8.627388775764376e-22,7.903521131842242e-6,2.9851757019958116e-10) Dual{Cells()}(8.627388775764376e-22,-2.5796715924824004e-6,-1.079600790110011e-10) Dual{Cells()}(8.627388775764376e-22,-2.4756077326594136e-13,-9.126570206375121e-18) Dual{Cells()}(-7.221461611052305e-9,-1.3754727806867124e-10,-5.650616778197064e-15) Dual{Cells()}(-7.221461611052305e-9,-1.3940820171334081e-10,-5.717576903741237e-15) Dual{Cells()}(-7.221461611052305e-9,-2.5796715924824004e-6,-1.0063520177320304e-10) Dual{Cells()}(-7.221461611052305e-9,4.2759377112892365e-6,1.9228111428617742e-10) Dual{Cells()}(-7.221461611052305e-9,-1.6959882310454271e-6,-7.465414889375239e-11) Dual{Cells()}(-7.221461611052305e-9,-9.322816268837876e-13,-3.826133099435937e-17) Dual{Cells()}(-7.2688998116410095e-9,-1.341477092344609e-10,-6.117688184543022e-15) Dual{Cells()}(-7.2688998116410095e-9,-1.3595475799798121e-10,-6.186464520174264e-15) Dual{Cells()}(-7.2688998116410095e-9,-1.6959882310454271e-6,-7.079473147003713e-11) Dual{Cells()}(-7.2688998116410095e-9,3.379726569698159e-6,1.6606147381174292e-10) Dual{Cells()}(-7.2688998116410095e-9,-1.6834673137603709e-6,-7.917766572373632e-11) Dual{Cells()}(-7.2688998116410095e-9,-9.224251285031916e-13,-4.20131679169401e-17) Dual{Cells()}(-7.319400157604675e-9,-1.3169507025615248e-10,-6.315829587102379e-15) Dual{Cells()}(-7.319400157604675e-9,-1.3345956543554673e-10,-6.3848502672101314e-15) Dual{Cells()}(-7.319400157604675e-9,-1.6834673137603709e-6,-7.778231731482404e-11) Dual{Cells()}(-7.319400157604675e-9,1.6837333869820477e-6,9.290083584932331e-11) Dual{Cells()}(-7.319400157604675e-9,-9.18585985202644e-13,-4.3992647201970863e-17) Dual{Cells()}(-8.521762745714498e-9,-1.2775280361330742e-10,-6.556101561355041e-15) Dual{Cells()}(-8.521762745714498e-9,-1.2941211601858864e-10,-6.660568299238e-15) Dual{Cells()}(-8.521762745714498e-9,1.6868367889004402e-6,9.848706226760854e-11) Dual{Cells()}(-8.521762745714498e-9,-1.6865787120540292e-6,-8.355037390202596e-11) Dual{Cells()}(-8.521762745714498e-9,-9.119267790961803e-13,-4.6872058250456547e-17) Dual{Cells()}(-8.599626537669727e-9,-1.288515861675562e-10,-6.248165536364653e-15) Dual{Cells()}(-8.599626537669727e-9,-1.305174973934517e-10,-6.345711102760115e-15) Dual{Cells()}(-8.599626537669727e-9,-1.6865787120540292e-6,-8.46023742420701e-11) Dual{Cells()}(-8.599626537669727e-9,3.41967199952973e-6,1.7798027522183495e-10) Dual{Cells()}(-8.599626537669727e-9,-1.7328329856459728e-6,-7.683166687184835e-11) Dual{Cells()}(-8.599626537669727e-9,-9.327461671433198e-13,-4.529397019799691e-17) Dual{Cells()}(-8.650115793123825e-9,-1.31160313573535e-10,-5.661623742262145e-15) Dual{Cells()}(-8.650115793123825e-9,-1.3285112856688809e-10,-5.746414094809516e-15) Dual{Cells()}(-8.650115793123825e-9,-1.7328329856459728e-6,-8.04480736215574e-11) Dual{Cells()}(-8.650115793123825e-9,4.4109786155160275e-6,2.0827751766494111e-10) Dual{Cells()}(-8.650115793123825e-9,-2.6778806556603465e-6,-1.0976686455020148e-10) Dual{Cells()}(-8.650115793123825e-9,-9.627675675165705e-13,-4.1603406343266406e-17) Dual{Cells()}(-8.624430635722218e-21,-3.5003374502879605e-11,-1.3418592674054678e-15) Dual{Cells()}(-8.624430635722218e-21,-3.5454099375202766e-11,-1.3609961955497938e-15) Dual{Cells()}(-8.624430635722218e-21,-2.6778806556603465e-6,-1.17367448495031e-10) Dual{Cells()}(-8.624430635722218e-21,8.258875487001157e-6,3.2513720868253414e-10) Dual{Cells()}(-8.624430635722218e-21,-5.580924114857816e-6,-2.0187992975908683e-10) Dual{Cells()}(-8.624430635722218e-21,-2.590091153468259e-13,-9.936030521468854e-18) Dual{Cells()}(2.8179030399676943e-21,-3.511729451000643e-11,-1.2648309378326028e-15) Dual{Cells()}(2.8179030399676943e-21,-3.556947465843326e-11,-1.2823476039902553e-15) Dual{Cells()}(2.8179030399676943e-21,-5.580924114857816e-6,-2.1222188862245447e-10) Dual{Cells()}(2.8179030399676943e-21,1.1185644456180751e-5,4.058690210489963e-10) Dual{Cells()}(2.8179030399676943e-21,-5.604649394130974e-6,-1.8915828519658152e-10) Dual{Cells()}(2.8179030399676943e-21,-2.6042279300460557e-13,-9.384116598809244e-18) Dual{Cells()}(-4.840589858826427e-22,-3.514573776137952e-11,-1.1859849417056527e-15) Dual{Cells()}(-4.840589858826427e-22,-3.5598153186491926e-11,-1.2018526228582313e-15) Dual{Cells()}(-4.840589858826427e-22,-5.604649394130974e-6,-2.008373356484604e-10) Dual{Cells()}(-4.840589858826427e-22,7.35512779983601e-6,2.41233930365111e-10) Dual{Cells()}(-4.840589858826427e-22,-1.750407400608884e-6,-3.262690809904954e-11) Dual{Cells()}(-4.840589858826427e-22,-2.6120520399167497e-13,-8.816198680102914e-18) Dual{Cells()}(8.348023263488187e-9,-9.486052791533385e-11,-2.477311483263103e-15) Dual{Cells()}(8.348023263488187e-9,-9.607650690937054e-11,-2.5046993736905197e-15) Dual{Cells()}(8.348023263488187e-9,-1.750407400608884e-6,-4.892059307541904e-11) Dual{Cells()}(8.348023263488187e-9,2.753280054766571e-6,7.047602782572826e-11) Dual{Cells()}(8.348023263488187e-9,-1.002681005863069e-6,-1.2458008656197267e-11) Dual{Cells()}(8.348023263488187e-9,-7.112597933376387e-13,-1.8556261825535196e-17) Dual{Cells()}(8.616151572939934e-9,-8.72977515296796e-11,-1.561690035389233e-15) Dual{Cells()}(8.616151572939934e-9,-8.83991396281719e-11,-1.5706977974191509e-15) Dual{Cells()}(8.616151572939934e-9,-1.002681005863069e-6,-2.588494838725188e-11) Dual{Cells()}(8.616151572939934e-9,1.9377286119037124e-6,4.227197938081222e-11) Dual{Cells()}(8.616151572939934e-9,-9.348712444692394e-7,-9.670110666794993e-12) Dual{Cells()}(8.616151572939934e-9,-6.646802463060216e-13,-1.1847308134559597e-17) Dual{Cells()}(8.807301318816601e-9,-7.999611913714186e-11,-1.0919300742659558e-15) Dual{Cells()}(8.807301318816601e-9,-8.098517751091162e-11,-1.0920250173818774e-15) Dual{Cells()}(8.807301318816601e-9,-9.348712444692394e-7,-1.7758977833532874e-11) Dual{Cells()}(8.807301318816601e-9,9.350328441906984e-7,2.1816829417501714e-11) Dual{Cells()}(8.807301318816601e-9,-6.184248109902095e-13,-8.387111999322372e-18) Dual{Cells()}(8.326656085280114e-9,-8.750955126230608e-11,2.369035299517316e-14) Dual{Cells()}(8.326656085280114e-9,-8.816274687419789e-11,-1.2536301027137574e-15) Dual{Cells()}(8.326656085280114e-9,1.0731022484531407e-6,3.824275310503128e-11) Dual{Cells()}(8.326656085280114e-9,-1.072925848956622e-6,-3.1370109382868685e-11) Dual{Cells()}(8.326656085280114e-9,-7.271983820701546e-13,-1.8418632112031734e-17) Dual{Cells()}(8.301712844911258e-9,-8.751175079038093e-11,2.410116543111991e-14) Dual{Cells()}(8.301712844911258e-9,-9.080192166878296e-11,-1.645274574495783e-15) Dual{Cells()}(8.301712844911258e-9,-1.072925848956622e-6,-2.5953230056138695e-11) Dual{Cells()}(8.301712844911258e-9,2.1632244354938966e-6,7.363839663469671e-11) Dual{Cells()}(8.301712844911258e-9,-1.0901195291260181e-6,-3.841589546881553e-11) Dual{Cells()}(8.301712844911258e-9,-7.437387971018562e-13,-2.166555455614405e-17) Dual{Cells()}(8.207420736913274e-9,-8.700718177405892e-11,2.4461544363266822e-14) Dual{Cells()}(8.207420736913274e-9,-9.289483480748885e-11,-2.367527205875928e-15) Dual{Cells()}(8.207420736913274e-9,-1.0901195291260181e-6,-2.989036741829853e-11) Dual{Cells()}(8.207420736913274e-9,2.931263956900739e-6,1.1153797237399223e-10) Dual{Cells()}(8.207420736913274e-9,-1.8409637751706947e-6,-7.039809544426957e-11) Dual{Cells()}(8.207420736913274e-9,-7.505874445922754e-13,-2.7653942567938423e-17) Dual{Cells()}(-1.279706568756354e-21,-3.1130839460154636e-11,8.808324853661784e-15) Dual{Cells()}(-1.279706568756354e-21,-3.3411087559914044e-11,-1.0779089847512303e-15) Dual{Cells()}(-1.279706568756354e-21,-1.8409637751706947e-6,-6.066022387182593e-11) Dual{Cells()}(-1.279706568756354e-21,7.557016670568867e-6,3.309936327430804e-10) Dual{Cells()}(-1.279706568756354e-21,-5.715988086171785e-6,-2.627708112507609e-10) Dual{Cells()}(-1.279706568756354e-21,-2.67299367166801e-13,-1.1874989032597216e-17) Dual{Cells()}(1.901920872806691e-21,-3.093974303353635e-11,8.761555768273183e-15) Dual{Cells()}(1.901920872806691e-21,-3.316977685232371e-11,-1.1371135452914486e-15) Dual{Cells()}(1.901920872806691e-21,-5.715988086171785e-6,-2.5728493684727373e-10) Dual{Cells()}(1.901920872806691e-21,1.1370460218035496e-5,5.350867496458613e-10) Dual{Cells()}(1.901920872806691e-21,-5.654407757694552e-6,-2.7313508256775707e-10) Dual{Cells()}(1.901920872806691e-21,-2.646492734271478e-13,-1.2394181115057423e-17) Dual{Cells()}(-9.883063485904077e-22,-3.0720326991152146e-11,8.706232678067276e-15) Dual{Cells()}(-9.883063485904077e-22,-3.2868491507952744e-11,-1.1947754140060143e-15) Dual{Cells()}(-9.883063485904077e-22,-5.654407757694552e-6,-2.690029579861361e-10) Dual{Cells()}(-9.883063485904077e-22,8.338159606591209e-6,4.1831394246721817e-10) Dual{Cells()}(-9.883063485904077e-22,-2.6836879985102134e-6,-1.4307151967636871e-10) Dual{Cells()}(-9.883063485904077e-22,-2.615679452145563e-13,-1.2901961241915327e-17) Dual{Cells()}(-8.796415099296688e-9,-1.2144884297834918e-10,-4.944035925777765e-15) Dual{Cells()}(-8.796415099296688e-9,-2.6836879985102134e-6,-1.4186355798375276e-10) Dual{Cells()}(-8.796415099296688e-9,4.4201104091766794e-6,2.5754281379705253e-10) Dual{Cells()}(-8.796415099296688e-9,-1.7362999969409276e-6,-9.871951636007402e-11) Dual{Cells()}(-8.796415099296688e-9,-9.648825606008596e-13,-5.27327401486233e-17) Dual{Cells()}(-8.785806378131548e-9,-1.1717282920640622e-10,-5.340284762040772e-15) Dual{Cells()}(-8.785806378131548e-9,-1.7362999969409276e-6,-9.950033088685335e-11) Dual{Cells()}(-8.785806378131548e-9,3.4317737367718943e-6,2.195839592072266e-10) Dual{Cells()}(-8.785806378131548e-9,-1.6953556327456644e-6,-1.0455817608120714e-10) Dual{Cells()}(-8.785806378131548e-9,-9.342560959739123e-13,-5.661922942139843e-17) Dual{Cells()}(-8.820573141414885e-9,-1.1442122699057427e-10,-5.513800456238765e-15) Dual{Cells()}(-8.820573141414885e-9,-1.6953556327456644e-6,-1.0579525463215725e-10) Dual{Cells()}(-8.820573141414885e-9,1.6954709737509891e-6,1.197253149889691e-10) Dual{Cells()}(-8.820573141414885e-9,-9.197783342714937e-13,-5.868262931671216e-17) Dual{Cells()}(-9.349464290508834e-9,-1.1722717338478155e-10,-6.0099053449081055e-15) Dual{Cells()}(-9.349464290508834e-9,1.8640253803369917e-6,1.085274496590546e-10) Dual{Cells()}(-9.349464290508834e-9,-1.8639071449316104e-6,-9.201380912543315e-11) Dual{Cells()}(-9.349464290508834e-9,-1.0082319965481587e-12,-5.164718136246582e-17) Dual{Cells()}(-9.427745154304897e-9,-1.1828002729292704e-10,-5.730370805012256e-15) Dual{Cells()}(-9.427745154304897e-9,-1.8639071449316104e-6,-9.32005846326589e-11) Dual{Cells()}(-9.427745154304897e-9,3.7772292802505997e-6,1.9602972834307954e-10) Dual{Cells()}(-9.427745154304897e-9,-1.9132028249560726e-6,-8.45738089312738e-11) Dual{Cells()}(-9.427745154304897e-9,-1.0303356236193826e-12,-4.988053190762643e-17) Dual{Cells()}(-9.47769909230313e-9,-1.2042880725903381e-10,-5.194208786734619e-15) Dual{Cells()}(-9.47769909230313e-9,-1.9132028249560726e-6,-8.859157000466667e-11) Dual{Cells()}(-9.47769909230313e-9,4.8677021386252856e-6,2.2929216465874014e-10) Dual{Cells()}(-9.47769909230313e-9,-2.9543778224448946e-6,-1.2080474483682506e-10) Dual{Cells()}(-9.47769909230313e-9,-1.0624170595663304e-12,-4.579775684577859e-17) Dual{Cells()}(-1.8083942912875766e-20,-3.2142598522757014e-11,-1.2311545623485396e-15) Dual{Cells()}(-1.8083942912875766e-20,-2.9543778224448946e-6,-1.2919677973698958e-10) Dual{Cells()}(-1.8083942912875766e-20,9.108727731523603e-6,3.578670635996355e-10) Dual{Cells()}(-1.8083942912875766e-20,-6.154317480842318e-6,-2.2221635110990485e-10) Dual{Cells()}(-1.8083942912875766e-20,-2.856378681643124e-13,-1.0937087667731543e-17) Dual{Cells()}(2.2767871710709325e-21,-3.2247398843000476e-11,-1.1604123502782545e-15) Dual{Cells()}(2.2767871710709325e-21,-6.154317480842318e-6,-2.3359251285003134e-10) Dual{Cells()}(2.2767871710709325e-21,1.2333688438947815e-5,4.4676939766822166e-10) Dual{Cells()}(2.2767871710709325e-21,-6.179338423565467e-6,-2.0824746690355555e-10) Dual{Cells()}(2.2767871710709325e-21,-2.871411869405443e-13,-1.0330556358472574e-17) Dual{Cells()}(-7.634941677349801e-23,-3.227439500336361e-11,-1.0879964161532255e-15) Dual{Cells()}(-7.634941677349801e-23,-6.179338423565467e-6,-2.2107985525199892e-10) Dual{Cells()}(-7.634941677349801e-23,8.108513060460262e-6,2.6562788786871265e-10) Dual{Cells()}(-7.634941677349801e-23,-1.9291420745447233e-6,-3.60444713817369e-11) Dual{Cells()}(-7.634941677349801e-23,-2.879550691537689e-13,-9.706637101606647e-18) Dual{Cells()}(9.161187703457003e-9,-8.714129867240801e-11,-2.272023544135727e-15) Dual{Cells()}(9.161187703457003e-9,-1.9291420745447233e-6,-5.390384595246086e-11) Dual{Cells()}(9.161187703457003e-9,3.03417744369242e-6,7.776674412241367e-11) Dual{Cells()}(9.161187703457003e-9,-1.1049474440693321e-6,-1.3851100190476564e-11) Dual{Cells()}(9.161187703457003e-9,-7.83779692188373e-13,-2.0449334243808202e-17) Dual{Cells()}(9.446080850871882e-9,-8.029718232429121e-11,-1.4317395206305333e-15) Dual{Cells()}(9.446080850871882e-9,-1.1049474440693321e-6,-2.854163795895504e-11) Dual{Cells()}(9.446080850871882e-9,2.135518754769117e-6,4.674489303371392e-11) Dual{Cells()}(9.446080850871882e-9,-1.030490281027657e-6,-1.078105283168264e-11) Dual{Cells()}(9.446080850871882e-9,-7.32489803544085e-13,-1.3091920013712778e-17) Dual{Cells()}(9.647119887285252e-9,-7.369864298536733e-11,-1.000607891127122e-15) Dual{Cells()}(9.647119887285252e-9,-1.030490281027657e-6,-1.9621323835816456e-11) Dual{Cells()}(9.647119887285252e-9,1.0305646614728063e-6,2.4145766408170128e-11) Dual{Cells()}(9.647119887285252e-9,-6.818021639514232e-13,-9.29616067368194e-18) Dual{Cells()}(-3.1587132998615076e-16,-8.636820503048223e-11,-2.7047844303467286e-15) Dual{Cells()}(-3.1587132998615076e-16,1.1927625404812641e-6,5.084818037788789e-11) Dual{Cells()}(-3.1587132998615076e-16,-1.1926753576294045e-6,-3.7350897835126206e-11) Dual{Cells()}(-3.1587132998615076e-16,-8.146468290984644e-13,-2.5510958693766285e-17) Dual{Cells()}(-3.1285170788753367e-16,-8.577603659439794e-11,-2.686239548330201e-15) Dual{Cells()}(-3.1285170788753367e-16,-1.1926753576294045e-6,-3.7350897872043115e-11) Dual{Cells()}(-3.1285170788753367e-16,2.39360056211136e-6,8.854738519125504e-11) Dual{Cells()}(-3.1285170788753367e-16,-1.200838608203714e-6,-3.760654549126883e-11) Dual{Cells()}(-3.1285170788753367e-16,-8.202416467867549e-13,-2.5686162401864494e-17) Dual{Cells()}(-3.1775193148088325e-16,-8.519193127462795e-11,-2.6679471759750644e-15) Dual{Cells()}(-3.1775193148088325e-16,-1.200838608203714e-6,-3.7606545562565485e-11) Dual{Cells()}(-3.1775193148088325e-16,3.2336892485006956e-6,1.1494903819200933e-10) Dual{Cells()}(-3.1775193148088325e-16,-2.0327646225292423e-6,-6.36598912596186e-11) Dual{Cells()}(-3.1775193148088325e-16,-8.258364644522167e-13,-2.586136608890723e-17) Dual{Cells()}(-4.4224354306428524e-23,-3.080998959573104e-11,-9.648733557187915e-16) Dual{Cells()}(-4.4224354306428524e-23,-2.0327646225292423e-6,-6.365989136694827e-11) Dual{Cells()}(-4.4224354306428524e-23,8.50416570686948e-6,2.6996041066398117e-10) Dual{Cells()}(-4.4224354306428524e-23,-6.471369973363769e-6,-2.026632614920429e-10) Dual{Cells()}(-4.4224354306428524e-23,-3.009868752712055e-13,-9.425512305630984e-18) Dual{Cells()}(7.610833688109116e-23,-3.078058209057639e-11,-9.639524035215267e-16) Dual{Cells()}(7.610833688109116e-23,-6.471369973363769e-6,-2.0266326156363228e-10) Dual{Cells()}(7.610833688109116e-23,1.2948920768932886e-5,4.091598270736499e-10) Dual{Cells()}(7.610833688109116e-23,-6.477519713714061e-6,-2.0285585227911004e-10) Dual{Cells()}(7.610833688109116e-23,-3.0127296746812626e-13,-9.4344713828773e-18) Dual{Cells()}(-2.5091836753872325e-23,-3.075123065731718e-11,-9.6303320747587e-16) Dual{Cells()}(-2.5091836753872325e-23,-6.477519713714061e-6,-2.0285585231492236e-10) Dual{Cells()}(-2.5091836753872325e-23,6.477550766503778e-6,2.065000209735042e-10) Dual{Cells()}(-2.5091836753872325e-23,-3.015590596666092e-13,-9.443430461592707e-18) Dual{Cells()}(-1.6983598019995041e-15,-5.519197822408481e-13,-1.7285283515247405e-17) Dual{Cells()}(-1.6983598019995041e-15,1.0158251433087358e-6,3.971110470754061e-11) Dual{Cells()}(-1.6983598019995041e-15,-1.0155874417771347e-6,-3.1805147651764576e-11) Dual{Cells()}(-1.6983598019995041e-15,-2.371496118189189e-10,-7.42712008205097e-15) Dual{Cells()}(-1.7290189656672464e-15,-5.587511771724366e-13,-1.7499232356407656e-17) Dual{Cells()}(-1.7290189656672464e-15,-1.0155874417771347e-6,-3.180514765233446e-11) Dual{Cells()}(-1.7290189656672464e-15,2.0439046915480958e-6,7.200523155981233e-11) Dual{Cells()}(-1.7290189656672464e-15,-1.0280824032491829e-6,-3.21964523082218e-11) Dual{Cells()}(-1.7290189656672464e-15,-2.342877706010661e-10,-7.337492123291406e-15) Dual{Cells()}(-1.7696834821688283e-15,-5.655825721050043e-13,-1.7713181198490418e-17) Dual{Cells()}(-1.7696834821688283e-15,-1.0280824032491829e-6,-3.219645230698765e-11) Dual{Cells()}(-1.7696834821688283e-15,1.0283144629495963e-6,4.029776059059283e-11) Dual{Cells()}(-1.7696834821688283e-15,-2.3149411784134676e-10,-7.249999711995529e-15) Dual{Cells()}(-5.323675983937823e-9,-5.384185481302495e-13,-2.839303054352356e-17) Dual{Cells()}(-5.323675983937823e-9,9.991788775190517e-7,5.956833360607688e-11) Dual{Cells()}(-5.323675983937823e-9,-9.989664111637282e-7,-5.0785067111878894e-11) Dual{Cells()}(-5.323675983937823e-9,-2.119279367754614e-10,-1.1143840374994973e-14) Dual{Cells()}(-5.401901900675415e-9,-5.543042782926523e-13,-2.7547613391737067e-17) Dual{Cells()}(-5.401901900675415e-9,-9.989664111637282e-7,-5.130205463322744e-11) Dual{Cells()}(-5.401901900675415e-9,2.032708713221418e-6,1.0805492131699278e-10) Dual{Cells()}(-5.401901900675415e-9,-1.0335286189452017e-6,-4.6863013096491027e-11) Dual{Cells()}(-5.401901900675415e-9,-2.1312880820989041e-10,-1.0565416738792126e-14) Dual{Cells()}(-5.455225572026114e-9,-5.764481911527734e-13,-2.5375710765855497e-17) Dual{Cells()}(-5.455225572026114e-9,-1.0335286189452017e-6,-4.89064005941808e-11) Dual{Cells()}(-5.455225572026114e-9,2.639780824432701e-6,1.2687528797080135e-10) Dual{Cells()}(-5.455225572026114e-9,-1.6060350613079644e-6,-6.703387812222804e-11) Dual{Cells()}(-5.455225572026114e-9,-2.1656773134351554e-10,-9.517287013457645e-15) Dual{Cells()}(-5.420504860537187e-22,-1.5579966241361866e-13,-6.062477030714642e-18) Dual{Cells()}(-5.420504860537187e-22,-1.6060350613079644e-6,-7.15521271705788e-11) Dual{Cells()}(-5.420504860537187e-22,4.964487585691354e-6,1.9839173393500654e-10) Dual{Cells()}(-5.420504860537187e-22,-3.3583946091023205e-6,-1.23129035683744e-10) Dual{Cells()}(-5.420504860537187e-22,-5.775948140690008e-11,-2.2458740313693994e-15) Dual{Cells()}(-1.1444798253862666e-20,-1.5687570172306599e-13,-5.721303927319525e-18) Dual{Cells()}(-1.1444798253862666e-20,-3.3583946091023205e-6,-1.2946079169128415e-10) Dual{Cells()}(-1.1444798253862666e-20,6.735707588310932e-6,2.474685358656086e-10) Dual{Cells()}(-1.1444798253862666e-20,-3.377254874086671e-6,-1.15226154972643e-10) Dual{Cells()}(-1.1444798253862666e-20,-5.7948246238932076e-11,-2.1130379894028474e-15) Dual{Cells()}(9.526446859904287e-22,-1.5754369886359522e-13,-5.3693447752748566e-18) Dual{Cells()}(9.526446859904287e-22,-3.377254874086671e-6,-1.2243911542461787e-10) Dual{Cells()}(9.526446859904287e-22,4.435071988131718e-6,1.4673473576367464e-10) Dual{Cells()}(9.526446859904287e-22,-1.0577589710310327e-6,-1.9355728605039935e-11) Dual{Cells()}(9.526446859904287e-22,-5.798547031579019e-11,-1.9772041153697205e-15) Dual{Cells()}(5.2059917357372865e-9,-4.302298191005412e-13,-1.1215974328830887e-17) Dual{Cells()}(5.2059917357372865e-9,-1.0577589710310327e-6,-2.9604878426882774e-11) Dual{Cells()}(5.2059917357372865e-9,1.6641103894516115e-6,4.216777323610815e-11) Dual{Cells()}(5.2059917357372865e-9,-6.061949113062299e-7,-7.013900384815238e-12) Dual{Cells()}(5.2059917357372865e-9,-1.560768845296555e-10,-4.084498789896136e-15) Dual{Cells()}(5.411421951034872e-9,-4.016168243981763e-13,-6.996449441186297e-18) Dual{Cells()}(5.411421951034872e-9,-6.061949113062299e-7,-1.5573080888985815e-11) Dual{Cells()}(5.411421951034872e-9,1.1700094527248599e-6,2.4859639064321532e-11) Dual{Cells()}(5.411421951034872e-9,-5.636720290315082e-7,-5.3203718367053276e-12) Dual{Cells()}(5.411421951034872e-9,-1.4211077029742657e-10,-2.5049851932821605e-15) Dual{Cells()}(5.566323124034832e-9,-3.72079607510495e-13,-4.8245533584420815e-18) Dual{Cells()}(5.566323124034832e-9,-5.636720290315082e-7,-1.0515707347177787e-11) Dual{Cells()}(5.566323124034832e-9,5.638008726797095e-7,1.2742263277150364e-11) Dual{Cells()}(5.566323124034832e-9,-1.2847156859382355e-10,-1.7005688405022951e-15) Dual{Cells()}(4.7167032776830284e-9,-1.9819352415796634e-13,-5.637221416160995e-18) Dual{Cells()}(4.7167032776830284e-9,3.135420152201083e-7,1.582521028639777e-11) Dual{Cells()}(4.7167032776830284e-9,-3.1345618667415605e-7,-6.075025153036899e-12) Dual{Cells()}(4.7167032776830284e-9,-8.56303524281063e-11,-3.4911723831784904e-15) Dual{Cells()}(4.701312663674698e-9,-2.3463148258117395e-13,-2.943448715850597e-18) Dual{Cells()}(4.701312663674698e-9,-3.1345618667415605e-7,-8.268904643754615e-12) Dual{Cells()}(4.701312663674698e-9,7.236924460957783e-7,1.957476818014269e-11) Dual{Cells()}(4.701312663674698e-9,-4.1013946945318563e-7,-8.640381405212866e-12) Dual{Cells()}(4.701312663674698e-9,-9.655533695403294e-11,-1.861461731523178e-15) Dual{Cells()}(4.643825265925995e-9,-3.5094435106199873e-13,-3.5093961883113205e-18) Dual{Cells()}(4.643825265925995e-9,-4.1013946945318563e-7,-5.852878633632881e-12) Dual{Cells()}(4.643825265925995e-9,1.2981621513471085e-6,1.3786866573814579e-11) Dual{Cells()}(4.643825265925995e-9,-8.8789718170394e-7,-1.0632982019287912e-11) Dual{Cells()}(4.643825265925995e-9,-1.2514924563188772e-10,-2.003900712333844e-15) Dual{Cells()}(3.2480894650771202e-21,-1.5467384681803852e-13,-2.6735201672848497e-18) Dual{Cells()}(3.2480894650771202e-21,-8.8789718170394e-7,2.590900721690715e-12) Dual{Cells()}(3.2480894650771202e-21,4.256065319680774e-6,6.734551786387133e-11) Dual{Cells()}(3.2480894650771202e-21,-3.368117248254558e-6,-6.639676756526099e-11) Dual{Cells()}(3.2480894650771202e-21,-5.073504842939637e-11,-1.2793261698356504e-15) Dual{Cells()}(5.6691679542502715e-22,-1.5900700961103242e-13,-3.0449606302941115e-18) Dual{Cells()}(5.6691679542502715e-22,-3.368117248254558e-6,-5.4649232810951e-11) Dual{Cells()}(5.6691679542502715e-22,6.821755339806622e-6,1.314447604117076e-10) Dual{Cells()}(5.6691679542502715e-22,-3.4535865047586434e-6,-7.409842292379263e-11) Dual{Cells()}(5.6691679542502715e-22,-5.142778641093756e-11,-1.4202488548487312e-15) Dual{Cells()}(-8.270028979682995e-23,-1.6259442634068087e-13,-3.4125017911861055e-18) Dual{Cells()}(-8.270028979682995e-23,-3.4535865047586434e-6,-6.298112089504133e-11) Dual{Cells()}(-8.270028979682995e-23,5.200171494386635e-6,1.1429353761203908e-10) Dual{Cells()}(-8.270028979682995e-23,-1.7465329012031854e-6,-4.800904162782713e-11) Dual{Cells()}(-8.270028979682995e-23,-5.1925830380042334e-11,-1.5570604436406385e-15) Dual{Cells()}(-4.5824914004938496e-9,-6.380848223501913e-13,-1.567114365340639e-17) Dual{Cells()}(-4.5824914004938496e-9,-1.7465329012031854e-6,-3.8124677617575765e-11) Dual{Cells()}(-4.5824914004938496e-9,2.929700126766958e-6,8.496415911254575e-11) Dual{Cells()}(-4.5824914004938496e-9,-1.1829115644492592e-6,-3.3605963657499654e-11) Dual{Cells()}(-4.5824914004938496e-9,-1.982071789293871e-10,-6.868998040241392e-15) Dual{Cells()}(-4.5824914004938496e-9,-5.6815850761748616e-11,4.82878817320755e-13) Dual{Cells()}(-4.6196987358863335e-9,-6.558075124507553e-13,-1.8521250513626343e-17) Dual{Cells()}(-4.6196987358863335e-9,-1.1829115644492592e-6,-2.7607056799302315e-11) Dual{Cells()}(-4.6196987358863335e-9,2.3914554114834843e-6,7.6777523317934e-11) Dual{Cells()}(-4.6196987358863335e-9,-1.2082899969150152e-6,-3.642516602219855e-11) Dual{Cells()}(-4.6196987358863335e-9,-1.9683753512778236e-10,-7.77458937902873e-15) Dual{Cells()}(-4.6196987358863335e-9,-5.635677656958051e-11,4.751183300878539e-13) Dual{Cells()}(-4.6744657082187646e-9,-6.656311277241577e-13,-2.0016401429756697e-17) Dual{Cells()}(-4.6744657082187646e-9,-1.2082899969150152e-6,-3.372275442833245e-11) Dual{Cells()}(-4.6744657082187646e-9,1.2085410123237371e-6,4.597312412088807e-11) Dual{Cells()}(-4.6744657082187646e-9,-1.9454019681181311e-10,-8.157151364065871e-15) Dual{Cells()}(-4.6744657082187646e-9,-5.580958078213773e-11,4.684287334686392e-13) Dual{Cells()}(-6.147786216650161e-9,-6.347189594613478e-13,-3.317256296981888e-17) Dual{Cells()}(-6.147786216650161e-9,1.176647112763554e-6,6.964408634787711e-11) Dual{Cells()}(-6.147786216650161e-9,-1.1762808597241755e-6,-5.926709258539144e-11) Dual{Cells()}(-6.147786216650161e-9,-1.8113549238434109e-10,-9.439450106262863e-15) Dual{Cells()}(-6.147786216650161e-9,-1.8448282803475203e-10,-9.674323875023693e-15) Dual{Cells()}(-6.225460873734042e-9,-6.518885307490807e-13,-3.213877201658194e-17) Dual{Cells()}(-6.225460873734042e-9,-1.1762808597241755e-6,-5.992051182512639e-11) Dual{Cells()}(-6.225460873734042e-9,2.390533817799158e-6,1.2615844395115686e-10) Dual{Cells()}(-6.225460873734042e-9,-1.2138842472499457e-6,-5.4626101631560154e-11) Dual{Cells()}(-6.225460873734042e-9,-1.8235500165043503e-10,-8.966538989957914e-15) Dual{Cells()}(-6.225460873734042e-9,-1.8570393485555495e-10,-9.183601258691766e-15) Dual{Cells()}(-6.277964345604966e-9,-6.760844385727642e-13,-2.957707853238181e-17) Dual{Cells()}(-6.277964345604966e-9,-1.2138842472499457e-6,-5.7070977166710683e-11) Dual{Cells()}(-6.277964345604966e-9,3.0967746509033038e-6,1.479542362207846e-10) Dual{Cells()}(-6.277964345604966e-9,-1.882515506329392e-6,-7.810655220881689e-11) Dual{Cells()}(-6.277964345604966e-9,-1.8541406918071407e-10,-8.094514081433043e-15) Dual{Cells()}(-6.277964345604966e-9,-1.8880717034716778e-10,-8.279644313786568e-15) Dual{Cells()}(5.20796144837654e-21,-1.8242506275741583e-13,-7.066297022510433e-18) Dual{Cells()}(5.20796144837654e-21,-1.882515506329392e-6,-8.341177422851763e-11) Dual{Cells()}(5.20796144837654e-21,5.81448349387605e-6,2.3123742084003568e-10) Dual{Cells()}(5.20796144837654e-21,-3.931867976482767e-6,-1.435533504044485e-10) Dual{Cells()}(5.20796144837654e-21,-4.946224702292248e-11,-1.913205579638925e-15) Dual{Cells()}(5.20796144837654e-21,-5.036639180512415e-11,-1.954070379884532e-15) Dual{Cells()}(-2.7967105757388577e-21,-1.8359215962704107e-13,-6.671077476519625e-18) Dual{Cells()}(-2.7967105757388577e-21,-3.931867976482767e-6,-1.509093649335375e-10) Dual{Cells()}(-2.7967105757388577e-21,7.884039553967218e-6,2.8854409377744397e-10) Dual{Cells()}(-2.7967105757388577e-21,-3.952071238915246e-6,-1.3441226132365366e-10) Dual{Cells()}(-2.7967105757388577e-21,-4.962386548604352e-11,-1.801287468036702e-15) Dual{Cells()}(-2.7967105757388577e-21,-5.053111155939816e-11,-1.83818293606163e-15) Dual{Cells()}(3.7987946514071017e-22,-1.842943817028814e-13,-6.263734472078325e-18) Dual{Cells()}(3.7987946514071017e-22,-3.952071238915246e-6,-1.4276601144159574e-10) Dual{Cells()}(3.7987946514071017e-22,5.188827897180822e-6,1.7126821175533416e-10) Dual{Cells()}(3.7987946514071017e-22,-1.236656247965199e-6,-2.28354595567003e-11) Dual{Cells()}(3.7987946514071017e-22,-4.965916889827497e-11,-1.6868039600315953e-15) Dual{Cells()}(3.7987946514071017e-22,-5.056683709728147e-11,-1.7196674723730785e-15) Dual{Cells()}(6.015091641894583e-9,-5.028237589214341e-13,-1.3127807227806562e-17) Dual{Cells()}(6.015091641894583e-9,-1.236656247965199e-6,-3.4627995471395866e-11) Dual{Cells()}(6.015091641894583e-9,1.9456910170452644e-6,4.9557889196772035e-11) Dual{Cells()}(6.015091641894583e-9,-7.087642171475223e-7,-8.460469086201456e-12) Dual{Cells()}(6.015091641894583e-9,-1.3380864389445963e-10,-3.4991504264955075e-15) Dual{Cells()}(6.015091641894583e-9,-1.3624046488963383e-10,-3.549868842498641e-15) Dual{Cells()}(6.236141545020953e-9,-4.697580426320427e-13,-8.270499123522504e-18) Dual{Cells()}(6.236141545020953e-9,-7.087642171475223e-7,-1.8261304349833328e-11) Dual{Cells()}(6.236141545020953e-9,1.369022176668854e-6,2.942666933734756e-11) Dual{Cells()}(6.236141545020953e-9,-6.600106366892958e-7,-6.480258077172035e-12) Dual{Cells()}(6.236141545020953e-9,-1.2234088505973392e-10,-2.1684658607719196e-15) Dual{Cells()}(6.236141545020953e-9,-1.2451218893352702e-10,-2.174781039694514e-15) Dual{Cells()}(6.399858871078697e-9,-4.361090314166833e-13,-5.767047254989253e-18) Dual{Cells()}(6.399858871078697e-9,-6.600106366892958e-7,-1.2415106960200438e-11) Dual{Cells()}(6.399858871078697e-9,6.60235357796425e-7,1.5122646326652865e-11) Dual{Cells()}(6.399858871078697e-9,-1.1118634402866663e-10,-1.4886340971483703e-15) Dual{Cells()}(6.399858871078697e-9,-1.1309865406910037e-10,-1.4740204053461168e-15) Dual{Cells()}(5.73366426819557e-9,-4.632936209778483e-13,-7.07920530770766e-18) Dual{Cells()}(5.73366426819557e-9,6.994709315257173e-7,1.7696467632000875e-11) Dual{Cells()}(5.73366426819557e-9,-6.99239256097103e-7,-1.392026719313721e-11) Dual{Cells()}(5.73366426819557e-9,-1.145870403465394e-10,-1.7376291411295525e-15) Dual{Cells()}(5.73366426819557e-9,-1.166250946467351e-10,-1.793781326921844e-15) Dual{Cells()}(5.734106542236368e-9,-4.963906142847046e-13,-9.417398132215711e-18) Dual{Cells()}(5.734106542236368e-9,-6.99239256097103e-7,-8.922654343888899e-12) Dual{Cells()}(5.734106542236368e-9,1.4492350628208653e-6,3.377684130218044e-11) Dual{Cells()}(5.734106542236368e-9,-7.49752734717894e-7,-1.9527105634859642e-11) Dual{Cells()}(5.734106542236368e-9,-1.202388735772075e-10,-2.2706077209062056e-15) Dual{Cells()}(5.734106542236368e-9,-1.2233674167699086e-10,-2.3300984434119706e-15) Dual{Cells()}(5.6913299200180335e-9,-5.326863825484348e-13,-1.391405289452568e-17) Dual{Cells()}(5.6913299200180335e-9,-7.49752734717894e-7,-1.0989011279325519e-11) Dual{Cells()}(5.6913299200180335e-9,2.0651944243454203e-6,5.419970858119259e-11) Dual{Cells()}(5.6913299200180335e-9,-1.3151862038333878e-6,-3.650604351923569e-11) Dual{Cells()}(5.6913299200180335e-9,-1.2639288041591458e-10,-3.29667280842042e-15) Dual{Cells()}(5.6913299200180335e-9,-1.2856022734009485e-10,-3.3619718528214716e-15) Dual{Cells()}(-8.656457227270939e-23,-1.9763319682799246e-13,-6.472782568086961e-18) Dual{Cells()}(-8.656457227270939e-23,-1.3151862038333878e-6,-2.5710299523069643e-11) Dual{Cells()}(-8.656457227270939e-23,5.563795746546268e-6,1.775571724537034e-10) Dual{Cells()}(-8.656457227270939e-23,-4.24851586167082e-6,-1.4680952831520652e-10) Dual{Cells()}(-8.656457227270939e-23,-4.634679455798544e-11,-1.5181416508420439e-15) Dual{Cells()}(-8.656457227270939e-23,-4.713661430572101e-11,-1.5434897471130296e-15) Dual{Cells()}(8.907426571617655e-22,-1.978195239083228e-13,-6.8680185664876994e-18) Dual{Cells()}(8.907426571617655e-22,-4.24851586167082e-6,-1.3866271239618847e-10) Dual{Cells()}(8.907426571617655e-22,8.497098084922507e-6,2.9668558311223923e-10) Dual{Cells()}(8.907426571617655e-22,-4.248488724303861e-6,-1.5486777200809366e-10) Dual{Cells()}(8.907426571617655e-22,-4.625676488266315e-11,-1.6067472911485716e-15) Dual{Cells()}(8.907426571617655e-22,-4.7044363419428726e-11,-1.6325217411790308e-15) Dual{Cells()}(-7.866253365244879e-22,-1.9762344727894264e-13,-7.254987959400083e-18) Dual{Cells()}(-7.866253365244879e-22,-4.248488724303861e-6,-1.4748400384146675e-10) Dual{Cells()}(-7.866253365244879e-22,6.30969972820845e-6,2.3723337996784726e-10) Dual{Cells()}(-7.866253365244879e-22,-2.0611178665898537e-6,-8.580694739961174e-11) Dual{Cells()}(-7.866253365244879e-22,-4.607781693241967e-11,-1.6929066894337457e-15) Dual{Cells()}(-7.866253365244879e-22,-4.686187435601994e-11,-1.7190780442232192e-15) Dual{Cells()}(-5.671879127921032e-9,-7.453660180775434e-13,-3.041956680290069e-17) Dual{Cells()}(-5.671879127921032e-9,-2.0611178665898537e-6,-7.996992751781947e-11) Dual{Cells()}(-5.671879127921032e-9,3.4191525838587706e-6,1.529183747165821e-10) Dual{Cells()}(-5.671879127921032e-9,-1.3576870996005055e-6,-5.940364588415224e-11) Dual{Cells()}(-5.671879127921032e-9,-1.7197725489024103e-10,-7.027923704341167e-15) Dual{Cells()}(-5.671879127921032e-9,-1.7489504750321716e-10,-7.129319155632763e-15) Dual{Cells()}(-5.7179774600673875e-9,-7.393230081892628e-13,-3.343688973288315e-17) Dual{Cells()}(-5.7179774600673875e-9,-1.3576870996005055e-6,-5.629994710169554e-11) Dual{Cells()}(-5.7179774600673875e-9,2.7088606890990224e-6,1.3224853792695926e-10) Dual{Cells()}(-5.7179774600673875e-9,-1.3508349335321553e-6,-6.307528113456186e-11) Dual{Cells()}(-5.7179774600673875e-9,-1.6754501724029107e-10,-7.590919141462107e-15) Dual{Cells()}(-5.7179774600673875e-9,-1.7037162611314807e-10,-7.693307060912274e-15) Dual{Cells()}(-5.769172842898861e-9,-7.378649510563607e-13,-3.506250569617734e-17) Dual{Cells()}(-5.769172842898861e-9,-1.3508349335321553e-6,-6.193451754566049e-11) Dual{Cells()}(-5.769172842898861e-9,1.351166952698398e-6,7.408388106085673e-11) Dual{Cells()}(-5.769172842898861e-9,-1.6426444463194848e-10,-7.821119006362675e-15) Dual{Cells()}(-5.769172842898861e-9,-1.6701685665971462e-10,-7.922807614487737e-15) Dual{Cells()}(-6.97022201133985e-9,-7.311957427454032e-13,-3.793116140897914e-17) Dual{Cells()}(-6.97022201133985e-9,1.3542370422418199e-6,7.966380305222801e-11) Dual{Cells()}(-6.97022201133985e-9,-1.353917421742038e-6,-6.769841577811009e-11) Dual{Cells()}(-6.97022201133985e-9,-1.581710890298995e-10,-8.186046605393386e-15) Dual{Cells()}(-6.97022201133985e-9,-1.6071821500928277e-10,-8.357175677789115e-15) Dual{Cells()}(-7.047678873531296e-9,-7.496271812048849e-13,-3.670865215857463e-17) Dual{Cells()}(-7.047678873531296e-9,-1.353917421742038e-6,-6.849340355000647e-11) Dual{Cells()}(-7.047678873531296e-9,2.7487346004123295e-6,1.4415772282632964e-10) Dual{Cells()}(-7.047678873531296e-9,-1.394495157935651e-6,-6.233565905814398e-11) Dual{Cells()}(-7.047678873531296e-9,-1.5935935897015303e-10,-7.786962026723438e-15) Dual{Cells()}(-7.047678873531296e-9,-1.6191174848865027e-10,-7.945792393955322e-15) Dual{Cells()}(-7.099416959659135e-9,-7.758317088096276e-13,-3.37557609940574e-17) Dual{Cells()}(-7.099416959659135e-9,-1.394495157935651e-6,-6.519195506988289e-11) Dual{Cells()}(-7.099416959659135e-9,3.5540987035204277e-6,1.6890711840733234e-10) Dual{Cells()}(-7.099416959659135e-9,-2.1592759731808663e-6,-8.910106749599294e-11) Dual{Cells()}(-7.099416959659135e-9,-1.6210412607345755e-10,-7.0409901988205575e-15) Dual{Cells()}(-7.099416959659135e-9,-1.6469244612793047e-10,-7.177504107345804e-15) Dual{Cells()}(-3.1397595009882175e-21,-2.090672019457739e-13,-8.063667971416546e-18) Dual{Cells()}(-3.1397595009882175e-21,-2.1592759731808663e-6,-9.520786021819716e-11) Dual{Cells()}(-3.1397595009882175e-21,6.664942252114986e-6,2.638523842864853e-10) Dual{Cells()}(-3.1397595009882175e-21,-4.505578879713006e-6,-1.6381290891779574e-10) Dual{Cells()}(-3.1397595009882175e-21,-4.325013842936022e-11,-1.6661817762884472e-15) Dual{Cells()}(-3.1397595009882175e-21,-4.394001548319342e-11,-1.6965847144432874e-15) Dual{Cells()}(-9.90331487062742e-22,-2.1031832120734652e-13,-7.614118881843172e-18) Dual{Cells()}(-9.90331487062742e-22,-4.505578879713006e-6,-1.72207494513489e-10) Dual{Cells()}(-9.90331487062742e-22,9.032626157904553e-6,3.293002560541554e-10) Dual{Cells()}(-9.90331487062742e-22,-4.526959594290594e-6,-1.5343138143238612e-10) Dual{Cells()}(-9.90331487062742e-22,-4.339068963359753e-11,-1.5695102264373808e-15) Dual{Cells()}(-9.90331487062742e-22,-4.4082892998441864e-11,-1.5971102043508239e-15) Dual{Cells()}(-1.1646323361770165e-22,-2.1104697513170823e-13,-7.151086214209957e-18) Dual{Cells()}(-1.1646323361770165e-22,-4.526959594290594e-6,-1.629402650640172e-10) Dual{Cells()}(-1.1646323361770165e-22,5.9424004121900135e-6,1.95579644265669e-10) Dual{Cells()}(-1.1646323361770165e-22,-1.415353068342971e-6,-2.6246265063625707e-11) Dual{Cells()}(-1.1646323361770165e-22,-4.3422977697730146e-11,-1.4705971307171603e-15) Dual{Cells()}(-1.1646323361770165e-22,-4.4115531776081366e-11,-1.4953466738595431e-15) Dual{Cells()}(6.823498369893892e-9,-5.753211175293138e-13,-1.50160911138947e-17) Dual{Cells()}(6.823498369893892e-9,-1.415353068342971e-6,-3.95979255092569e-11) Dual{Cells()}(6.823498369893892e-9,2.226621101715328e-6,5.6841204727471975e-11) Dual{Cells()}(6.823498369893892e-9,-8.110314233321071e-7,-9.86117809990753e-12) Dual{Cells()}(6.823498369893892e-9,-1.170883986841127e-10,-3.0600221770844608e-15) Dual{Cells()}(6.823498369893892e-9,-1.1894632044823088e-10,-3.0999972973317225e-15) Dual{Cells()}(7.060444945403039e-9,-5.375849405992847e-13,-9.515931228585728e-18) Dual{Cells()}(7.060444945403039e-9,-8.110314233321071e-7,-2.091553374069807e-11) Dual{Cells()}(7.060444945403039e-9,1.5669908614332866e-6,3.3910403838162937e-11) Dual{Cells()}(7.060444945403039e-9,-7.557425057492562e-7,-7.600632982236414e-12) Dual{Cells()}(7.060444945403039e-9,-1.0736320117191327e-10,-1.9109645462357208e-15) Dual{Cells()}(7.060444945403039e-9,-1.0903156581086388e-10,-1.91931589725491e-15) Dual{Cells()}(7.233307938996542e-9,-4.996040696247476e-13,-6.679832007441156e-18) Dual{Cells()}(7.233307938996542e-9,-7.557425057492562e-7,-1.4279476861759683e-11) Dual{Cells()}(7.233307938996542e-9,7.559403587895476e-7,1.7461865475374243e-11) Dual{Cells()}(7.233307938996542e-9,-9.793632099156783e-11,-1.3228033152546462e-15) Dual{Cells()}(7.233307938996542e-9,-9.941711523022405e-11,-1.3160512058392781e-15) Dual{Cells()}(6.570342535848711e-9,-5.266797493048472e-13,-7.991910784835915e-18) Dual{Cells()}(6.570342535848711e-9,7.950630953891876e-7,2.0029915497710048e-11) Dual{Cells()}(6.570342535848711e-9,-7.948599374930023e-7,-1.5782540291376224e-11) Dual{Cells()}(6.570342535848711e-9,-1.0053312644640554e-10,-1.5172094205745725e-15) Dual{Cells()}(6.570342535848711e-9,-1.0209808998951937e-10,-1.557900013837656e-15) Dual{Cells()}(6.5610946597845015e-9,-5.641935844368746e-13,-1.0663360254276265e-17) Dual{Cells()}(6.5610946597845015e-9,-7.948599374930023e-7,-1.0037389098889807e-11) Dual{Cells()}(6.5610946597845015e-9,1.6470797203863175e-6,3.825252052472435e-11) Dual{Cells()}(6.5610946597845015e-9,-8.520061320369449e-7,-2.218078453177816e-11) Dual{Cells()}(6.5610946597845015e-9,-1.0573400878750185e-10,-1.9917227035152627e-15) Dual{Cells()}(6.5610946597845015e-9,-1.0735265399846721e-10,-2.0356857653142156e-15) Dual{Cells()}(6.501840147341576e-9,-6.051929360681743e-13,-1.5804748831809012e-17) Dual{Cells()}(6.501840147341576e-9,-8.520061320369449e-7,-1.2383821049623873e-11) Dual{Cells()}(6.501840147341576e-9,2.3461288793419338e-6,6.148532128163436e-11) Dual{Cells()}(6.501840147341576e-9,-1.493897719440635e-6,-4.1481302276125565e-11) Dual{Cells()}(6.501840147341576e-9,-1.1137158341061518e-10,-2.9053643825694008e-15) Dual{Cells()}(6.501840147341576e-9,-1.1305108800719039e-10,-2.9551270080157925e-15) Dual{Cells()}(2.6107948668222457e-22,-2.2438302125112674e-13,-7.361308195896753e-18) Dual{Cells()}(2.6107948668222457e-22,-1.493897719440635e-6,-2.9123861367864923e-11) Dual{Cells()}(2.6107948668222457e-22,6.317266381715002e-6,2.019049153510927e-10) Dual{Cells()}(2.6107948668222457e-22,-4.823286088724355e-6,-1.67012032685176e-10) Dual{Cells()}(2.6107948668222457e-22,-4.086809757984204e-11,-1.3408535434139605e-15) Dual{Cells()}(2.6107948668222457e-22,-4.148106941053095e-11,-1.360599182377779e-15) Dual{Cells()}(1.0581518154596374e-21,-2.245401246803663e-13,-7.812272085969016e-18) Dual{Cells()}(1.0581518154596374e-21,-4.823286088724355e-6,-1.5771273386305452e-10) Dual{Cells()}(1.0581518154596374e-21,9.645381918225518e-6,3.3750350063547877e-10) Dual{Cells()}(1.0581518154596374e-21,-4.822013407904685e-6,-1.7619503382237089e-10) Dual{Cells()}(1.0581518154596374e-21,-4.0792842282333514e-11,-1.4197385739460033e-15) Dual{Cells()}(1.0581518154596374e-21,-4.140421407044126e-11,-1.439927037202479e-15) Dual{Cells()}(-8.745193350599992e-22,-2.2425695042274051e-13,-8.253596964134179e-18) Dual{Cells()}(-8.745193350599992e-22,-4.822013407904685e-6,-1.6777697370722336e-10) Dual{Cells()}(-8.745193350599992e-22,7.159814818281762e-6,2.6989574700610095e-10) Dual{Cells()}(-8.745193350599992e-22,-2.3377193013777637e-6,-9.761312148832002e-11) Dual{Cells()}(-8.745193350599992e-22,-4.063801709579925e-11,-1.4964732242680772e-15) Dual{Cells()}(-8.745193350599992e-22,-4.124672526577138e-11,-1.5170797438587964e-15) Dual{Cells()}(-6.496253461561501e-9,-8.450558021816199e-13,-3.460285271389782e-17) Dual{Cells()}(-6.496253461561501e-9,-2.3377193013777637e-6,-9.098260824510735e-11) Dual{Cells()}(-6.496253461561501e-9,3.876181759524177e-6,1.7389560695960804e-10) Dual{Cells()}(-6.496253461561501e-9,-1.5381558944646639e-6,-6.753073181040972e-11) Dual{Cells()}(-6.496253461561501e-9,-1.5172594654268229e-10,-6.21865522437651e-15) Dual{Cells()}(-6.496253461561501e-9,-1.5399267940511556e-10,-6.299321467934243e-15) Dual{Cells()}(-6.543043721299297e-9,-8.369790765201572e-13,-3.801085092509646e-17) Dual{Cells()}(-6.543043721299297e-9,-1.5381558944646639e-6,-6.402325114723654e-11) Dual{Cells()}(-6.543043721299297e-9,3.0667533811904556e-6,1.5026681300706932e-10) Dual{Cells()}(-6.543043721299297e-9,-1.5282986262634352e-6,-7.165538129056834e-11) Dual{Cells()}(-6.543043721299297e-9,-1.4791240592755083e-10,-6.72599939695942e-15) Dual{Cells()}(-6.543043721299297e-9,-1.5011107735235876e-10,-6.8083506760578145e-15) Dual{Cells()}(-6.593935793052376e-9,-8.342507297538361e-13,-3.982450358740466e-17) Dual{Cells()}(-6.593935793052376e-9,-1.5282986262634352e-6,-7.037806292895423e-11) Dual{Cells()}(-6.593935793052376e-9,1.5285918655968646e-6,8.41115895218805e-11) Dual{Cells()}(-6.593935793052376e-9,-1.451304059843222e-10,-6.9380620135106805e-15) Dual{Cells()}(-6.593935793052376e-9,-1.4727467671543214e-10,-7.020387981282285e-15) Dual{Cells()}(-7.793404039154141e-9,-8.276324697844507e-13,-4.269283436366716e-17) Dual{Cells()}(-7.793404039154141e-9,1.5317715234856476e-6,8.96860084833493e-11) Dual{Cells()}(-7.793404039154141e-9,-1.5314879621914487e-6,-7.613356956799665e-11) Dual{Cells()}(-7.793404039154141e-9,-1.403630621900605e-10,-7.226808549403279e-15) Dual{Cells()}(-7.793404039154141e-9,-1.4237059953920912e-10,-7.355076730217184e-15) Dual{Cells()}(-7.870912311049467e-9,-8.473294501773224e-13,-4.1281908649997413e-17) Dual{Cells()}(-7.870912311049467e-9,-1.5314879621914487e-6,-7.706817533489504e-11) Dual{Cells()}(-7.870912311049467e-9,3.1068243486570387e-6,1.62163185296863e-10) Dual{Cells()}(-7.870912311049467e-9,-1.5750505177587094e-6,-7.005000352162496e-11) Dual{Cells()}(-7.870912311049467e-9,-1.4150409783436412e-10,-6.8820552626231665e-15) Dual{Cells()}(-7.870912311049467e-9,-1.4351727959607845e-10,-7.0015364029533876e-15) Dual{Cells()}(-7.922005215675577e-9,-8.755539334747619e-13,-3.793779937056501e-17) Dual{Cells()}(-7.922005215675577e-9,-1.5750505177587094e-6,-7.331471820983146e-11) Dual{Cells()}(-7.922005215675577e-9,4.01131170174816e-6,1.8986851988259506e-10) Dual{Cells()}(-7.922005215675577e-9,-2.4359702796540995e-6,-1.0010200609825218e-10) Dual{Cells()}(-7.922005215675577e-9,-1.4399377169181542e-10,-6.230566715646058e-15) Dual{Cells()}(-7.922005215675577e-9,-1.4603500972571885e-10,-6.334008491577571e-15) Dual{Cells()}(-3.5394291007255455e-21,-2.3570567263120225e-13,-9.061826087251984e-18) Dual{Cells()}(-3.5394291007255455e-21,-2.4359702796540995e-6,-1.0700717701408957e-10) Dual{Cells()}(-3.5394291007255455e-21,7.515236288691604e-6,2.9648359128930415e-10) Dual{Cells()}(-3.5394291007255455e-21,-5.079188383190518e-6,-1.8408391368796863e-10) Dual{Cells()}(-3.5394291007255455e-21,-3.8423146612492355e-11,-1.4757637535541466e-15) Dual{Cells()}(-3.5394291007255455e-21,-3.896699470137796e-11,-1.499012711790221e-15) Dual{Cells()}(8.525824890592215e-22,-2.370421707101132e-13,-8.557867618001485e-18) Dual{Cells()}(8.525824890592215e-22,-5.079188383190518e-6,-1.9351532785348963e-10) Dual{Cells()}(8.525824890592215e-22,1.0181038886097223e-5,3.7007750823342097e-10) Dual{Cells()}(8.525824890592215e-22,-5.101772624820292e-6,-1.7246115666828032e-10) Dual{Cells()}(8.525824890592215e-22,-3.854775394999918e-11,-1.3906816442571646e-15) Dual{Cells()}(8.525824890592215e-22,-3.909329029323964e-11,-1.4119123194573245e-15) Dual{Cells()}(-3.0484392460385035e-22,-2.37798463743726e-13,-8.039053992857954e-18) Dual{Cells()}(-3.0484392460385035e-22,-5.101772624820292e-6,-1.831240535264544e-10) Dual{Cells()}(-3.0484392460385035e-22,6.695904215476347e-6,2.1990387673152405e-10) Dual{Cells()}(-3.0484392460385035e-22,-1.594053651822803e-6,-2.9658268467721516e-11) Dual{Cells()}(-3.0484392460385035e-22,-3.857764807829963e-11,-1.3036072245343648e-15) Dual{Cells()}(-3.0484392460385035e-22,-3.912338671002473e-11,-1.3227864589190622e-15) Dual{Cells()}(7.632607619812948e-9,-6.478219865581334e-13,-1.690486928451941e-17) Dual{Cells()}(7.632607619812948e-9,-1.594053651822803e-6,-4.4569899395248275e-11) Dual{Cells()}(7.632607619812948e-9,2.507557419943942e-6,6.412580592207867e-11) Dual{Cells()}(7.632607619812948e-9,-9.13293491063176e-7,-1.1259819048728797e-11) Dual{Cells()}(7.632607619812948e-9,-1.040818473185048e-10,-2.718849654738267e-15) Dual{Cells()}(7.632607619812948e-9,-1.0554738865804698e-10,-2.7514337112655498e-15) Dual{Cells()}(7.885710600670866e-9,-6.053989124645863e-13,-1.075987125895007e-17) Dual{Cells()}(7.885710600670866e-9,-9.13293491063176e-7,-2.3569651428237653e-11) Dual{Cells()}(7.885710600670866e-9,1.764919741491568e-6,3.839142569772968e-11) Dual{Cells()}(7.885710600670866e-9,-8.514330240978715e-7,-8.718880127171998e-12) Dual{Cells()}(7.885710600670866e-9,-9.564821939541717e-11,-1.7076414474894309e-15) Dual{Cells()}(7.885710600670866e-9,-9.697271221254545e-11,-1.7175408575785656e-15) Dual{Cells()}(8.067967067314427e-9,-5.630485646950849e-13,-7.590099546795678e-18) Dual{Cells()}(8.067967067314427e-9,-8.514330240978715e-7,-1.614309390526268e-11) Dual{Cells()}(8.067967067314427e-9,8.51609763198922e-7,1.9799019899402903e-11) Dual{Cells()}(8.067967067314427e-9,-8.749483343185008e-11,-1.1893045667122457e-15) Dual{Cells()}(8.067967067314427e-9,-8.868121905394516e-11,-1.188290066180437e-15) Dual{Cells()}(7.407380881381146e-9,-5.900436192838559e-13,-8.902379448233869e-18) Dual{Cells()}(7.407380881381146e-9,8.906457236168838e-7,2.236244385891715e-11) Dual{Cells()}(7.407380881381146e-9,-8.904648024611623e-7,-1.7644348538291282e-11) Dual{Cells()}(7.407380881381146e-9,-8.95437944172035e-11,-1.3454312276394888e-15) Dual{Cells()}(7.407380881381146e-9,-9.07873176849663e-11,-1.3773371475603354e-15) Dual{Cells()}(7.388337800087916e-9,-6.319885292406926e-13,-1.1907817942025803e-17) Dual{Cells()}(7.388337800087916e-9,-8.904648024611623e-7,-1.1151100534339243e-11) Dual{Cells()}(7.388337800087916e-9,1.844911289253036e-6,4.272699931101578e-11) Dual{Cells()}(7.388337800087916e-9,-9.542558681936592e-7,-2.4834285908773752e-11) Dual{Cells()}(7.388337800087916e-9,-9.434901209413985e-11,-1.7731688833129647e-15) Dual{Cells()}(7.388337800087916e-9,-9.563759759095619e-11,-1.8077603048675013e-15) Dual{Cells()}(7.3124963417979804e-9,-6.776998433521146e-13,-1.7695180401881138e-17) Dual{Cells()}(7.3124963417979804e-9,-9.542558681936592e-7,-1.3777768521349326e-11) Dual{Cells()}(7.3124963417979804e-9,2.627064995079668e-6,6.877088518174726e-11) Dual{Cells()}(7.3124963417979804e-9,-1.672608028649125e-6,-4.645686582724219e-11) Dual{Cells()}(7.3124963417979804e-9,-9.954045283513079e-11,-2.5968687557348028e-15) Dual{Cells()}(7.3124963417979804e-9,-1.008800842055813e-10,-2.6362842727675563e-15) Dual{Cells()}(9.105913567919869e-23,-2.5113258792655816e-13,-8.250040750138882e-18) Dual{Cells()}(9.105913567919869e-23,-1.672608028649125e-6,-3.2537381142823226e-11) Dual{Cells()}(9.105913567919869e-23,7.070697609913254e-6,2.2625467907963166e-10) Dual{Cells()}(9.105913567919869e-23,-5.398015745946604e-6,-1.872159312396642e-10) Dual{Cells()}(9.105913567919869e-23,-3.654735670683605e-11,-1.2006716434391838e-15) Dual{Cells()}(9.105913567919869e-23,-3.7036828230325327e-11,-1.2164092071178008e-15) Dual{Cells()}(-8.737499116874828e-23,-2.5126010383400015e-13,-8.756801487014528e-18) Dual{Cells()}(-8.737499116874828e-23,-5.398015745946604e-6,-1.7676439554305338e-10) Dual{Cells()}(-8.737499116874828e-23,1.079358009602482e-5,3.783247285551794e-10) Dual{Cells()}(-8.737499116874828e-23,-5.395490644674422e-6,-1.9752370061932062e-10) Dual{Cells()}(-8.737499116874828e-23,-3.64829100858752e-11,-1.2717781470405255e-15) Dual{Cells()}(-8.737499116874828e-23,-3.697123360395435e-11,-1.2878989405706271e-15) Dual{Cells()}(4.241150486602574e-22,-2.508893931449856e-13,-9.252544073881806e-18) Dual{Cells()}(4.241150486602574e-22,-5.395490644674422e-6,-1.8807178014541344e-10) Dual{Cells()}(4.241150486602574e-22,8.009863587042903e-6,3.025608818014768e-10) Dual{Cells()}(4.241150486602574e-22,-2.6142995122199923e-6,-1.0941972638576476e-10) Dual{Cells()}(4.241150486602574e-22,-3.6346468560460766e-11,-1.3409649348208815e-15) Dual{Cells()}(4.241150486602574e-22,-3.6832790534798366e-11,-1.3574508690550527e-15) Dual{Cells()}(-7.3209984165202115e-9,-9.447377112179554e-13,-3.878776218396372e-17) Dual{Cells()}(-7.3209984165202115e-9,-2.6142995122199923e-6,-1.0199656842013498e-10) Dual{Cells()}(-7.3209984165202115e-9,4.333182574609632e-6,1.948745360415864e-10) Dual{Cells()}(-7.3209984165202115e-9,-1.7186088272836827e-6,-7.565791769143134e-11) Dual{Cells()}(-7.3209984165202115e-9,-1.3573884856436853e-10,-5.576968662665929e-15) Dual{Cells()}(-7.3209984165202115e-9,-1.3755151968128915e-10,-5.6417888269592054e-15) Dual{Cells()}(-7.368354704258772e-9,-9.346232053703075e-13,-4.2586581801393415e-17) Dual{Cells()}(-7.368354704258772e-9,-1.7186088272836827e-6,-7.174748099960132e-11) Dual{Cells()}(-7.368354704258772e-9,3.4246203586744764e-6,1.6828598723784825e-10) Dual{Cells()}(-7.368354704258772e-9,-1.7057440464838432e-6,-8.023538562056223e-11) Dual{Cells()}(-7.368354704258772e-9,-1.3239462640889475e-10,-6.038583117001813e-15) Dual{Cells()}(-7.368354704258772e-9,-1.3415565733604706e-10,-6.105114255372763e-15) Dual{Cells()}(-7.418830464034166e-9,-9.30623243717254e-13,-4.458817816279389e-17) Dual{Cells()}(-7.418830464034166e-9,-1.7057440464838432e-6,-7.882204805676983e-11) Dual{Cells()}(-7.418830464034166e-9,1.706006667162343e-6,9.413956573503287e-11) Dual{Cells()}(-7.418830464034166e-9,-1.2998494020997068e-10,-6.234771444751133e-15) Dual{Cells()}(-7.418830464034166e-9,-1.3170511504626254e-10,-6.301530045827307e-15) Dual{Cells()}(-8.623976565922868e-9,-9.239696040502876e-13,-4.744931178171206e-17) Dual{Cells()}(-8.623976565922868e-9,1.7090480249869355e-6,9.973702323303954e-11) Dual{Cells()}(-8.623976565922868e-9,-1.7087932063625752e-6,-8.460170887171701e-11) Dual{Cells()}(-8.623976565922868e-9,-1.261382321074539e-10,-6.469888985078987e-15) Dual{Cells()}(-8.623976565922868e-9,-1.277564226489413e-10,-6.571074119187172e-15) Dual{Cells()}(-8.701860185678512e-9,-9.449490756702473e-13,-4.5850740224812106e-17) Dual{Cells()}(-8.701860185678512e-9,-1.7087932063625752e-6,-8.567133656807588e-11) Dual{Cells()}(-8.701860185678512e-9,3.46446442980412e-6,1.8022560189901013e-10) Dual{Cells()}(-8.701860185678512e-9,-1.755414194221908e-6,-7.779348995193174e-11) Dual{Cells()}(-8.701860185678512e-9,-1.2722982049441455e-10,-6.1666278707175946e-15) Dual{Cells()}(-8.701860185678512e-9,-1.2885445006701116e-10,-6.261146627526705e-15) Dual{Cells()}(-8.75229570409621e-9,-9.752268486926116e-13,-4.2117126638396733e-17) Dual{Cells()}(-8.75229570409621e-9,-1.755414194221908e-6,-8.146105711825305e-11) Dual{Cells()}(-8.75229570409621e-9,4.468152760248084e-6,2.1089213083509956e-10) Dual{Cells()}(-8.75229570409621e-9,-2.7124769157185318e-6,-1.1113899223942187e-10) Dual{Cells()}(-8.75229570409621e-9,-1.2951318143101292e-10,-5.588399954030819e-15) Dual{Cells()}(-8.75229570409621e-9,-1.3116189936360397e-10,-5.670633102129914e-15) Dual{Cells()}(-1.4092750413074092e-21,-2.6233817885675685e-13,-1.0059805162058817e-17) Dual{Cells()}(-1.4092750413074092e-21,-2.7124769157185318e-6,-1.1883921334562525e-10) Dual{Cells()}(-1.4092750413074092e-21,8.365173031783833e-6,3.2920822807272477e-10) Dual{Cells()}(-1.4092750413074092e-21,-5.652626286089436e-6,-2.044094732604931e-10) Dual{Cells()}(-1.4092750413074092e-21,-3.456409155225035e-11,-1.3246225702155426e-15) Dual{Cells()}(-1.4092750413074092e-21,-3.500354613413561e-11,-1.3432049017034486e-15) Dual{Cells()}(4.959861386779617e-21,-2.637628674196661e-13,-9.501736379413908e-18) Dual{Cells()}(4.959861386779617e-21,-5.652626286089436e-6,-2.1488046247555596e-10) Dual{Cells()}(4.959861386779617e-21,1.1329193473339325e-5,4.109578836329894e-10) Dual{Cells()}(4.959861386779617e-21,-5.676497129590129e-6,-1.9153381109025276e-10) Dual{Cells()}(4.959861386779617e-21,-3.467652284410732e-11,-1.248632068766181e-15) Dual{Cells()}(4.959861386779617e-21,-3.5117374046200176e-11,-1.265654973348122e-15) Dual{Cells()}(-8.735140359659345e-22,-2.6454900121438015e-13,-8.927462819510564e-18) Dual{Cells()}(-8.735140359659345e-22,-5.676497129590129e-6,-2.0335633475616067e-10) Dual{Cells()}(-8.735140359659345e-22,7.4493133168880094e-6,2.442714764007377e-10) Dual{Cells()}(-8.735140359659345e-22,-1.7727460723171902e-6,-3.305513107654156e-11) Dual{Cells()}(-8.735140359659345e-22,-3.470468224660642e-11,-1.1708469145892824e-15) Dual{Cells()}(-8.735140359659345e-22,-3.514574944188886e-11,-1.186283147084197e-15) Dual{Cells()}(8.448535021271916e-9,-7.203223759663588e-13,-1.8798188191977703e-17) Dual{Cells()}(8.448535021271916e-9,-1.7727460723171902e-6,-4.954229106817938e-11) Dual{Cells()}(8.448535021271916e-9,2.7884067838496753e-6,7.138896719379146e-11) Dual{Cells()}(8.448535021271916e-9,-1.0154714555514449e-6,-1.2634956980125016e-11) Dual{Cells()}(8.448535021271916e-9,-9.367501987580399e-11,-2.4462634311654073e-15) Dual{Cells()}(8.448535021271916e-9,-9.48606387883595e-11,-2.4730929500508263e-15) Dual{Cells()}(8.71863740896075e-9,-6.731495185727e-13,-1.201250569643597e-17) Dual{Cells()}(8.71863740896075e-9,-1.0154714555514449e-6,-2.6217331215715616e-11) Dual{Cells()}(8.71863740896075e-9,1.9624993576999782e-6,4.2835511794213624e-11) Dual{Cells()}(8.71863740896075e-9,-9.468537034774666e-7,-9.812161780323962e-12) Dual{Cells()}(8.71863740896075e-9,-8.62253190217937e-11,-1.5430059818351482e-15) Dual{Cells()}(8.71863740896075e-9,-8.730020252629852e-11,-1.5521795225991034e-15) Dual{Cells()}(8.910935241893353e-9,-6.263365023946928e-13,-8.511639712953096e-18) Dual{Cells()}(8.910935241893353e-9,-9.468537034774666e-7,-1.7993203019156493e-11) Dual{Cells()}(8.910935241893353e-9,9.470133664460961e-7,2.2111252292376672e-11) Dual{Cells()}(8.910935241893353e-9,-7.903504449969759e-11,-1.0795282194663908e-15) Dual{Cells()}(8.910935241893353e-9,-8.000158762739681e-11,-1.080137064563085e-15) Dual{Cells()}(5.180148190341745e-10,-6.665994183927007e-13,-1.0742708067613869e-17) Dual{Cells()}(5.180148190341745e-10,9.767391427525543e-7,2.809720846513543e-11) Dual{Cells()}(5.180148190341745e-10,-9.765638179084564e-7,-1.5779360593303067e-11) Dual{Cells()}(5.180148190341745e-10,-8.714876434290453e-11,-2.2049298673674447e-15) Dual{Cells()}(5.180148190341745e-10,-8.750948033645312e-11,-1.217829184783536e-14) Dual{Cells()}(5.295857953264744e-10,-6.72071720002046e-13,-1.0859321436998715e-17) Dual{Cells()}(5.295857953264744e-10,-9.765638179084564e-7,-1.5692206096548e-11) Dual{Cells()}(5.295857953264744e-10,1.961695638994917e-6,4.411944198511847e-11) Dual{Cells()}(5.295857953264744e-10,-9.849570956554244e-7,-1.6027906810134063e-11) Dual{Cells()}(5.295857953264744e-10,-8.654225828758731e-11,-2.1925534595261355e-15) Dual{Cells()}(5.295857953264744e-10,-8.751110102889869e-11,-7.421922745248332e-15) Dual{Cells()}(5.497839942829077e-10,-6.781099672617029e-13,-1.1017675459849989e-17) Dual{Cells()}(5.497839942829077e-10,-9.849570956554244e-7,-1.584280962717612e-11) Dual{Cells()}(5.497839942829077e-10,2.6548202925518143e-6,5.5472102087086914e-11) Dual{Cells()}(5.497839942829077e-10,-1.6696895305818341e-6,-2.7160331102299446e-11) Dual{Cells()}(5.497839942829077e-10,-8.598214657432885e-11,-2.1845506168244987e-15) Dual{Cells()}(5.497839942829077e-10,-8.700605801435204e-11,2.2119091930985646e-15) Dual{Cells()}(6.329482649679199e-22,-2.476049065364567e-13,-4.044842587307578e-18) Dual{Cells()}(6.329482649679199e-22,-1.6696895305818341e-6,-2.685459395353221e-11) Dual{Cells()}(6.329482649679199e-22,6.994256413572146e-6,1.1731086808620255e-10) Dual{Cells()}(6.329482649679199e-22,-5.324504392615831e-6,-8.700824924059467e-11) Dual{Cells()}(6.329482649679199e-22,-3.111232457094915e-11,-7.926525254832318e-16) Dual{Cells()}(6.329482649679199e-22,-3.11304450024748e-11,4.340005238076479e-15) Dual{Cells()}(7.628156211387452e-22,-2.479387159000957e-13,-4.05486155473553e-18) Dual{Cells()}(7.628156211387452e-22,-5.324504392615831e-6,-8.680518906857714e-11) Dual{Cells()}(7.628156211387452e-22,1.0655829720574562e-5,1.7739820158681309e-10) Dual{Cells()}(7.628156211387452e-22,-5.331263054917087e-6,-8.714251174951019e-11) Dual{Cells()}(7.628156211387452e-22,-3.108572950098655e-11,-7.924270288023952e-16) Dual{Cells()}(7.628156211387452e-22,-3.093937342740694e-11,5.491570514485094e-15) Dual{Cells()}(-2.2786240936421684e-23,-2.482332179084417e-13,-4.061960206919326e-18) Dual{Cells()}(-2.2786240936421684e-23,-5.331263054917087e-6,-8.704110029861107e-11) Dual{Cells()}(-2.2786240936421684e-23,5.331325079712476e-6,9.049487579814048e-11) Dual{Cells()}(-2.2786240936421684e-23,-3.105657142048636e-11,-7.91909320294906e-16) Dual{Cells()}(-2.2786240936421684e-23,-3.0719990750966995e-11,6.699046025269654e-15) Dual{Cells()}(-1.1682707820879685e-14,-5.645803504041292e-13,-1.7682526553938532e-17) Dual{Cells()}(-1.1682707820879685e-14,-2.371496118189189e-10,-7.426812561864907e-15) Dual{Cells()}(-1.1682707820879685e-14,1.0392138584691358e-6,4.062609322598903e-11) Dual{Cells()}(-1.1682707820879685e-14,-1.0387442426928159e-6,-3.253169902420755e-11) Dual{Cells()}(-1.1682707820879685e-14,-2.319015841505326e-10,-7.265150755846411e-15) Dual{Cells()}(-1.1880722700558327e-14,-5.714117550157873e-13,-1.7896484566211986e-17) Dual{Cells()}(-1.1880722700558327e-14,-2.342877706010661e-10,-7.337188316028819e-15) Dual{Cells()}(-1.1880722700558327e-14,-1.0387442426928159e-6,-3.2531699033101857e-11) Dual{Cells()}(-1.1880722700558327e-14,2.0904474480841312e-6,7.36467012495108e-11) Dual{Cells()}(-1.1880722700558327e-14,-1.0512391820248408e-6,-3.292301922248933e-11) Dual{Cells()}(-1.1880722700558327e-14,-2.2916418411858433e-10,-7.179391940266751e-15) Dual{Cells()}(-1.2137577344964726e-14,-5.782431596331505e-13,-1.811044258389343e-17) Dual{Cells()}(-1.2137577344964726e-14,-2.3149411784134676e-10,-7.249699527231814e-15) Dual{Cells()}(-1.2137577344964726e-14,-1.0512391820248408e-6,-3.2923019220749715e-11) Dual{Cells()}(-1.2137577344964726e-14,1.0516977449881182e-6,4.121259517292745e-11) Dual{Cells()}(-1.2137577344964726e-14,-2.264906022765734e-10,-7.095632467601932e-15) Dual{Cells()}(-5.427954925565194e-9,-5.502909827804943e-13,-2.9009739167180005e-17) Dual{Cells()}(-5.427954925565194e-9,-2.119279367754614e-10,-1.120952892915423e-14) Dual{Cells()}(-5.427954925565194e-9,1.0212644728885854e-6,6.08709147095936e-11) Dual{Cells()}(-5.427954925565194e-9,-1.0208445103041464e-6,-5.1884056269832295e-11) Dual{Cells()}(-5.427954925565194e-9,-2.0748435668069124e-10,-1.0897027909029035e-14) Dual{Cells()}(-5.50613350125722e-9,-5.663555411030795e-13,-2.814134321809069e-17) Dual{Cells()}(-5.50613350125722e-9,-2.1312880820989041e-10,-1.0621058199497346e-14) Dual{Cells()}(-5.50613350125722e-9,-1.0208445103041464e-6,-5.2412556955254465e-11) Dual{Cells()}(-5.50613350125722e-9,2.0771072373595383e-6,1.1039814227837655e-10) Dual{Cells()}(-5.50613350125722e-9,-1.0558403355310238e-6,-4.7875771277828896e-11) Dual{Cells()}(-5.50613350125722e-9,-2.0869636061714354e-10,-1.0334409630004072e-14) Dual{Cells()}(-5.559417047218123e-9,-5.887969760046605e-13,-2.592167578774061e-17) Dual{Cells()}(-5.559417047218123e-9,-2.1656773134351554e-10,-9.553370691914094e-15) Dual{Cells()}(-5.559417047218123e-9,-1.0558403355310238e-6,-4.995911606902651e-11) Dual{Cells()}(-5.559417047218123e-9,2.6966008274950263e-6,1.296087452102431e-10) Dual{Cells()}(-5.559417047218123e-9,-1.6403312433266355e-6,-6.847993604919015e-11) Dual{Cells()}(-5.559417047218123e-9,-2.1209210904760213e-10,-9.312505567812984e-15) Dual{Cells()}(8.549057033577591e-21,-1.5911178948173475e-13,-6.193652501041656e-18) Dual{Cells()}(8.549057033577591e-21,-5.775948140690008e-11,-2.250391489106213e-15) Dual{Cells()}(8.549057033577591e-21,-1.6403312433266355e-6,-7.308233154254726e-11) Dual{Cells()}(8.549057033577591e-21,5.070251189077042e-6,2.0267909933163976e-10) Dual{Cells()}(8.549057033577591e-21,-3.429805456986821e-6,-1.258128388356334e-10) Dual{Cells()}(8.549057033577591e-21,-5.657017038921348e-11,-2.1981883943650074e-15) Dual{Cells()}(-1.0644703767402915e-20,-1.6020568221767026e-13,-5.8458315851032945e-18) Dual{Cells()}(-1.0644703767402915e-20,-5.7948246238932076e-11,-2.1150309530172693e-15) Dual{Cells()}(-1.0644703767402915e-20,-3.429805456986821e-6,-1.322595459455139e-10) Dual{Cells()}(-1.0644703767402915e-20,6.878898388253031e-6,2.52855797711449e-10) Dual{Cells()}(-1.0644703767402915e-20,-3.448978066475941e-6,-1.1775733111080305e-10) Dual{Cells()}(-1.0644703767402915e-20,-5.6756338348291265e-11,-2.0684552570662777e-15) Dual{Cells()}(1.104518358408789e-21,-1.6088491616578319e-13,-5.487060416081994e-18) Dual{Cells()}(1.104518358408789e-21,-5.798547031579019e-11,-1.9766523432440972e-15) Dual{Cells()}(1.104518358408789e-21,-3.448978066475941e-6,-1.2510015061837472e-10) Dual{Cells()}(1.104518358408789e-21,4.529370560870805e-6,1.4997846303825685e-10) Dual{Cells()}(1.104518358408789e-21,-1.0802775533063674e-6,-1.9845818266965212e-11) Dual{Cells()}(1.104518358408789e-21,-5.6794733264621615e-11,-1.935787239711492e-15) Dual{Cells()}(5.307670070210228e-9,-4.393810116511204e-13,-1.1472881562632224e-17) Dual{Cells()}(5.307670070210228e-9,-1.560768845296555e-10,-4.0581533106412336e-15) Dual{Cells()}(5.307670070210228e-9,-1.0802775533063674e-6,-3.0275138714058354e-11) Dual{Cells()}(5.307670070210228e-9,1.6998355864440334e-6,4.3176590474626305e-11) Dual{Cells()}(5.307670070210228e-9,-6.192486052378784e-7,-7.22979463879928e-12) Dual{Cells()}(5.307670070210228e-9,-1.5291163424636473e-10,-4.002192818814726e-15) Dual{Cells()}(5.515033120492608e-9,-4.1036605013456835e-13,-7.1750347780401e-18) Dual{Cells()}(5.515033120492608e-9,-1.4211077029742657e-10,-2.4523097110622855e-15) Dual{Cells()}(5.515033120492608e-9,-6.192486052378784e-7,-1.5935403440341884e-11) Dual{Cells()}(5.515033120492608e-9,1.1956892747620276e-6,2.5495009864056838e-11) Dual{Cells()}(5.515033120492608e-9,-5.761588065251865e-7,-5.495762907408398e-12) Dual{Cells()}(5.515033120492608e-9,-1.3934186261496754e-10,-2.4592293815836584e-15) Dual{Cells()}(5.6709860926974466e-9,-3.8045104947542846e-13,-4.9612372858142236e-18) Dual{Cells()}(5.6709860926974466e-9,-1.2847156859382355e-10,-1.6369338679732385e-15) Dual{Cells()}(5.6709860926974466e-9,-5.761588065251865e-7,-1.0780321109812532e-11) Dual{Cells()}(5.6709860926974466e-9,5.764137512697084e-7,1.3071730938770363e-11) Dual{Cells()}(5.6709860926974466e-9,-1.2609272487863623e-10,-1.6727650935738206e-15) Dual{Cells()}(4.9678174361345305e-9,-3.7395322902764947e-13,-4.421907894706666e-18) Dual{Cells()}(4.9678174361345305e-9,-8.56303524281063e-11,-5.192075570120675e-15) Dual{Cells()}(4.9678174361345305e-9,5.730474846733004e-7,1.2667355130408434e-11) Dual{Cells()}(4.9678174361345305e-9,-5.728371450532942e-7,-9.598383943477148e-12) Dual{Cells()}(4.9678174361345305e-9,-1.243353143490372e-10,-1.8172362256015374e-15) Dual{Cells()}(4.9734686845247864e-9,-4.133229820244861e-13,-6.393779186303619e-18) Dual{Cells()}(4.9734686845247864e-9,-9.655533695403294e-11,-3.0758679443308176e-15) Dual{Cells()}(4.9734686845247864e-9,-5.728371450532942e-7,-4.9589582873468875e-12) Dual{Cells()}(4.9734686845247864e-9,1.2075636082040824e-6,2.3737747140608767e-11) Dual{Cells()}(4.9734686845247864e-9,-6.344970652382997e-7,-1.4535013279980529e-11) Dual{Cells()}(4.9734686845247864e-9,-1.324292525526752e-10,-2.4157734497772245e-15) Dual{Cells()}(4.943027092344303e-9,-4.589037750503401e-13,-1.0392678245969715e-17) Dual{Cells()}(4.943027092344303e-9,-1.2514924563188772e-10,-9.191449253139326e-16) Dual{Cells()}(4.943027092344303e-9,-6.344970652382997e-7,-6.33931897740672e-12) Dual{Cells()}(4.943027092344303e-9,1.7710511017149458e-6,3.9534232417275575e-11) Dual{Cells()}(4.943027092344303e-9,-1.1362868850143254e-6,-2.7679228201569694e-11) Dual{Cells()}(4.943027092344303e-9,-1.4154331291384837e-10,-3.597549442981847e-15) Dual{Cells()}(7.826275156745726e-22,-1.7341482938435997e-13,-5.064224868528009e-18) Dual{Cells()}(7.826275156745726e-22,-5.073504842939637e-11,-7.738983457221518e-16) Dual{Cells()}(7.826275156745726e-22,-1.1362868850143254e-6,-1.7105169637788974e-11) Dual{Cells()}(7.826275156745726e-22,4.87158686555526e-6,1.376994411473044e-10) Dual{Cells()}(7.826275156745726e-22,-3.7351966953977614e-6,-1.1616081470899985e-10) Dual{Cells()}(7.826275156745726e-22,-5.237667991439663e-11,-1.6799656009015698e-15) Dual{Cells()}(1.759222927515274e-22,-1.7430283898743548e-13,-5.419835677895378e-18) Dual{Cells()}(1.759222927515274e-22,-5.142778641093756e-11,-8.861064120453149e-16) Dual{Cells()}(1.759222927515274e-22,-3.7351966953977614e-6,-1.0791452738603677e-10) Dual{Cells()}(1.759222927515274e-22,7.4855990520522225e-6,2.3411261691315155e-10) Dual{Cells()}(1.759222927515274e-22,-3.750298370770279e-6,-1.234394213741569e-10) Dual{Cells()}(1.759222927515274e-22,-5.238379493237499e-11,-1.78301167069455e-15) Dual{Cells()}(-2.4514111376119854e-23,-1.748109716742644e-13,-5.768284920573622e-18) Dual{Cells()}(-2.4514111376119854e-23,-5.1925830380042334e-11,-9.945198466467091e-16) Dual{Cells()}(-2.4514111376119854e-23,-3.750298370770279e-6,-1.1584241947909822e-10) Dual{Cells()}(-2.4514111376119854e-23,5.583699437062316e-6,1.8925795088131836e-10) Dual{Cells()}(-2.4514111376119854e-23,-1.8332966828461467e-6,-7.001004082988598e-11) Dual{Cells()}(-2.4514111376119854e-23,-5.228280453905314e-11,-1.883200549621191e-15) Dual{Cells()}(-4.8878412557452875e-9,-6.643648234352018e-13,-2.4492535523405388e-17) Dual{Cells()}(-4.8878412557452875e-9,-1.982071789293871e-10,-4.518168434219341e-15) Dual{Cells()}(-4.8878412557452875e-9,-1.8332966828461467e-6,-6.37054566447201e-11) Dual{Cells()}(-4.8878412557452875e-9,3.0485992690212916e-6,1.2456832908604178e-10) Dual{Cells()}(-4.8878412557452875e-9,-1.2149079254771987e-6,-4.857529972569032e-11) Dual{Cells()}(-4.8878412557452875e-9,-1.9578915419344549e-10,-7.845935951300846e-15) Dual{Cells()}(-4.934142099475623e-9,-6.641908860058386e-13,-2.7221969435806876e-17) Dual{Cells()}(-4.934142099475623e-9,-1.9683753512778236e-10,-5.219265936827816e-15) Dual{Cells()}(-4.934142099475623e-9,-1.2149079254771987e-6,-4.501512382441747e-11) Dual{Cells()}(-4.934142099475623e-9,2.431535305559762e-6,1.085059555352199e-10) Dual{Cells()}(-4.934142099475623e-9,-1.2162386031110459e-6,-5.17354908965779e-11) Dual{Cells()}(-4.934142099475623e-9,-1.9127524550399605e-10,-8.493255527095272e-15) Dual{Cells()}(-4.986448828309665e-9,-6.658288208450578e-13,-2.8698703627274415e-17) Dual{Cells()}(-4.986448828309665e-9,-1.9454019681181311e-10,-5.5156360137385615e-15) Dual{Cells()}(-4.986448828309665e-9,-1.2162386031110459e-6,-5.0288190625836525e-11) Dual{Cells()}(-4.986448828309665e-9,1.216621490797813e-6,6.1476359340811e-11) Dual{Cells()}(-4.986448828309665e-9,-1.8768166113443204e-10,-8.752515947656956e-15) Dual{Cells()}(-6.2506361814322535e-9,-6.467801986472201e-13,-3.3767116460447376e-17) Dual{Cells()}(-6.2506361814322535e-9,-1.8113549238434109e-10,-9.487414199291018e-15) Dual{Cells()}(-6.2506361814322535e-9,1.1988465798900927e-6,7.08967529178496e-11) Dual{Cells()}(-6.2506361814322535e-9,-1.1984868904017845e-6,-6.032116426162676e-11) Dual{Cells()}(-6.2506361814322535e-9,-1.7790721572515482e-10,-9.26232621454177e-15) Dual{Cells()}(-6.328266710321018e-9,-6.641074812676419e-13,-3.2709718213808766e-17) Dual{Cells()}(-6.328266710321018e-9,-1.8235500165043503e-10,-9.008177345626728e-15) Dual{Cells()}(-6.328266710321018e-9,-1.1984868904017845e-6,-6.099236792616013e-11) Dual{Cells()}(-6.328266710321018e-9,2.4353113254669423e-6,1.2840865484510819e-10) Dual{Cells()}(-6.328266710321018e-9,-1.2364622914680745e-6,-5.55898230502686e-11) Dual{Cells()}(-6.328266710321018e-9,-1.7912448795186019e-10,-8.800034858153107e-15) Dual{Cells()}(-6.380665961995551e-9,-6.885540880182355e-13,-3.0099140888182905e-17) Dual{Cells()}(-6.380665961995551e-9,-1.8541406918071407e-10,-8.123696893448374e-15) Dual{Cells()}(-6.380665961995551e-9,-1.2364622914680745e-6,-5.808628386387261e-11) Dual{Cells()}(-6.380665961995551e-9,3.1539436827434606e-6,1.5057353495822532e-10) Dual{Cells()}(-6.380665961995551e-9,-1.9171131480599713e-6,-7.948085792890872e-11) Dual{Cells()}(-6.380665961995551e-9,-1.8214059214626289e-10,-7.945981921580916e-15) Dual{Cells()}(-1.2730818537138272e-21,-1.8575553296533e-13,-7.190908807621624e-18) Dual{Cells()}(-1.2730818537138272e-21,-4.946224702292248e-11,-1.9176851464442508e-15) Dual{Cells()}(-1.2730818537138272e-21,-1.9171131480599713e-6,-8.488648168491203e-11) Dual{Cells()}(-1.2730818537138272e-21,5.92079883775118e-6,2.353142963733124e-10) Dual{Cells()}(-1.2730818537138272e-21,-4.0035874517332015e-6,-1.460856391015616e-10) Dual{Cells()}(-1.2730818537138272e-21,-4.858995545154573e-11,-1.8784074759668987e-15) Dual{Cells()}(-5.80211623508543e-21,-1.8693306775720406e-13,-6.7889069877772834e-18) Dual{Cells()}(-5.80211623508543e-21,-4.962386548604352e-11,-1.8041379884161445e-15) Dual{Cells()}(-5.80211623508543e-21,-4.0035874517332015e-6,-1.5357165303791014e-10) Dual{Cells()}(-5.80211623508543e-21,8.027623013197924e-6,2.9363836036993033e-10) Dual{Cells()}(-5.80211623508543e-21,-4.023937002073475e-6,-1.3678939125298977e-10) Dual{Cells()}(-5.80211623508543e-21,-4.874859269394619e-11,-1.7686476567565961e-15) Dual{Cells()}(3.986113901646283e-22,-1.8763853092189415e-13,-6.374612799233604e-18) Dual{Cells()}(3.986113901646283e-22,-4.965916889827497e-11,-1.6880105097689705e-15) Dual{Cells()}(3.986113901646283e-22,-4.023937002073475e-6,-1.4528770314375507e-10) Dual{Cells()}(3.986113901646283e-22,5.283028533867944e-6,1.7430670763816336e-10) Dual{Cells()}(3.986113901646283e-22,-1.2589929015002887e-6,-2.3261485781860204e-11) Dual{Cells()}(3.986113901646283e-22,-4.8783486750940785e-11,-1.6563678139853282e-15) Dual{Cells()}(6.116183386427043e-9,-5.118856228611972e-13,-1.3363853112922896e-17) Dual{Cells()}(6.116183386427043e-9,-1.3380864389445963e-10,-3.48662153409045e-15) Dual{Cells()}(6.116183386427043e-9,-1.2589929015002887e-6,-3.524907065442077e-11) Dual{Cells()}(6.116183386427043e-9,1.9808054233052635e-6,5.0467873747543774e-11) Dual{Cells()}(6.116183386427043e-9,-7.215467391791383e-7,-8.635373100452998e-12) Dual{Cells()}(6.116183386427043e-9,-1.3146209631930045e-10,-3.4374553647004826e-15) Dual{Cells()}(6.339212223143908e-9,-4.782363541701458e-13,-8.426378707222385e-18) Dual{Cells()}(6.339212223143908e-9,-1.2234088505973392e-10,-2.1392366698039553e-15) Dual{Cells()}(6.339212223143908e-9,-7.215467391791383e-7,-1.8592991426478835e-11) Dual{Cells()}(6.339212223143908e-9,1.3937661263189929e-6,2.9986802188387367e-11) Dual{Cells()}(6.339212223143908e-9,-6.719763240344797e-7,-6.620105539920336e-12) Dual{Cells()}(6.339212223143908e-9,-1.2024398396078165e-10,-2.1324832664983096e-15) Dual{Cells()}(6.5040627801470615e-9,-4.440473302505137e-13,-5.881449554318181e-18) Dual{Cells()}(6.5040627801470615e-9,-1.1118634402866663e-10,-1.452332969565177e-15) Dual{Cells()}(6.5040627801470615e-9,-6.719763240344797e-7,-1.2648011286888155e-11) Dual{Cells()}(6.5040627801470615e-9,6.721972918745437e-7,1.5414845041079476e-11) Dual{Cells()}(6.5040627801470615e-9,-1.0933744870518668e-10,-1.4656071217109654e-15) Dual{Cells()}(5.838305926979205e-9,-4.712170594623402e-13,-7.193518635778629e-18) Dual{Cells()}(5.838305926979205e-9,-1.145870403465394e-10,-1.7604524487036018e-15) Dual{Cells()}(5.838305926979205e-9,7.114181920826414e-7,1.798794852414461e-11) Dual{Cells()}(5.838305926979205e-9,-7.111905148737918e-7,-1.4152932255397013e-11) Dual{Cells()}(5.838305926979205e-9,-1.1261895144351626e-10,-1.7066254748598962e-15) Dual{Cells()}(5.837541094032235e-9,-5.04865876706753e-13,-9.573303126803691e-18) Dual{Cells()}(5.837541094032235e-9,-1.202388735772075e-10,-2.288705749256337e-15) Dual{Cells()}(5.837541094032235e-9,-7.111905148737918e-7,-9.061803375449525e-12) Dual{Cells()}(5.837541094032235e-9,1.4739632290876566e-6,3.433598636583928e-11) Dual{Cells()}(5.837541094032235e-9,-7.625337587523526e-7,-1.985875244390707e-11) Dual{Cells()}(5.837541094032235e-9,-1.1821172205811334e-10,-2.2315384069728447e-15) Dual{Cells()}(5.792707082019906e-9,-5.417496185638665e-13,-1.4150440467393418e-17) Dual{Cells()}(5.792707082019906e-9,-1.2639288041591458e-10,-3.305084825764973e-15) Dual{Cells()}(5.792707082019906e-9,-7.625337587523526e-7,-1.1163175523198886e-11) Dual{Cells()}(5.792707082019906e-9,2.1003100048881415e-6,5.5110127547127294e-11) Dual{Cells()}(5.792707082019906e-9,-1.337525014135337e-6,-3.7127894910510953e-11) Dual{Cells()}(5.792707082019906e-9,-1.2429737041769226e-10,-3.2420891655934876e-15) Dual{Cells()}(2.2217049394312136e-22,-2.009769443917408e-13,-6.583839506829437e-18) Dual{Cells()}(2.2217049394312136e-22,-4.634679455798544e-11,-1.5179868935876012e-15) Dual{Cells()}(2.2217049394312136e-22,-1.337525014135337e-6,-2.6136786880473403e-11) Dual{Cells()}(2.2217049394312136e-22,5.65798192308092e-6,1.806007740835624e-10) Dual{Cells()}(2.2217049394312136e-22,-4.320364778181247e-6,-1.4933514441766343e-10) Dual{Cells()}(2.2217049394312136e-22,-4.558299283237347e-11,-1.4934624960431036e-15) Dual{Cells()}(-6.665104720874054e-23,-2.0115963062173988e-13,-6.986035104211077e-18) Dual{Cells()}(-6.665104720874054e-23,-4.625676488266315e-11,-1.6056809880370387e-15) Dual{Cells()}(-6.665104720874054e-23,-4.320364778181247e-6,-1.4104415996024183e-10) Dual{Cells()}(-6.665104720874054e-23,8.640638624815679e-6,3.0178843156222544e-10) Dual{Cells()}(-6.665104720874054e-23,-4.3201818936211615e-6,-1.5753408796119066e-10) Dual{Cells()}(-6.665104720874054e-23,-4.549508875623245e-11,-1.5807258078905756e-15) Dual{Cells()}(5.486477361149693e-22,-2.0095267766165822e-13,-7.379793180746643e-18) Dual{Cells()}(5.486477361149693e-22,-4.607781693241967e-11,-1.6909413326783638e-15) Dual{Cells()}(5.486477361149693e-22,-4.3201818936211615e-6,-1.5002093619049586e-10) Dual{Cells()}(5.486477361149693e-22,6.415966839051452e-6,2.4131681024291586e-10) Dual{Cells()}(5.486477361149693e-22,-2.0956933471114465e-6,-8.728302825377074e-11) Dual{Cells()}(5.486477361149693e-22,-4.531954923441453e-11,-1.6655841323601316e-15) Dual{Cells()}(-5.7749764062993e-9,-7.578274589997512e-13,-3.094236566390217e-17) Dual{Cells()}(-5.7749764062993e-9,-1.7197725489024103e-10,-7.013842382743359e-15) Dual{Cells()}(-5.7749764062993e-9,-2.0956933471114465e-6,-8.134674443425252e-11) Dual{Cells()}(-5.7749764062993e-9,3.4762806909066896e-6,1.5554101809084112e-10) Dual{Cells()}(-5.7749764062993e-9,-1.3802454535485717e-6,-6.041977926170034e-11) Dual{Cells()}(-5.7749764062993e-9,-1.6915516432192573e-10,-6.915463079632555e-15) Dual{Cells()}(-5.821173123823587e-9,-7.515302197302242e-13,-3.400850726233419e-17) Dual{Cells()}(-5.821173123823587e-9,-1.6754501724029107e-10,-7.570365638662276e-15) Dual{Cells()}(-5.821173123823587e-9,-1.3802454535485717e-6,-5.7265563396582146e-11) Dual{Cells()}(-5.821173123823587e-9,2.7535957045972115e-6,1.3450134643804343e-10) Dual{Cells()}(-5.821173123823587e-9,-1.3730171438823138e-6,-6.414811100853483e-11) Dual{Cells()}(-5.821173123823587e-9,-1.6481061886599677e-10,-7.470873794516313e-15) Dual{Cells()}(-5.8723376500121386e-9,-7.499132927283347e-13,-3.5657632663017685e-17) Dual{Cells()}(-5.8723376500121386e-9,-1.6426444463194848e-10,-7.797586955443971e-15) Dual{Cells()}(-5.8723376500121386e-9,-1.3730171438823138e-6,-6.299026147367986e-11) Dual{Cells()}(-5.8723376500121386e-9,1.373343759478317e-6,7.533763748700131e-11) Dual{Cells()}(-5.8723376500121386e-9,-1.6160123807851337e-10,-7.698684545448467e-15) Dual{Cells()}(-7.072904273798219e-9,-7.432541891990456e-13,-3.852640056141107e-17) Dual{Cells()}(-7.072904273798219e-9,-1.581710890298995e-10,-8.217292900965257e-15) Dual{Cells()}(-7.072904273798219e-9,1.3764372966558045e-6,8.091575989871008e-11) Dual{Cells()}(-7.072904273798219e-9,-1.3761226788178892e-6,-6.875183913651996e-11) Dual{Cells()}(-7.072904273798219e-9,-1.557034946962719e-10,-8.052227892721262e-15) Dual{Cells()}(-7.150351087705333e-9,-7.618432553880246e-13,-3.7280311987602904e-17) Dual{Cells()}(-7.150351087705333e-9,-1.5935935897015303e-10,-7.814115566929628e-15) Dual{Cells()}(-7.150351087705333e-9,-1.3761226788178892e-6,-6.956445971381255e-11) Dual{Cells()}(-7.150351087705333e-9,2.7935109602818976e-6,1.4640674649038372e-10) Dual{Cells()}(-7.150351087705333e-9,-1.4170712740417606e-6,-6.329905222568511e-11) Dual{Cells()}(-7.150351087705333e-9,-1.5688622002261972e-10,-7.660842224256994e-15) Dual{Cells()}(-7.202004863567094e-9,-7.882990473139426e-13,-3.427847764396476e-17) Dual{Cells()}(-7.202004863567094e-9,-1.6210412607345755e-10,-7.060019106768957e-15) Dual{Cells()}(-7.202004863567094e-9,-1.4170712740417606e-6,-6.620663882601477e-11) Dual{Cells()}(-7.202004863567094e-9,3.6112634298759776e-6,1.7152542884855793e-10) Dual{Cells()}(-7.202004863567094e-9,-2.193869667516785e-6,-9.047505830803424e-11) Dual{Cells()}(-7.202004863567094e-9,-1.5959589231107652e-10,-6.928173032564616e-15) Dual{Cells()}(-7.263429337975521e-22,-2.1239727871458126e-13,-8.188417430136332e-18) Dual{Cells()}(-7.263429337975521e-22,-4.325013842936022e-11,-1.6690917510653213e-15) Dual{Cells()}(-7.263429337975521e-22,-2.193869667516785e-6,-9.668183352465845e-11) Dual{Cells()}(-7.263429337975521e-22,6.771243291160211e-6,2.6792838082202096e-10) Dual{Cells()}(-7.263429337975521e-22,-4.577287579527778e-6,-1.6634503079727652e-10) Dual{Cells()}(-7.263429337975521e-22,-4.2581579939972095e-11,-1.6397011051091038e-15) Dual{Cells()}(-2.8529111975720138e-21,-2.1365895502974848e-13,-7.732062179784327e-18) Dual{Cells()}(-2.8529111975720138e-21,-4.339068963359753e-11,-1.5713498002016098e-15) Dual{Cells()}(-2.8529111975720138e-21,-4.577287579527778e-6,-1.748692013300403e-10) Dual{Cells()}(-2.8529111975720138e-21,9.17618968181185e-6,3.343941163073144e-10) Dual{Cells()}(-2.8529111975720138e-21,-4.598815778057926e-6,-1.558086788363575e-10) Dual{Cells()}(-2.8529111975720138e-21,-4.271987755648038e-11,-1.5446538879380056e-15) Dual{Cells()}(4.0655078923736017e-22,-2.143909694043829e-13,-7.262051702432961e-18) Dual{Cells()}(4.0655078923736017e-22,-4.3422977697730146e-11,-1.4713552561743831e-15) Dual{Cells()}(4.0655078923736017e-22,-4.598815778057926e-6,-1.6546170118424692e-10) Dual{Cells()}(4.0655078923736017e-22,6.036592931748141e-6,1.9861867894862792e-10) Dual{Cells()}(4.0655078923736017e-22,-1.4376907645013859e-6,-2.6673134953909125e-11) Dual{Cells()}(4.0655078923736017e-22,-4.2751820161431966e-11,-1.4474001298909711e-15) Dual{Cells()}(6.9244379081181915e-9,-5.843836424082809e-13,-1.5252058834170322e-17) Dual{Cells()}(6.9244379081181915e-9,-1.170883986841127e-10,-3.0516561371550562e-15) Dual{Cells()}(6.9244379081181915e-9,-1.4376907645013859e-6,-4.0219357117057296e-11) Dual{Cells()}(6.9244379081181915e-9,2.2617403262032196e-6,5.775231867080847e-11) Dual{Cells()}(6.9244379081181915e-9,-8.238166012996801e-7,-1.0036695701247541e-11) Dual{Cells()}(6.9244379081181915e-9,-1.1528761982722615e-10,-3.012792414703046e-15) Dual{Cells()}(7.163373841578634e-9,-5.460638063727373e-13,-9.671251762984665e-18) Dual{Cells()}(7.163373841578634e-9,-1.0736320117191327e-10,-1.8915150122640006e-15) Dual{Cells()}(7.163373841578634e-9,-8.238166012996801e-7,-2.1247477147781444e-11) Dual{Cells()}(7.163373841578634e-9,1.5917425627195492e-6,3.447159665311952e-11) Dual{Cells()}(7.163373841578634e-9,-7.677123069324013e-7,-7.741139322612551e-12) Dual{Cells()}(7.163373841578634e-9,-1.0574522248953805e-10,-1.8830875698371302e-15) Dual{Cells()}(7.33738627685003e-9,-5.075404047187786e-13,-6.793410070699934e-18) Dual{Cells()}(7.33738627685003e-9,-9.793632099156783e-11,-1.2985850719173798e-15) Dual{Cells()}(7.33738627685003e-9,-7.677123069324013e-7,-1.451281165312533e-11) Dual{Cells()}(7.33738627685003e-9,7.679072499476623e-7,1.7754732305004964e-11) Dual{Cells()}(7.33738627685003e-9,-9.649915386466903e-11,-1.3047150059102028e-15) Dual{Cells()}(6.674801314286773e-9,-5.346036162122194e-13,-8.105617136548381e-18) Dual{Cells()}(6.674801314286773e-9,-1.0053312644640554e-10,-1.5327326934196034e-15) Dual{Cells()}(6.674801314286773e-9,8.070159755285759e-7,2.0322024320582337e-11) Dual{Cells()}(6.674801314286773e-9,-8.068158922165443e-7,-1.6015574871662387e-11) Dual{Cells()}(6.674801314286773e-9,-9.901558196896451e-11,-1.4935611413994254e-15) Dual{Cells()}(6.664339988752617e-9,-5.726694737805169e-13,-1.0818829205732008e-17) Dual{Cells()}(6.664339988752617e-9,-1.0573400878750185e-10,-2.0040610570551853e-15) Dual{Cells()}(6.664339988752617e-9,-8.068158922165443e-7,-1.0177150577921031e-11) Dual{Cells()}(6.664339988752617e-9,1.67181560282038e-6,3.8812640980174955e-11) Dual{Cells()}(6.664339988752617e-9,-8.647892403950078e-7,-2.2512624002652275e-11) Dual{Cells()}(6.664339988752617e-9,-1.0416353056664482e-10,-1.961632768218024e-15) Dual{Cells()}(6.6030272169852465e-9,-6.142563906216847e-13,-1.6040988305178504e-17) Dual{Cells()}(6.6030272169852465e-9,-1.1137158341061518e-10,-2.9111021081930785e-15) Dual{Cells()}(6.6030272169852465e-9,-8.647892403950078e-7,-1.2558572446332796e-11) Dual{Cells()}(6.6030272169852465e-9,2.3812479357604582e-6,6.239656186136548e-11) Dual{Cells()}(6.6030272169852465e-9,-1.5162369682818759e-6,-4.210330060870571e-11) Dual{Cells()}(6.6030272169852465e-9,-1.0974124377347077e-10,-2.8628920884744873e-15) Dual{Cells()}(3.7121426354807704e-22,-2.277267260336444e-13,-7.472384410873981e-18) Dual{Cells()}(3.7121426354807704e-22,-4.086809757984204e-11,-1.34073655250285e-15) Dual{Cells()}(3.7121426354807704e-22,-1.5162369682818759e-6,-2.9550952716206686e-11) Dual{Cells()}(3.7121426354807704e-22,6.41144781941385e-6,2.0494802905611874e-10) Dual{Cells()}(3.7121426354807704e-22,-4.895129482337591e-6,-1.695367036755514e-10) Dual{Cells()}(3.7121426354807704e-22,-4.027297007704037e-11,-1.3215564467698268e-15) Dual{Cells()}(3.5781619944670544e-22,-2.278801694012512e-13,-7.930325348675403e-18) Dual{Cells()}(3.5781619944670544e-22,-4.0792842282333514e-11,-1.4189948223394216e-15) Dual{Cells()}(3.5781619944670544e-22,-4.895129482337591e-6,-1.6009353553868968e-10) Dual{Cells()}(3.5781619944670544e-22,9.788912273538684e-6,3.4260442399670845e-10) Dual{Cells()}(3.5781619944670544e-22,-4.893701571222419e-6,-1.7886010075971555e-10) Dual{Cells()}(3.5781619944670544e-22,-4.0199256221415827e-11,-1.3993719113565664e-15) Dual{Cells()}(-5.077184516649333e-23,-2.2758610588600203e-13,-8.378454714412552e-18) Dual{Cells()}(-5.077184516649333e-23,-4.063801709579925e-11,-1.495110572688737e-15) Dual{Cells()}(-5.077184516649333e-23,-4.893701571222419e-6,-1.7031291451494562e-10) Dual{Cells()}(-5.077184516649333e-23,7.266077505009702e-6,2.739772062695608e-10) Dual{Cells()}(-5.077184516649333e-23,-2.372295021174401e-6,-9.908829005159548e-11) Dual{Cells()}(-5.077184516649333e-23,-4.004700967971356e-11,-1.4750691635236692e-15) Dual{Cells()}(-6.599185986711756e-9,-8.575169513759848e-13,-3.512594357745689e-17) Dual{Cells()}(-6.599185986711756e-9,-1.5172594654268229e-10,-6.208913970182482e-15) Dual{Cells()}(-6.599185986711756e-9,-2.372295021174401e-6,-9.235869107712277e-11) Dual{Cells()}(-6.599185986711756e-9,3.933312919478273e-6,1.7651675359724618e-10) Dual{Cells()}(-6.599185986711756e-9,-1.560715789852906e-6,-6.854614712276974e-11) Dual{Cells()}(-6.599185986711756e-9,-1.4952498747249503e-10,-6.130367060375805e-15) Dual{Cells()}(-6.646046928873433e-9,-8.491861916855995e-13,-3.858281285924818e-17) Dual{Cells()}(-6.646046928873433e-9,-1.4791240592755083e-10,-6.711772320651525e-15) Dual{Cells()}(-6.646046928873433e-9,-1.560715789852906e-6,-6.498823373594726e-11) Dual{Cells()}(-6.646046928873433e-9,3.1114942975047255e-6,1.5251806608859566e-10) Dual{Cells()}(-6.646046928873433e-9,-1.5504839687977143e-6,-7.272730228967942e-11) Dual{Cells()}(-6.646046928873433e-9,-1.4577726198579519e-10,-6.631486475263212e-15) Dual{Cells()}(-6.696893587054662e-9,-8.462992521348719e-13,-4.0419971947014364e-17) Dual{Cells()}(-6.696893587054662e-9,-1.451304059843222e-10,-6.9217549860575335e-15) Dual{Cells()}(-6.696893587054662e-9,-1.5504839687977143e-6,-7.143291756973418e-11) Dual{Cells()}(-6.696893587054662e-9,1.550772993256229e-6,8.536448950051275e-11) Dual{Cells()}(-6.696893587054662e-9,-1.4304775327801486e-10,-6.841436091179569e-15) Dual{Cells()}(-7.89734490059745e-9,-8.396743890156977e-13,-4.3287019049060014e-17) Dual{Cells()}(-7.89734490059745e-9,-1.403630621900605e-10,-7.24711634827815e-15) Dual{Cells()}(-7.89734490059745e-9,1.553927472627769e-6,9.094291854399578e-11) Dual{Cells()}(-7.89734490059745e-9,-1.5536478581865567e-6,-7.7192667655289e-11) Dual{Cells()}(-7.89734490059745e-9,-1.384117046332787e-10,-7.122720138439855e-15) Dual{Cells()}(-7.974895328690341e-9,-8.595318306524097e-13,-4.1852649495248455e-17) Dual{Cells()}(-7.974895328690341e-9,-1.4150409783436412e-10,-6.899665734919106e-15) Dual{Cells()}(-7.974895328690341e-9,-1.5536478581865567e-6,-7.81441232047661e-11) Dual{Cells()}(-7.974895328690341e-9,3.1515236555894987e-6,1.6442200636461674e-10) Dual{Cells()}(-7.974895328690341e-9,-1.5975938868634006e-6,-7.101841230438363e-11) Dual{Cells()}(-7.974895328690341e-9,-1.3954690987658482e-10,-6.783741894218616e-15) Dual{Cells()}(-8.025900211350025e-9,-8.880131118035671e-13,-3.845991489549604e-17) Dual{Cells()}(-8.025900211350025e-9,-1.4399377169181542e-10,-6.242826379371982e-15) Dual{Cells()}(-8.025900211350025e-9,-1.5975938868634006e-6,-7.433346716402992e-11) Dual{Cells()}(-8.025900211350025e-9,4.06841276623513e-6,1.924975382233976e-10) Dual{Cells()}(-8.025900211350025e-9,-2.4705319885845145e-6,-1.0148221251061466e-10) Dual{Cells()}(-8.025900211350025e-9,-1.4200900241109435e-10,-6.142387007804339e-15) Dual{Cells()}(-4.4400963096508135e-21,-2.390347638873114e-13,-9.186518058400626e-18) Dual{Cells()}(-4.4400963096508135e-21,-3.8423146612492355e-11,-1.4776139216715624e-15) Dual{Cells()}(-4.4400963096508135e-21,-2.4705319885845145e-6,-1.0848679178321771e-10) Dual{Cells()}(-4.4400963096508135e-21,7.621476965133885e-6,3.0057573947720795e-10) Dual{Cells()}(-4.4400963096508135e-21,-5.15086842007365e-6,-1.8662550382455463e-10) Dual{Cells()}(-4.4400963096508135e-21,-3.789429434515229e-11,-1.455020175501674e-15) Dual{Cells()}(1.8927483768540157e-21,-2.403822852460685e-13,-8.675810325205955e-18) Dual{Cells()}(1.8927483768540157e-21,-3.854775394999918e-11,-1.3918325536818934e-15) Dual{Cells()}(1.8927483768540157e-21,-5.15086842007365e-6,-1.961869589175327e-10) Dual{Cells()}(1.8927483768540157e-21,1.0324559630433748e-5,3.7518927409817233e-10) Dual{Cells()}(1.8927483768540157e-21,-5.173614404979248e-6,-1.748459381717319e-10) Dual{Cells()}(1.8927483768540157e-21,-3.801724461403597e-11,-1.3711895146822752e-15) Dual{Cells()}(1.1700607089468957e-22,-2.411423046697968e-13,-8.150080013270442e-18) Dual{Cells()}(1.1700607089468957e-22,-3.857764807829963e-11,-1.3040535308883965e-15) Dual{Cells()}(1.1700607089468957e-22,-5.173614404979248e-6,-1.8565391598071277e-10) Dual{Cells()}(1.1700607089468957e-22,6.790081489378364e-6,2.2295053315421005e-10) Dual{Cells()}(1.1700607089468957e-22,-1.6163902186861869e-6,-3.0082636729934756e-11) Dual{Cells()}(1.1700607089468957e-22,-3.8046922546805774e-11,-1.2853935092955183e-15) Dual{Cells()}(7.734706718342307e-9,-6.568844812783067e-13,-1.714164433376012e-17) Dual{Cells()}(7.734706718342307e-9,-1.040818473185048e-10,-2.7133177952942787e-15) Dual{Cells()}(7.734706718342307e-9,-1.6163902186861869e-6,-4.519145842356308e-11) Dual{Cells()}(7.734706718342307e-9,2.5426622987090954e-6,6.503337871839189e-11) Dual{Cells()}(7.734706718342307e-9,-9.260646849933017e-7,-1.1431389332289503e-11) Dual{Cells()}(7.734706718342307e-9,-1.0265629780690846e-10,-2.6814916023871825e-15) Dual{Cells()}(7.989941195520066e-9,-6.138674891516473e-13,-1.0916808358483074e-17) Dual{Cells()}(7.989941195520066e-9,-9.564821939541717e-11,-1.6950185534547e-15) Dual{Cells()}(7.989941195520066e-9,-9.260646849933017e-7,-2.3900535260047815e-11) Dual{Cells()}(7.989941195520066e-9,1.7896128833236534e-6,3.894642363828264e-11) Dual{Cells()}(7.989941195520066e-9,-8.633575771833743e-7,-8.855187956683783e-12) Dual{Cells()}(7.989941195520066e-9,-9.43590600927851e-11,-1.685135723471339e-15) Dual{Cells()}(8.173455961208298e-9,-5.709593956021834e-13,-7.70578833847038e-18) Dual{Cells()}(8.173455961208298e-9,-8.749483343185008e-11,-1.1736522739009302e-15) Dual{Cells()}(8.173455961208298e-9,-8.633575771833743e-7,-1.6374170512396236e-11) Dual{Cells()}(8.173455961208298e-9,8.635319822177248e-7,2.0087694154856614e-11) Dual{Cells()}(8.173455961208298e-9,-8.633924152301105e-11,-1.1743399891131847e-15) Dual{Cells()}(7.512903405532392e-9,-5.979507387356275e-13,-9.017470728849214e-18) Dual{Cells()}(7.512903405532392e-9,-8.95437944172035e-11,-1.3574081246382833e-15) Dual{Cells()}(7.512903405532392e-9,9.025677246066234e-7,2.265120507302932e-11) Dual{Cells()}(7.512903405532392e-9,-9.023892493579883e-7,-1.7875493362212732e-11) Dual{Cells()}(7.512903405532392e-9,-8.833350347910364e-11,-1.3265010737038124e-15) Dual{Cells()}(7.492595206258705e-9,-6.404565872659855e-13,-1.2064362573455553e-17) Dual{Cells()}(7.492595206258705e-9,-9.434901209413985e-11,-1.7826456511397434e-15) Dual{Cells()}(7.492595206258705e-9,-9.023892493579883e-7,-1.1287504510160555e-11) Dual{Cells()}(7.492595206258705e-9,1.8696049874548402e-6,4.3282122815571903e-11) Dual{Cells()}(7.492595206258705e-9,-9.670276542012065e-7,-2.516521598462725e-11) Dual{Cells()}(7.492595206258705e-9,-9.309442696413521e-11,-1.7490711042158415e-15) Dual{Cells()}(7.414616908478543e-9,-6.867627458926573e-13,-1.7931960452867417e-17) Dual{Cells()}(7.414616908478543e-9,-9.954045283513079e-11,-2.6012079719517968e-15) Dual{Cells()}(7.414616908478543e-9,-9.670276542012065e-7,-1.394940027873983e-11) Dual{Cells()}(7.414616908478543e-9,2.662171023337722e-6,6.967871474161867e-11) Dual{Cells()}(7.414616908478543e-9,-1.6949449061047023e-6,-4.70785615862473e-11) Dual{Cells()}(7.414616908478543e-9,-9.82358162321987e-11,-2.562836823534195e-15) Dual{Cells()}(1.5623783774830535e-21,-2.5447628770398047e-13,-8.361163029509053e-18) Dual{Cells()}(1.5623783774830535e-21,-3.654735670683605e-11,-1.2005536100750961e-15) Dual{Cells()}(1.5623783774830535e-21,-1.6949449061047023e-6,-3.296195352724599e-11) Dual{Cells()}(1.5623783774830535e-21,7.164870842656595e-6,2.293018882485067e-10) Dual{Cells()}(1.5623783774830535e-21,-5.469853064071405e-6,-1.8974607710695272e-10) Dual{Cells()}(1.5623783774830535e-21,-3.607064749307914e-11,-1.1852018041113648e-15) Dual{Cells()}(-7.3489787156829705e-22,-2.5459996399255873e-13,-8.874861890573428e-18) Dual{Cells()}(-7.3489787156829705e-22,-3.64829100858752e-11,-1.2711814478412165e-15) Dual{Cells()}(-7.3489787156829705e-22,-5.469853064071405e-6,-1.7914958743791906e-10) Dual{Cells()}(-7.3489787156829705e-22,1.093709079563411e-5,3.8343716799884054e-10) Dual{Cells()}(-7.3489787156829705e-22,-5.467164986731343e-6,-2.0019556401269638e-10) Dual{Cells()}(-7.3489787156829705e-22,-3.6007321312573186e-11,-1.2554478868279304e-15) Dual{Cells()}(1.8149303913758093e-22,-2.5421810848157423e-13,-9.377373077235132e-18) Dual{Cells()}(1.8149303913758093e-22,-3.6346468560460766e-11,-1.339896909628086e-15) Dual{Cells()}(1.8149303913758093e-22,-5.467164986731343e-6,-1.9061375392322496e-10) Dual{Cells()}(1.8149303913758093e-22,8.11609528637809e-6,3.066534538718803e-10) Dual{Cells()}(1.8149303913758093e-22,-2.64885782612601e-6,-1.1089930723186092e-10) Dual{Cells()}(1.8149303913758093e-22,-3.587283406988313e-11,-1.3237993867237826e-15) Dual{Cells()}(-7.424923624826659e-9,-9.571945349317131e-13,-3.931050394633493e-17) Dual{Cells()}(-7.424923624826659e-9,-1.3573884856436853e-10,-5.56945083375197e-15) Dual{Cells()}(-7.424923624826659e-9,-2.64885782612601e-6,-1.0337695896463947e-10) Dual{Cells()}(-7.424923624826659e-9,4.390278147029443e-6,1.9750368603620136e-10) Dual{Cells()}(-7.424923624826659e-9,-1.741149651411948e-6,-7.667661213166336e-11) Dual{Cells()}(-7.424923624826659e-9,-1.3397344838524125e-10,-5.506099640211559e-15) Dual{Cells()}(-7.472376879832301e-9,-9.468223851104042e-13,-4.315799594395064e-17) Dual{Cells()}(-7.472376879832301e-9,-1.3239462640889475e-10,-6.0276794798146834e-15) Dual{Cells()}(-7.472376879832301e-9,-1.741149651411948e-6,-7.27160192287576e-11) Dual{Cells()}(-7.472376879832301e-9,3.469315106731829e-6,1.705448518329698e-10) Dual{Cells()}(-7.472376879832301e-9,-1.7279014344543204e-6,-8.131127204849655e-11) Dual{Cells()}(-7.472376879832301e-9,-1.306794167667247e-10,-5.962594607773629e-15) Dual{Cells()}(-7.522786832592435e-9,-9.426617935699824e-13,-4.518300968667161e-17) Dual{Cells()}(-7.522786832592435e-9,-1.2998494020997068e-10,-6.2223013442955684e-15) Dual{Cells()}(-7.522786832592435e-9,-1.7279014344543204e-6,-7.988119746658092e-11) Dual{Cells()}(-7.522786832592435e-9,1.7281606713980822e-6,9.539646930958242e-11) Dual{Cells()}(-7.522786832592435e-9,-1.2830934175820308e-10,-6.1569575375145756e-15) Dual{Cells()}(-8.727644595819943e-9,-9.360122014029458e-13,-4.8044244263398005e-17) Dual{Cells()}(-8.727644595819943e-9,-1.261382321074539e-10,-6.4846033541027306e-15) Dual{Cells()}(-8.727644595819943e-9,1.731211749928901e-6,1.0099277857777446e-10) Dual{Cells()}(-8.727644595819943e-9,-1.7309601151471528e-6,-8.565955343480856e-11) Dual{Cells()}(-8.727644595819943e-9,-1.2456053743950657e-10,-6.386212256713391e-15) Dual{Cells()}(-8.805580384577594e-9,-9.571517573501371e-13,-4.642220751774738e-17) Dual{Cells()}(-8.805580384577594e-9,-1.2722982049441455e-10,-6.1794030690739195e-15) Dual{Cells()}(-8.805580384577594e-9,-1.7309601151471528e-6,-8.674608774844936e-11) Dual{Cells()}(-8.805580384577594e-9,3.5091759441505866e-6,1.824822296757411e-10) Dual{Cells()}(-8.805580384577594e-9,-1.7779619963764496e-6,-7.876089669802876e-11) Dual{Cells()}(-8.805580384577594e-9,-1.2564565473240483e-10,-6.087466023232015e-15) Dual{Cells()}(-8.855941047787623e-9,-9.87685946500843e-13,-4.2639844745136426e-17) Dual{Cells()}(-8.855941047787623e-9,-1.2951318143101292e-10,-5.5973047931632135e-15) Dual{Cells()}(-8.855941047787623e-9,-1.7779619963764496e-6,-8.247882695327537e-11) Dual{Cells()}(-8.855941047787623e-9,4.525262360957947e-6,2.1351888188412295e-10) Dual{Cells()}(-8.855941047787623e-9,-2.7470419583224816e-6,-1.1251798303417943e-10) Dual{Cells()}(-8.855941047787623e-9,-1.2790539163919731e-10,-5.5172748858438135e-15) Dual{Cells()}(-9.657937881144674e-21,-2.6566721168955664e-13,-1.0184608189743317e-17) Dual{Cells()}(-9.657937881144674e-21,-3.456409155225035e-11,-1.3259664619757252e-15) Dual{Cells()}(-9.657937881144674e-21,-2.7470419583224816e-6,-1.2031752787523164e-10) Dual{Cells()}(-9.657937881144674e-21,8.471416327979352e-6,3.33297138975638e-10) Dual{Cells()}(-9.657937881144674e-21,-5.724305404367132e-6,-2.0694927253415e-10) Dual{Cells()}(-9.657937881144674e-21,-3.413553097323775e-11,-1.3078713285574168e-15) Dual{Cells()}(1.299447427945388e-21,-2.6710292184775707e-13,-9.619760803051462e-18) Dual{Cells()}(1.299447427945388e-21,-3.467652284410732e-11,-1.2494668264241276e-15) Dual{Cells()}(1.299447427945388e-21,-5.724305404367132e-6,-2.1755006369913567e-10) Dual{Cells()}(1.299447427945388e-21,1.1472710730926345e-5,4.1606621284435557e-10) Dual{Cells()}(1.299447427945388e-21,-5.748336136334296e-6,-1.939172556332429e-10) Dual{Cells()}(1.299447427945388e-21,-3.424659915009753e-11,-1.232884517650568e-15) Dual{Cells()}(1.0067058665615274e-21,-2.6789279027997933e-13,-9.038538585475876e-18) Dual{Cells()}(1.0067058665615274e-21,-3.470468224660642e-11,-1.1711680052490998e-15) Dual{Cells()}(1.0067058665615274e-21,-5.748336136334296e-6,-2.0588454376320839e-10) Dual{Cells()}(1.0067058665615274e-21,7.543488324887095e-6,2.4731686625763566e-10) Dual{Cells()}(1.0067058665615274e-21,-1.7950829414331759e-6,-3.348016255990336e-11) Dual{Cells()}(1.0067058665615274e-21,-3.427454458673427e-11,-1.1561251176777789e-15) Dual{Cells()}(8.550385935413762e-9,-7.293850833961743e-13,-1.9034737871057677e-17) Dual{Cells()}(8.550385935413762e-9,-9.367501987580399e-11,-2.442203965756202e-15) Dual{Cells()}(8.550385935413762e-9,-1.7950829414331759e-6,-5.016391336074369e-11) Dual{Cells()}(8.550385935413762e-9,2.8235154068764376e-6,7.229744710979581e-11) Dual{Cells()}(8.550385935413762e-9,-1.0282455423617747e-6,-1.2807341626985232e-11) Dual{Cells()}(8.550385935413762e-9,-9.251867652801516e-11,-2.4159940412861495e-15) Dual{Cells()}(8.822604222044024e-9,-6.816191403829859e-13,-1.2168714385615987e-17) Dual{Cells()}(8.822604222044024e-9,-8.62253190217937e-11,-1.5337286229464586e-15) Dual{Cells()}(8.822604222044024e-9,-1.0282455423617747e-6,-2.654844456926836e-11) Dual{Cells()}(8.822604222044024e-9,1.987203782039736e-6,4.3391819585047937e-11) Dual{Cells()}(8.822604222044024e-9,-9.587861561012816e-7,-9.949345415274687e-12) Dual{Cells()}(8.822604222044024e-9,-8.517663851762911e-11,-1.524660456861771e-15) Dual{Cells()}(9.016152591185527e-9,-6.342486553869673e-13,-8.62631633225721e-18) Dual{Cells()}(9.016152591185527e-9,-7.903504449969759e-11,-1.0679945505844601e-15) Dual{Cells()}(9.016152591185527e-9,-9.587861561012816e-7,-1.822476681360206e-11) Dual{Cells()}(9.016152591185527e-9,9.58943917071227e-7,2.2400807605203537e-11) Dual{Cells()}(9.016152591185527e-9,-7.809167679029842e-11,-1.0672488630507191e-15) Dual{Cells()}(7.653518892352802e-12,-7.585312502433752e-13,-2.3085948628835617e-17) Dual{Cells()}(7.653518892352802e-12,-8.714876434290453e-11,-9.05713205848782e-16) Dual{Cells()}(7.653518892352802e-12,1.1109734904684228e-6,4.638863173369628e-11) Dual{Cells()}(7.653518892352802e-12,-1.110794075413053e-6,-3.38042180825862e-11) Dual{Cells()}(7.653518892352802e-12,-9.150775977657792e-11,-2.8615020993493803e-15) Dual{Cells()}(7.788714294548247e-12,-7.641200683510531e-13,-2.3256500384191423e-17) Dual{Cells()}(7.788714294548247e-12,-8.654225828758731e-11,-9.078224063045416e-16) Dual{Cells()}(7.788714294548247e-12,-1.110794075413053e-6,-3.380344564768415e-11) Dual{Cells()}(7.788714294548247e-12,2.2299213850669673e-6,8.053427575692878e-11) Dual{Cells()}(7.788714294548247e-12,-1.1189491603376682e-6,-3.405380893144278e-11) Dual{Cells()}(7.788714294548247e-12,-9.0842937889898e-11,-2.8407148012884117e-15) Dual{Cells()}(8.008856710533412e-12,-7.69709675246672e-13,-2.3427556673446194e-17) Dual{Cells()}(8.008856710533412e-12,-8.598214657432885e-11,-9.195628094879147e-16) Dual{Cells()}(8.008856710533412e-12,-1.1189491603376682e-6,-3.405222628644415e-11) Dual{Cells()}(8.008856710533412e-12,3.013900544088854e-6,1.044874194921151e-10) Dual{Cells()}(8.008856710533412e-12,-1.894774444143158e-6,-5.76656131792534e-11) Dual{Cells()}(8.008856710533412e-12,-9.018775177814077e-11,-2.8202296561073124e-15) Dual{Cells()}(1.2654894019780988e-23,-2.806086053453401e-13,-8.541164017794732e-18) Dual{Cells()}(1.2654894019780988e-23,-3.111232457094915e-11,-3.3896871453627305e-16) Dual{Cells()}(1.2654894019780988e-23,-1.894774444143158e-6,-5.76631291428562e-11) Dual{Cells()}(1.2654894019780988e-23,7.928159105841262e-6,2.4468417278405657e-10) Dual{Cells()}(1.2654894019780988e-23,-6.033320659481095e-6,-1.8362425711797131e-10) Dual{Cells()}(1.2654894019780988e-23,-3.2609283833322995e-11,-1.0197143197204012e-15) Dual{Cells()}(-6.568876312211574e-23,-2.808944623205126e-13,-8.549931035810718e-18) Dual{Cells()}(-6.568876312211574e-23,-3.108572950098655e-11,-3.399743836038578e-16) Dual{Cells()}(-6.568876312211574e-23,-6.033320659481095e-6,-1.8362259988912723e-10) Dual{Cells()}(-6.568876312211574e-23,1.207284948481814e-5,3.708347617363417e-10) Dual{Cells()}(-6.568876312211574e-23,-6.039464882383228e-6,-1.8381191910404057e-10) Dual{Cells()}(-6.568876312211574e-23,-3.257632985275524e-11,-1.0186840053895832e-15) Dual{Cells()}(5.900305966528456e-23,-2.811802652182322e-13,-8.55866345363623e-18) Dual{Cells()}(5.900305966528456e-23,-3.105657142048636e-11,-3.40301385437413e-16) Dual{Cells()}(5.900305966528456e-23,-6.039464882383228e-6,-1.83811089774812e-10) Dual{Cells()}(5.900305966528456e-23,6.0395287635740755e-6,1.8721478878087074e-10) Dual{Cells()}(5.900305966528456e-23,-3.254343916184141e-11,-1.0176556082420354e-15) Dual{Cells()}(-8.175121017806044e-14,-5.772466248934538e-13,-1.808519393879817e-17) Dual{Cells()}(-8.175121017806044e-14,-2.319015841505326e-10,-7.262752272406585e-15) Dual{Cells()}(-8.175121017806044e-14,1.0623708368083943e-6,4.1543484738216996e-11) Dual{Cells()}(-8.175121017806044e-14,-1.0619114683246627e-6,-3.3268233047467837e-11) Dual{Cells()}(-8.175121017806044e-14,-2.268896529561645e-10,-7.125349065149293e-15) Dual{Cells()}(-8.306063118793531e-14,-5.840781062342499e-13,-1.8299224859146026e-17) Dual{Cells()}(-8.306063118793531e-14,-2.2916418411858433e-10,-7.177021788485104e-15) Dual{Cells()}(-8.306063118793531e-14,-1.0619114683246627e-6,-3.3268233147584324e-11) Dual{Cells()}(-8.306063118793531e-14,2.1367719959802413e-6,7.5300766540506e-11) Dual{Cells()}(-8.306063118793531e-14,-1.0744065107407118e-6,-3.3659685565514345e-11) Dual{Cells()}(-8.306063118793531e-14,-2.24268652642073e-10,-7.043038460029052e-15) Dual{Cells()}(-8.47242639648475e-14,-5.909095876090051e-13,-1.8513255811851335e-17) Dual{Cells()}(-8.47242639648475e-14,-2.264906022765734e-10,-7.09328997550766e-15) Dual{Cells()}(-8.47242639648475e-14,-1.0744065107407118e-6,-3.365968560147323e-11) Dual{Cells()}(-8.47242639648475e-14,1.074855299720564e-6,4.213013363124653e-11) Dual{Cells()}(-8.47242639648475e-14,-2.2170746798787324e-10,-6.962606371009618e-15) Dual{Cells()}(-5.530871492476966e-9,-5.623347580327607e-13,-2.9606595166941615e-17) Dual{Cells()}(-5.530871492476966e-9,-2.0748435668069124e-10,-1.0970172397307599e-14) Dual{Cells()}(-5.530871492476966e-9,1.0434306364381354e-6,6.212816335233166e-11) Dual{Cells()}(-5.530871492476966e-9,-1.043019331786326e-6,-5.294330172247334e-11) Dual{Cells()}(-5.530871492476966e-9,-2.0325796037069134e-10,-1.0661882489619339e-14) Dual{Cells()}(-5.608958070636218e-9,-5.785591692050893e-13,-2.871461772414884e-17) Dual{Cells()}(-5.608958070636218e-9,-2.0869636061714354e-10,-1.039769541606957e-14) Dual{Cells()}(-5.608958070636218e-9,-1.043019331786326e-6,-5.348911672049796e-11) Dual{Cells()}(-5.608958070636218e-9,2.121826559551318e-6,1.126579668364909e-10) Dual{Cells()}(-5.608958070636218e-9,-1.0783934781873628e-6,-4.884501616188183e-11) Dual{Cells()}(-5.608958070636218e-9,-2.0447465784303121e-10,-1.0114026598498954e-14) Dual{Cells()}(-5.662133743086244e-9,-6.012554404909381e-13,-2.6446211793881176e-17) Dual{Cells()}(-5.662133743086244e-9,-2.1209210904760213e-10,-9.356543021543738e-15) Dual{Cells()}(-5.662133743086244e-9,-1.0783934781873628e-6,-5.0978975141199185e-11) Dual{Cells()}(-5.662133743086244e-9,2.7537153573878764e-6,1.3224011512722965e-10) Dual{Cells()}(-5.662133743086244e-9,-1.6749013669117174e-6,-6.986240647916335e-11) Dual{Cells()}(-5.662133743086244e-9,-2.0781892430807066e-10,-9.116572029267778e-15) Dual{Cells()}(9.744032519509812e-21,-1.6244055126644934e-13,-6.31896685667777e-18) Dual{Cells()}(9.744032519509812e-21,-5.657017038921348e-11,-2.204856177436378e-15) Dual{Cells()}(9.744032519509812e-21,-1.6749013669117174e-6,-7.456368474902646e-11) Dual{Cells()}(9.744032519509812e-21,5.176516069637252e-6,2.067800498406795e-10) Dual{Cells()}(9.744032519509812e-21,-3.50150253810583e-6,-1.2836265988097057e-10) Dual{Cells()}(9.744032519509812e-21,-5.543200876387415e-11,-2.152399608292179e-15) Dual{Cells()}(-6.5851380045077704e-21,-1.6354560054647326e-13,-5.964394790287995e-18) Dual{Cells()}(-6.5851380045077704e-21,-5.6756338348291265e-11,-2.0726230920104976e-15) Dual{Cells()}(-6.5851380045077704e-21,-3.50150253810583e-6,-1.3493776677307728e-10) Dual{Cells()}(-6.5851380045077704e-21,7.0224534084149314e-6,2.5798387343116374e-10) Dual{Cells()}(-6.5851380045077704e-21,-3.520838336084785e-6,-1.201524125980888e-10) Dual{Cells()}(-6.5851380045077704e-21,-5.561434036745159e-11,-2.0255523623670516e-15) Dual{Cells()}(5.007431542143519e-22,-1.6422889078241677e-13,-5.598706142954753e-18) Dual{Cells()}(5.007431542143519e-22,-5.6794733264621615e-11,-1.9374342283894344e-15) Dual{Cells()}(5.007431542143519e-22,-3.520838336084785e-6,-1.2763813991150959e-10) Dual{Cells()}(5.007431542143519e-22,4.623587586177242e-6,1.5304080973083844e-10) Dual{Cells()}(5.007431542143519e-22,-1.102636638725773e-6,-2.0279744532762716e-11) Dual{Cells()}(5.007431542143519e-22,-5.5652404528803384e-11,-1.8958295038707436e-15) Dual{Cells()}(5.408728223351804e-9,-4.4845360634269667e-13,-1.1711508284438711e-17) Dual{Cells()}(5.408728223351804e-9,-1.5291163424636473e-10,-3.982415865660301e-15) Dual{Cells()}(5.408728223351804e-9,-1.102636638725773e-6,-3.09021322854239e-11) Dual{Cells()}(5.408728223351804e-9,1.7350058825421323e-6,4.409833367154379e-11) Dual{Cells()}(5.408728223351804e-9,-6.320660264661381e-7,-7.410180284006764e-12) Dual{Cells()}(5.408728223351804e-9,-1.4985726236832274e-10,-3.921737628032183e-15) Dual{Cells()}(5.61802316479291e-9,-4.188805905382507e-13,-7.334073714548394e-18) Dual{Cells()}(5.61802316479291e-9,-1.3934186261496754e-10,-2.413922121227495e-15) Dual{Cells()}(5.61802316479291e-9,-6.320660264661381e-7,-1.6270985007406028e-11) Dual{Cells()}(5.61802316479291e-9,1.220538881480004e-6,2.606472163195027e-11) Dual{Cells()}(5.61802316479291e-9,-5.881964591090013e-7,-5.640399777626762e-12) Dual{Cells()}(5.61802316479291e-9,-1.3663516165925452e-10,-2.4131347824533193e-15) Dual{Cells()}(5.775059529692159e-9,-3.8845217220628944e-13,-5.0789211681260564e-18) Dual{Cells()}(5.775059529692159e-9,-1.2609272487863623e-10,-1.616812355436309e-15) Dual{Cells()}(5.775059529692159e-9,-5.881964591090013e-7,-1.1017339486221346e-11) Dual{Cells()}(5.775059529692159e-9,5.884466730383385e-7,1.3368711280985947e-11) Dual{Cells()}(5.775059529692159e-9,-1.2373275228634365e-10,-1.6438622466736574e-15) Dual{Cells()}(5.10167722761868e-9,-4.119422414634891e-13,-6.142406417830413e-18) Dual{Cells()}(5.10167722761868e-9,-1.243353143490372e-10,-1.3973196042193536e-15) Dual{Cells()}(5.10167722761868e-9,6.230026784478252e-7,1.5545233272874918e-11) Dual{Cells()}(5.10167722761868e-9,-6.227505671071278e-7,-1.2168014513689858e-11) Dual{Cells()}(5.10167722761868e-9,-1.273640841069721e-10,-1.936899999413789e-15) Dual{Cells()}(5.109032269019395e-9,-4.4288232257667646e-13,-8.226995793411578e-18) Dual{Cells()}(5.109032269019395e-9,-1.324292525526752e-10,-1.9947766548597593e-15) Dual{Cells()}(5.109032269019395e-9,-6.227505671071278e-7,-7.685601678531466e-12) Dual{Cells()}(5.109032269019395e-9,1.2932669943717743e-6,2.961852475283473e-11) Dual{Cells()}(5.109032269019395e-9,-6.702499649168709e-7,-1.7191876871515055e-11) Dual{Cells()}(5.109032269019395e-9,-1.335902129004345e-10,-2.523601961575587e-15) Dual{Cells()}(5.078398837705459e-9,-4.772237780330483e-13,-1.2251134720172432e-17) Dual{Cells()}(5.078398837705459e-9,-1.4154331291384837e-10,-3.1759578372464763e-15) Dual{Cells()}(5.078398837705459e-9,-6.702499649168709e-7,-9.49701879092211e-12) Dual{Cells()}(5.078398837705459e-9,1.8493804474867017e-6,4.76571297669336e-11) Dual{Cells()}(5.078398837705459e-9,-1.17884802057622e-6,-3.2190949991342114e-11) Dual{Cells()}(5.078398837705459e-9,-1.40441456919005e-10,-3.6561005320158365e-15) Dual{Cells()}(9.99447639414123e-22,-1.7753604671290843e-13,-5.723524171937023e-18) Dual{Cells()}(9.99447639414123e-22,-5.237667991439663e-11,-1.5219594839579211e-15) Dual{Cells()}(9.99447639414123e-22,-1.17884802057622e-6,-2.241677809562102e-11) Dual{Cells()}(9.99447639414123e-22,4.996508841766391e-6,1.5685984766933106e-10) Dual{Cells()}(9.99447639414123e-22,-3.817556745526578e-6,-1.2995240007855914e-10) Dual{Cells()}(9.99447639414123e-22,-5.152144763191067e-11,-1.6825785089572396e-15) Dual{Cells()}(-3.7836929506730404e-22,-1.7782937548064944e-13,-6.078193106893555e-18) Dual{Cells()}(-3.7836929506730404e-22,-5.238379493237499e-11,-1.6215081653034655e-15) Dual{Cells()}(-3.7836929506730404e-22,-3.817556745526578e-6,-1.225223190322714e-10) Dual{Cells()}(-3.7836929506730404e-22,7.637898938979573e-6,2.625376838702366e-10) Dual{Cells()}(-3.7836929506730404e-22,-3.82023820187139e-6,-1.3719287922769727e-10) Dual{Cells()}(-3.7836929506730404e-22,-5.142995729692632e-11,-1.7805883452157455e-15) Dual{Cells()}(1.4426627650164343e-22,-1.7777818369135722e-13,-6.425601613600917e-18) Dual{Cells()}(1.4426627650164343e-22,-5.228280453905314e-11,-1.7181471274647153e-15) Dual{Cells()}(1.4426627650164343e-22,-3.82023820187139e-6,-1.3043504896574598e-10) Dual{Cells()}(1.4426627650164343e-22,5.676531890035666e-6,2.1018307396915867e-10) Dual{Cells()}(1.4426627650164343e-22,-1.8561899875299946e-6,-7.623556425751233e-11) Dual{Cells()}(1.4426627650164343e-22,-5.124005155887059e-11,-1.8758661951914516e-15) Dual{Cells()}(-5.043020507719533e-9,-6.716503962739889e-13,-2.6984776048572768e-17) Dual{Cells()}(-5.043020507719533e-9,-1.9578915419344549e-10,-7.194853213746639e-15) Dual{Cells()}(-5.043020507719533e-9,-1.8561899875299946e-6,-7.083630931252566e-11) Dual{Cells()}(-5.043020507719533e-9,3.0813280889890756e-6,1.3587006462686e-10) Dual{Cells()}(-5.043020507719533e-9,-1.2247503698051482e-6,-5.282018552394212e-11) Dual{Cells()}(-5.043020507719533e-9,-1.9127084934308052e-10,-7.783589267303244e-15) Dual{Cells()}(-5.088885374407329e-9,-6.676632477472755e-13,-2.971615781158403e-17) Dual{Cells()}(-5.088885374407329e-9,-1.9127524550399605e-10,-7.823324496053005e-15) Dual{Cells()}(-5.088885374407329e-9,-1.2247503698051482e-6,-4.9908698860271886e-11) Dual{Cells()}(-5.088885374407329e-9,2.4460067289292585e-6,1.176827727341438e-10) Dual{Cells()}(-5.088885374407329e-9,-1.22087810701079e-6,-5.6134785343235875e-11) Dual{Cells()}(-5.088885374407329e-9,-1.8630920456830592e-10,-8.399224370228107e-15) Dual{Cells()}(-5.140390283362736e-9,-6.674190638940957e-13,-3.120271772143314e-17) Dual{Cells()}(-5.140390283362736e-9,-1.8768166113443204e-10,-8.07858817975969e-15) Dual{Cells()}(-5.140390283362736e-9,-1.22087810701079e-6,-5.5037765954809883e-11) Dual{Cells()}(-5.140390283362736e-9,1.221249021678754e-6,6.60578738523564e-11) Dual{Cells()}(-5.140390283362736e-9,-1.8256558776574946e-10,-8.64560213733159e-15) Dual{Cells()}(-6.353482879443449e-9,-6.588407959039888e-13,-3.436174272782196e-17) Dual{Cells()}(-6.353482879443449e-9,-1.7790721572515482e-10,-9.307597645987671e-15) Dual{Cells()}(-6.353482879443449e-9,1.2210454439959973e-6,7.214939999393922e-11) Dual{Cells()}(-6.353482879443449e-9,-1.220692086140836e-6,-6.137523674524579e-11) Dual{Cells()}(-6.353482879443449e-9,-1.7479179864024096e-10,-9.091689752836992e-15) Dual{Cells()}(-6.431074931619059e-9,-6.763258194196201e-13,-3.328074392795471e-17) Dual{Cells()}(-6.431074931619059e-9,-1.7912448795186019e-10,-8.839340046278647e-15) Dual{Cells()}(-6.431074931619059e-9,-1.220692086140836e-6,-6.206419097542851e-11) Dual{Cells()}(-6.431074931619059e-9,2.4800874330054793e-6,1.3065885743110526e-10) Dual{Cells()}(-6.431074931619059e-9,-1.2590395397940268e-6,-5.6553579412439045e-11) Dual{Cells()}(-6.431074931619059e-9,-1.7600625684493184e-10,-8.639571281964454e-15) Dual{Cells()}(-6.483372361250028e-9,-7.010232865546691e-13,-3.062128109831309e-17) Dual{Cells()}(-6.483372361250028e-9,-1.8214059214626289e-10,-7.973526981859803e-15) Dual{Cells()}(-6.483372361250028e-9,-1.2590395397940268e-6,-5.910156883825144e-11) Dual{Cells()}(-6.483372361250028e-9,3.2111110846397094e-6,1.5319286776984394e-10) Dual{Cells()}(-6.483372361250028e-9,-1.9517097226847463e-6,-8.08552199377705e-11) Dual{Cells()}(-6.483372361250028e-9,-1.7898054550341838e-10,-7.80278292495342e-15) Dual{Cells()}(2.8914655689352275e-21,-1.8908593213098464e-13,-7.315538331840009e-18) Dual{Cells()}(2.8914655689352275e-21,-4.858995545154573e-11,-1.8826329307975457e-15) Dual{Cells()}(2.8914655689352275e-21,-1.9517097226847463e-6,-8.63611771755345e-11) Dual{Cells()}(2.8914655689352275e-21,6.027111212074347e-6,2.3939131010770034e-10) Dual{Cells()}(2.8914655689352275e-21,-4.075304962481854e-6,-1.4861805830053884e-10) Dual{Cells()}(2.8914655689352275e-21,-4.774786636307169e-11,-1.844849880521495e-15) Dual{Cells()}(-3.708241800345987e-21,-1.9027392872575855e-13,-6.9067520706862416e-18) Dual{Cells()}(-3.708241800345987e-21,-4.874859269394619e-11,-1.7713336936202752e-15) Dual{Cells()}(-3.708241800345987e-21,-4.075304962481854e-6,-1.5623402048343962e-10) Dual{Cells()}(-3.708241800345987e-21,8.171203002611357e-6,2.9873286101704693e-10) Dual{Cells()}(-3.708241800345987e-21,-4.095801197628287e-6,-1.3916666697735036e-10) Dual{Cells()}(-3.708241800345987e-21,-4.7903634593197566e-11,-1.7371681259394045e-15) Dual{Cells()}(8.071432931249243e-22,-1.9098265548727458e-13,-6.485504233366444e-18) Dual{Cells()}(8.071432931249243e-22,-4.8783486750940785e-11,-1.657500145501027e-15) Dual{Cells()}(8.071432931249243e-22,-4.095801197628287e-6,-1.478094959993866e-10) Dual{Cells()}(8.071432931249243e-22,5.377227797413701e-6,1.773454045959294e-10) Dual{Cells()}(8.071432931249243e-22,-1.2813296871854114e-6,-2.36875920412477e-11) Dual{Cells()}(8.071432931249243e-22,-4.7938130595102404e-11,-1.6270101718383657e-15) Dual{Cells()}(6.217272393983082e-9,-5.209475834395059e-13,-1.3599904073433267e-17) Dual{Cells()}(6.217272393983082e-9,-1.3146209631930045e-10,-3.4255888157699487e-15) Dual{Cells()}(6.217272393983082e-9,-1.2813296871854114e-6,-3.5870198893189185e-11) Dual{Cells()}(6.217272393983082e-9,2.0159202883180447e-6,5.137796265036262e-11) Dual{Cells()}(6.217272393983082e-9,-7.34329421674823e-7,-8.810301804262154e-12) Dual{Cells()}(6.217272393983082e-9,-1.2919641390754604e-10,-3.3779077776205945e-15) Dual{Cells()}(6.442283825400727e-9,-4.867146106889899e-13,-8.582213268653154e-18) Dual{Cells()}(6.442283825400727e-9,-1.2024398396078165e-10,-2.1048184733091145e-15) Dual{Cells()}(6.442283825400727e-9,-7.34329421674823e-7,-1.892469845470819e-11) Dual{Cells()}(6.442283825400727e-9,1.4185102642916843e-6,3.054698750805399e-11) Dual{Cells()}(6.442283825400727e-9,-6.839418941806916e-7,-6.7599801929241154e-12) Dual{Cells()}(6.442283825400727e-9,-1.1821773759820245e-10,-2.097691101040274e-15) Dual{Cells()}(6.6082715558272914e-9,-4.519850077252486e-13,-5.9957800260756345e-18) Dual{Cells()}(6.6082715558272914e-9,-1.0933744870518668e-10,-1.4312388371898544e-15) Dual{Cells()}(6.6082715558272914e-9,-6.839418941806916e-7,-1.2880941064968315e-11) Dual{Cells()}(6.6082715558272914e-9,6.84159232516445e-7,1.5707072267911292e-11) Dual{Cells()}(6.6082715558272914e-9,-1.0754890204055865e-10,-1.4432952529321262e-15) Dual{Cells()}(5.942939126973724e-9,-4.791403111731999e-13,-7.307777770598447e-18) Dual{Cells()}(5.942939126973724e-9,-1.1261895144351626e-10,-1.7283389609121462e-15) Dual{Cells()}(5.942939126973724e-9,7.233657191105105e-7,1.8279461339290158e-11) Dual{Cells()}(5.942939126973724e-9,-7.231419037062905e-7,-1.4385616888545909e-11) Dual{Cells()}(5.942939126973724e-9,-1.1071731246530275e-10,-1.676707636233838e-15) Dual{Cells()}(5.940965498855435e-9,-5.133411070396337e-13,-9.729170392786699e-18) Dual{Cells()}(5.940965498855435e-9,-1.1821172205811334e-10,-2.24876056310152e-15) Dual{Cells()}(5.940965498855435e-9,-7.231419037062905e-7,-9.200982034413873e-12) Dual{Cells()}(5.940965498855435e-9,1.4986917600405774e-6,3.489518351056933e-11) Dual{Cells()}(5.940965498855435e-9,-7.753148794874013e-7,-2.0190410010477895e-11) Dual{Cells()}(5.940965498855435e-9,-1.1625178372074758e-10,-2.1937909917099017e-15) Dual{Cells()}(5.894072733877958e-9,-5.508128734296392e-13,-1.4386817505635608e-17) Dual{Cells()}(5.894072733877958e-9,-1.2429737041769226e-10,-3.2500929799080143e-15) Dual{Cells()}(5.894072733877958e-9,-7.753148794874013e-7,-1.1337369512249226e-11) Dual{Cells()}(5.894072733877958e-9,2.135425836788729e-6,5.602060128181579e-11) Dual{Cells()}(5.894072733877958e-9,-1.3598638389313589e-6,-3.7749759353627404e-11) Dual{Cells()}(5.894072733877958e-9,-1.2227018667774968e-10,-3.1892831316871777e-15) Dual{Cells()}(6.088227022975012e-22,-2.0432068603332062e-13,-6.694899201329045e-18) Dual{Cells()}(6.088227022975012e-22,-4.558299283237347e-11,-1.4933125291867173e-15) Dual{Cells()}(6.088227022975012e-22,-1.3598638389313589e-6,-2.6563314578373334e-11) Dual{Cells()}(6.088227022975012e-22,5.752167321610376e-6,1.8364436339601136e-10) Dual{Cells()}(6.088227022975012e-22,-4.392212851420517e-6,-1.5186071015186996e-10) Dual{Cells()}(6.088227022975012e-22,-4.4843944981752835e-11,-1.4695720320310997e-15) Dual{Cells()}(2.635567876036572e-22,-2.0449972656217204e-13,-7.104055912930252e-18) Dual{Cells()}(2.635567876036572e-22,-4.549508875623245e-11,-1.5797075362179632e-15) Dual{Cells()}(2.635567876036572e-22,-4.392212851420517e-6,-1.4342558053785307e-10) Dual{Cells()}(2.635567876036572e-22,8.784177485776455e-6,3.0689118281888273e-10) Dual{Cells()}(2.635567876036572e-22,-4.391874176690637e-6,-1.6020033272373264e-10) Dual{Cells()}(2.635567876036572e-22,-4.475807681680427e-11,-1.555532693793101e-15) Dual{Cells()}(1.948014381530215e-22,-2.0428189220008378e-13,-7.504604027159631e-18) Dual{Cells()}(1.948014381530215e-22,-4.531954923441453e-11,-1.6637093583917707e-15) Dual{Cells()}(1.948014381530215e-22,-4.391874176690637e-6,-1.5255782001855074e-10) Dual{Cells()}(1.948014381530215e-22,6.522232886951628e-6,2.454001344869442e-10) Dual{Cells()}(1.948014381530215e-22,-2.1302686006093116e-6,-8.875905043977674e-11) Dual{Cells()}(1.948014381530215e-22,-4.4585820552677865e-11,-1.6391282769273416e-15) Dual{Cells()}(-5.878066540684334e-9,-7.70288803501225e-13,-3.146519313905022e-17) Dual{Cells()}(-5.878066540684334e-9,-1.6915516432192573e-10,-6.902037410425638e-15) Dual{Cells()}(-5.878066540684334e-9,-2.1302686006093116e-6,-8.272352473832601e-11) Dual{Cells()}(-5.878066540684334e-9,3.5334086812496705e-6,1.581635764605515e-10) Dual{Cells()}(-5.878066540684334e-9,-1.402803731036525e-6,-6.143586372758673e-11) Dual{Cells()}(-5.878066540684334e-9,-1.6642415070842256e-10,-6.806538706474789e-15) Dual{Cells()}(-5.9243582715578685e-9,-7.637373126753789e-13,-3.458015601591435e-17) Dual{Cells()}(-5.9243582715578685e-9,-1.6481061886599677e-10,-7.451277598139405e-15) Dual{Cells()}(-5.9243582715578685e-9,-1.402803731036525e-6,-5.823114614383658e-11) Dual{Cells()}(-5.9243582715578685e-9,2.7983308281749152e-6,1.367540568184614e-10) Dual{Cells()}(-5.9243582715578685e-9,-1.3951993587794543e-6,-6.522087651836251e-11) Dual{Cells()}(-5.9243582715578685e-9,-1.6216400275726346e-10,-7.354557884894411e-15) Dual{Cells()}(-5.975489654645355e-9,-7.619615257982832e-13,-3.62527884537439e-17) Dual{Cells()}(-5.975489654645355e-9,-1.6160123807851337e-10,-7.676245961102429e-15) Dual{Cells()}(-5.975489654645355e-9,-1.3951993587794543e-6,-6.404594859523534e-11) Dual{Cells()}(-5.975489654645355e-9,1.3955207449621452e-6,7.659133719835523e-11) Dual{Cells()}(-5.975489654645355e-9,-1.5902298308643979e-10,-7.580014503717684e-15) Dual{Cells()}(-7.1755389550936305e-9,-7.553126279363547e-13,-3.912176566659063e-17) Dual{Cells()}(-7.1755389550936305e-9,-1.557034946962719e-10,-8.081998265059533e-15) Dual{Cells()}(-7.1755389550936305e-9,1.398638631347248e-6,8.216752404941402e-11) Dual{Cells()}(-7.1755389550936305e-9,-1.398328860740261e-6,-6.980506079207626e-11) Dual{Cells()}(-7.1755389550936305e-9,-1.5331179966293723e-10,-7.92266964515834e-15) Dual{Cells()}(-7.25297836397935e-9,-7.740592620294869e-13,-3.7852095874780966e-17) Dual{Cells()}(-7.25297836397935e-9,-1.5688622002261972e-10,-7.686717427319153e-15) Dual{Cells()}(-7.25297836397935e-9,-1.398328860740261e-6,-7.063531434133966e-11) Dual{Cells()}(-7.25297836397935e-9,2.838288911936637e-6,1.486554141559816e-10) Dual{Cells()}(-7.25297836397935e-9,-1.4396479021912675e-6,-6.426229534320626e-11) Dual{Cells()}(-7.25297836397935e-9,-1.544887258238267e-10,-7.538703949915919e-15) Dual{Cells()}(-7.3045505145072835e-9,-8.007662809570458e-13,-3.480129949364578e-17) Dual{Cells()}(-7.3045505145072835e-9,-1.5959589231107652e-10,-6.94630801754146e-15) Dual{Cells()}(-7.3045505145072835e-9,-1.4396479021912675e-6,-6.722116003328286e-11) Dual{Cells()}(-7.3045505145072835e-9,3.668429089760128e-6,1.7414338601758918e-10) Dual{Cells()}(-7.3045505145072835e-9,-2.2284636268084526e-6,-9.184887377255015e-11) Dual{Cells()}(-7.3045505145072835e-9,-1.571641018156419e-10,-6.818885397123859e-15) Dual{Cells()}(-3.999385142157644e-21,-2.1572733053494944e-13,-8.313186879762346e-18) Dual{Cells()}(-3.999385142157644e-21,-4.2581579939972095e-11,-1.6424737427715241e-15) Dual{Cells()}(-3.999385142157644e-21,-2.2284636268084526e-6,-9.815559631028158e-11) Dual{Cells()}(-3.999385142157644e-21,6.877544048124938e-6,2.7200391496955485e-10) Dual{Cells()}(-3.999385142157644e-21,-4.6489956906400665e-6,-1.688769216487464e-10) Dual{Cells()}(-3.999385142157644e-21,-4.193336914810913e-11,-1.6140438549831722e-15) Dual{Cells()}(-1.4948890425002145e-21,-2.1699956852896457e-13,-7.850020614720586e-18) Dual{Cells()}(-1.4948890425002145e-21,-4.271987755648038e-11,-1.5464057036256613e-15) Dual{Cells()}(-1.4948890425002145e-21,-4.6489956906400665e-6,-1.7753061940845145e-10) Dual{Cells()}(-1.4948890425002145e-21,9.319751888919802e-6,3.3948752930971627e-10) Dual{Cells()}(-1.4948890425002145e-21,-4.67067119192097e-6,-1.5818582799385027e-10) Dual{Cells()}(-1.4948890425002145e-21,-4.206948164062403e-11,-1.520568706331241e-15) Dual{Cells()}(9.796698236694011e-22,-2.1773494976913947e-13,-7.373027005824986e-18) Dual{Cells()}(9.796698236694011e-22,-4.2751820161431966e-11,-1.4481203917400738e-15) Dual{Cells()}(9.796698236694011e-22,-4.67067119192097e-6,-1.679829194947029e-10) Dual{Cells()}(9.796698236694011e-22,6.130784868391108e-6,2.0165760472632146e-10) Dual{Cells()}(9.796698236694011e-22,-1.4600286058316871e-6,-2.7100157197935495e-11) Dual{Cells()}(9.796698236694011e-22,-4.210108333933463e-11,-1.4249210015145669e-15) Dual{Cells()}(7.025333880386315e-9,-5.934462386282961e-13,-1.5487992505471864e-17) Dual{Cells()}(7.025333880386315e-9,-1.1528761982722615e-10,-3.004799986509248e-15) Dual{Cells()}(7.025333880386315e-9,-1.4600286058316871e-6,-4.084082659180509e-11) Dual{Cells()}(7.025333880386315e-9,2.296860418755188e-6,5.866364061674817e-11) Dual{Cells()}(7.025333880386315e-9,-8.366023904693121e-7,-1.0212371185681634e-11) Dual{Cells()}(7.025333880386315e-9,-1.1354138812282006e-10,-2.9670048521648996e-15) Dual{Cells()}(7.266257236327479e-9,-5.545429064717848e-13,-9.826451516406545e-18) Dual{Cells()}(7.266257236327479e-9,-1.0574522248953805e-10,-1.8645080186465395e-15) Dual{Cells()}(7.266257236327479e-9,-8.366023904693121e-7,-2.157947327429874e-11) Dual{Cells()}(7.266257236327479e-9,1.616496439057407e-6,3.5033048408268125e-11) Dual{Cells()}(7.266257236327479e-9,-7.796835734241141e-7,-7.881814223127553e-12) Dual{Cells()}(7.266257236327479e-9,-1.0417539858480917e-10,-1.856031870676943e-15) Dual{Cells()}(7.4414185852937855e-9,-5.154769608012202e-13,-6.906818464346005e-18) Dual{Cells()}(7.4414185852937855e-9,-9.649915386466903e-11,-1.2815709521348223e-15) Dual{Cells()}(7.4414185852937855e-9,-7.796835734241141e-7,-1.4746245881460157e-11) Dual{Cells()}(7.4414185852937855e-9,7.798756918111567e-7,1.804776866378419e-11) Dual{Cells()}(7.4414185852937855e-9,-9.510375621715243e-11,-1.2871376554828384e-15) Dual{Cells()}(6.779214574762883e-9,-5.425278455947084e-13,-8.219198550980079e-18) Dual{Cells()}(6.779214574762883e-9,-9.901558196896451e-11,-1.5083764030090868e-15) Dual{Cells()}(6.779214574762883e-9,8.189702390064636e-7,2.0614284418330864e-11) Dual{Cells()}(6.779214574762883e-9,-8.187731375325499e-7,-1.6248697067309363e-11) Dual{Cells()}(6.779214574762883e-9,-9.754336409910308e-11,-1.4706529333948288e-15) Dual{Cells()}(6.767540288975194e-9,-5.811455835392903e-13,-1.0974206314228377e-17) Dual{Cells()}(6.767540288975194e-9,-1.0416353056664482e-10,-1.973413024452735e-15) Dual{Cells()}(6.767540288975194e-9,-8.187731375325499e-7,-1.0317061783349142e-11) Dual{Cells()}(6.767540288975194e-9,1.696553383350209e-6,3.9372992420510186e-11) Dual{Cells()}(6.767540288975194e-9,-8.775728620265402e-7,-2.284450807224939e-11) Dual{Cells()}(6.767540288975194e-9,-1.0263911496883271e-10,-1.932448929320904e-15) Dual{Cells()}(6.704171001701755e-9,-6.233198828279341e-13,-1.6277193020255264e-17) Dual{Cells()}(6.704171001701755e-9,-1.0974124377347077e-10,-2.8683724391151095e-15) Dual{Cells()}(6.704171001701755e-9,-8.775728620265402e-7,-1.273346533180591e-11) Dual{Cells()}(6.704171001701755e-9,2.4163677147209464e-6,6.330798005716437e-11) Dual{Cells()}(6.704171001701755e-9,-1.5385763301879578e-6,-4.2725325123901135e-11) Dual{Cells()}(6.704171001701755e-9,-1.0815794279221307e-10,-2.8216457417471435e-15) Dual{Cells()}(7.490251713122294e-22,-2.310704260614959e-13,-7.583463124803896e-18) Dual{Cells()}(7.490251713122294e-22,-4.027297007704037e-11,-1.3214441013436964e-15) Dual{Cells()}(7.490251713122294e-22,-1.5385763301879578e-6,-2.99781745615427e-11) Dual{Cells()}(7.490251713122294e-22,6.505628897331586e-6,2.0799100132756145e-10) Dual{Cells()}(7.490251713122294e-22,-4.966972368183975e-6,-1.7206114595990855e-10) Dual{Cells()}(7.490251713122294e-22,-3.969491914903624e-11,-1.3028050568021893e-15) Dual{Cells()}(7.347044050090134e-23,-2.3122021019124795e-13,-8.048384816525132e-18) Dual{Cells()}(7.347044050090134e-23,-4.0199256221415827e-11,-1.398660431425576e-15) Dual{Cells()}(7.347044050090134e-23,-4.966972368183975e-6,-1.6247416848215837e-10) Dual{Cells()}(7.347044050090134e-23,9.932441879626308e-6,3.4770487335875135e-10) Dual{Cells()}(7.347044050090134e-23,-4.965389458274397e-6,-1.815248734700061e-10) Dual{Cells()}(7.347044050090134e-23,-3.962269150555688e-11,-1.3795788387254118e-15) Dual{Cells()}(-1.0771361759732263e-22,-2.3091526034304207e-13,-8.503322066327178e-18) Dual{Cells()}(-1.0771361759732263e-22,-4.004700967971356e-11,-1.4737659390154787e-15) Dual{Cells()}(-1.0771361759732263e-22,-4.965389458274397e-6,-1.728486088578939e-10) Dual{Cells()}(-1.0771361759732263e-22,7.37234036752379e-6,2.78058192118531e-10) Dual{Cells()}(-1.0771361759732263e-22,-2.4068711583813766e-6,-1.0056325473667738e-10) Dual{Cells()}(-1.0771361759732263e-22,-3.9472943076689556e-11,-1.454265671102907e-15) Dual{Cells()}(-6.702076788705719e-9,-8.699781423411718e-13,-3.564909212482136e-17) Dual{Cells()}(-6.702076788705719e-9,-1.4952498747249503e-10,-6.121050103772477e-15) Dual{Cells()}(-6.702076788705719e-9,-2.4068711583813766e-6,-9.373459349629898e-11) Dual{Cells()}(-6.702076788705719e-9,3.990445233506797e-6,1.791375487901055e-10) Dual{Cells()}(-6.702076788705719e-9,-1.5832762931706647e-6,-6.956140616459208e-11) Dual{Cells()}(-6.702076788705719e-9,-1.473869891408743e-10,-6.0445347975477844e-15) Dual{Cells()}(-6.749004612472143e-9,-8.61393434711864e-13,-3.9154847571295906e-17) Dual{Cells()}(-6.749004612472143e-9,-1.4577726198579519e-10,-6.6178760184949765e-15) Dual{Cells()}(-6.749004612472143e-9,-1.5832762931706647e-6,-6.595306375663443e-11) Dual{Cells()}(-6.749004612472143e-9,3.156236940320364e-6,1.5476896903572866e-10) Dual{Cells()}(-6.749004612472143e-9,-1.5726703055476893e-6,-7.379902929324052e-11) Dual{Cells()}(-6.749004612472143e-9,-1.4370294658956128e-10,-6.539572769181572e-15) Dual{Cells()}(-6.799804621644834e-9,-8.583479701669907e-13,-4.101551669041129e-17) Dual{Cells()}(-6.799804621644834e-9,-1.4304775327801486e-10,-6.825832890208498e-15) Dual{Cells()}(-6.799804621644834e-9,-1.5726703055476893e-6,-7.248757306275037e-11) Dual{Cells()}(-6.799804621644834e-9,1.5729552357677436e-6,8.66172008296617e-11) Dual{Cells()}(-6.799804621644834e-9,-1.410241188059924e-10,-6.747442380828136e-15) Dual{Cells()}(-8.001253330765128e-9,-8.517163525378031e-13,-4.3881343285030513e-17) Dual{Cells()}(-8.001253330765128e-9,-1.384117046332787e-10,-7.14218820334774e-15) Dual{Cells()}(-8.001253330765128e-9,1.5760847072723771e-6,9.21996446486853e-11) Dual{Cells()}(-8.001253330765128e-9,-1.5758089299204706e-6,-7.825156293082626e-11) Dual{Cells()}(-8.001253330765128e-9,-1.365139309207733e-10,-7.0215684216886054e-15) Dual{Cells()}(-8.078847457736017e-9,-8.717342217924479e-13,-4.2423524674468777e-17) Dual{Cells()}(-8.078847457736017e-9,-1.3954690987658482e-10,-6.8006273936124125e-15) Dual{Cells()}(-8.078847457736017e-9,-1.5758089299204706e-6,-7.921988107008268e-11) Dual{Cells()}(-8.078847457736017e-9,3.196225049904616e-6,1.666804672584017e-10) Dual{Cells()}(-8.078847457736017e-9,-1.6201380581649478e-6,-7.198664324348799e-11) Dual{Cells()}(-8.078847457736017e-9,-1.3764317509980317e-10,-6.688181158000831e-15) Dual{Cells()}(-8.129765909033413e-9,-9.004722765200468e-13,-3.8982141321676293e-17) Dual{Cells()}(-8.129765909033413e-9,-1.4200900241109435e-10,-6.154145260911211e-15) Dual{Cells()}(-8.129765909033413e-9,-1.6201380581649478e-6,-7.535205309230623e-11) Dual{Cells()}(-8.129765909033413e-9,4.125515444925529e-6,1.951261602720891e-10) Dual{Cells()}(-8.129765909033413e-9,-2.50509439906276e-6,-1.0286218720684633e-10) Dual{Cells()}(-8.129765909033413e-9,-1.4007822313325695e-10,-6.0566559124046406e-15) Dual{Cells()}(-3.6932733855504714e-21,-2.423638495037693e-13,-9.311230690317286e-18) Dual{Cells()}(-3.6932733855504714e-21,-3.789429434515229e-11,-1.45679518379921e-15) Dual{Cells()}(-3.6932733855504714e-21,-2.50509439906276e-6,-1.0996618307773333e-10) Dual{Cells()}(-3.6932733855504714e-21,7.72771851913214e-6,3.046672455520003e-10) Dual{Cells()}(-3.6932733855504714e-21,-5.222548603609828e-6,-1.8916669208993305e-10) Dual{Cells()}(-3.6932733855504714e-21,-3.7379801357334534e-11,-1.4348493738368845e-15) Dual{Cells()}(1.3089099217885972e-21,-2.437223936660944e-13,-8.793768509339214e-18) Dual{Cells()}(1.3089099217885972e-21,-3.801724461403597e-11,-1.3722939212970514e-15) Dual{Cells()}(1.3089099217885972e-21,-5.222548603609828e-6,-1.9885817841232022e-10) Dual{Cells()}(1.3089099217885972e-21,1.0468080288392542e-5,3.8030026734667703e-10) Dual{Cells()}(1.3089099217885972e-21,-5.245455922680052e-6,-1.7723036635075271e-10) Dual{Cells()}(1.3089099217885972e-21,-3.750113565395548e-11,-1.3522344664266333e-15) Dual{Cells()}(1.3832778209423759e-22,-2.444861388837687e-13,-8.261115891099954e-18) Dual{Cells()}(1.3832778209423759e-22,-3.8046922546805774e-11,-1.2858220871718791e-15) Dual{Cells()}(1.3832778209423759e-22,-5.245455922680052e-6,-1.8818340659265553e-10) Dual{Cells()}(1.3832778209423759e-22,6.884258321117093e-6,2.2599678051983938e-10) Dual{Cells()}(1.3832778209423759e-22,-1.6387265764321299e-6,-3.0506997628700607e-11) Dual{Cells()}(1.3832778209423759e-22,-3.7530596225527705e-11,-1.2676804838816359e-15) Dual{Cells()}(7.836776903332728e-9,-6.659469430251007e-13,-1.737838304028838e-17) Dual{Cells()}(7.836776903332728e-9,-1.0265629780690846e-10,-2.6761848699706547e-15) Dual{Cells()}(7.836776903332728e-9,-1.6387265764321299e-6,-4.5812960698406425e-11) Dual{Cells()}(7.836776903332728e-9,2.577767028274346e-6,6.594093233158267e-11) Dual{Cells()}(7.836776903332728e-9,-9.388358603424764e-7,-1.1602998417157425e-11) Dual{Cells()}(7.836776903332728e-9,-1.0126925498957292e-10,-2.645148405015098e-15) Dual{Cells()}(8.094141356943421e-9,-6.223359249048257e-13,-1.1073622882619327e-17) Dual{Cells()}(8.094141356943421e-9,-9.43590600927851e-11,-1.673020196731577e-15) Dual{Cells()}(8.094141356943421e-9,-9.388358603424764e-7,-2.423140522435367e-11) Dual{Cells()}(8.094141356943421e-9,1.8143063037045373e-6,3.9501475275032705e-11) Dual{Cells()}(8.094141356943421e-9,-8.752823577525921e-7,-8.991547918118042e-12) Dual{Cells()}(8.094141356943421e-9,-9.31042134510298e-11,-1.6632234262729458e-15) Dual{Cells()}(8.278913844030336e-9,-5.788698771597709e-13,-7.821307513722755e-18) Dual{Cells()}(8.278913844030336e-9,-8.633924152301105e-11,-1.1593111708711554e-15) Dual{Cells()}(8.278913844030336e-9,-8.752823577525921e-7,-1.6605260846259086e-11) Dual{Cells()}(8.278913844030336e-9,8.754544897010344e-7,2.0376421272152574e-11) Dual{Cells()}(8.278913844030336e-9,-8.521383704206672e-11,-1.159757014044382e-15) Dual{Cells()}(7.61840063895883e-9,-6.058576677159656e-13,-9.132449147459074e-18) Dual{Cells()}(7.61840063895883e-9,-8.833350347910364e-11,-1.3380024273131252e-15) Dual{Cells()}(7.61840063895883e-9,9.144899730730967e-7,2.2940009398964327e-11) Dual{Cells()}(7.61840063895883e-9,-9.143138781501736e-7,-1.8106651610632107e-11) Dual{Cells()}(7.61840063895883e-9,-8.715556177627988e-11,-1.3081031478312631e-15) Dual{Cells()}(7.596827056485341e-9,-6.489245541910943e-13,-1.222082386768386e-17) Dual{Cells()}(7.596827056485341e-9,-9.309442696413521e-11,-1.7581745005961942e-15) Dual{Cells()}(7.596827056485341e-9,-9.143138781501736e-7,-1.1423950503435172e-11) Dual{Cells()}(7.596827056485341e-9,1.894298938232102e-6,4.3837294289334766e-11) Dual{Cells()}(7.596827056485341e-9,-9.797994439256695e-7,-2.5496136794093028e-11) Dual{Cells()}(7.596827056485341e-9,-9.187280474065387e-11,-1.725625860276932e-15) Dual{Cells()}(7.516712372338314e-9,-6.958256175742136e-13,-1.8168710760281864e-17) Dual{Cells()}(7.516712372338314e-9,-9.82358162321987e-11,-2.5670071956273677e-15) Dual{Cells()}(7.516712372338314e-9,-9.797994439256695e-7,-1.4121065246958694e-11) Dual{Cells()}(7.516712372338314e-9,2.6972769748472723e-6,7.058654066343158e-11) Dual{Cells()}(7.516712372338314e-9,-1.717281634347142e-6,-4.770021718791768e-11) Dual{Cells()}(7.516712372338314e-9,-9.696493261099477e-11,-2.529689143080896e-15) Dual{Cells()}(2.3193348699323454e-22,-2.5781998305874637e-13,-8.472289230134906e-18) Dual{Cells()}(2.3193348699323454e-22,-3.607064749307914e-11,-1.1850888415967206e-15) Dual{Cells()}(2.3193348699323454e-22,-1.717281634347142e-6,-3.3386529742886805e-11) Dual{Cells()}(2.3193348699323454e-22,7.2590435979513086e-6,2.3234879102284185e-10) Dual{Cells()}(2.3193348699323454e-22,-5.541690028926813e-6,-1.9227593427212844e-10) Dual{Cells()}(2.3193348699323454e-22,-3.560620987747934e-11,-1.1701259856307188e-15) Dual{Cells()}(-2.5095359237216076e-22,-2.5793982155964866e-13,-8.99292985408211e-18) Dual{Cells()}(-2.5095359237216076e-22,-3.6007321312573186e-11,-1.2548748845769528e-15) Dual{Cells()}(-2.5095359237216076e-22,-5.541690028926813e-6,-1.8153451229692112e-10) Dual{Cells()}(-2.5095359237216076e-22,1.1080601085861354e-5,3.885490107272466e-10) Dual{Cells()}(-2.5095359237216076e-22,-5.538839247704795e-6,-2.0286710324984653e-10) Dual{Cells()}(-2.5095359237216076e-22,-3.5543968612616563e-11,-1.2395319184808319e-15) Dual{Cells()}(6.759503477107401e-22,-2.5754682314475953e-13,-9.502213010763998e-18) Dual{Cells()}(6.759503477107401e-22,-3.587283406988313e-11,-1.322773338524352e-15) Dual{Cells()}(6.759503477107401e-22,-5.538839247704795e-6,-1.9315541884864495e-10) Dual{Cells()}(6.759503477107401e-22,8.22232734466715e-6,3.107455197868742e-10) Dual{Cells()}(6.759503477107401e-22,-2.6834165551997016e-6,-1.123787026500428e-10) Dual{Cells()}(6.759503477107401e-22,-3.541138176057918e-11,-1.3070677685706193e-15) Dual{Cells()}(-7.528825087759995e-9,-9.696513743363027e-13,-3.9833308936035244e-17) Dual{Cells()}(-7.528825087759995e-9,-1.3397344838524125e-10,-5.4988746065807535e-15) Dual{Cells()}(-7.528825087759995e-9,-2.6834165551997016e-6,-1.0475716663139566e-10) Dual{Cells()}(-7.528825087759995e-9,4.447374750009845e-6,2.001325124616199e-10) Dual{Cells()}(-7.528825087759995e-9,-1.7636909983309283e-6,-7.769516929892017e-11) Dual{Cells()}(-7.528825087759995e-9,-1.3225337945512842e-10,-5.4370076156941495e-15) Dual{Cells()}(-7.576372631102313e-9,-9.590216113999855e-13,-4.3729490396713e-17) Dual{Cells()}(-7.576372631102313e-9,-1.306794167667247e-10,-5.9521126967033865e-15) Dual{Cells()}(-7.576372631102313e-9,-1.7636909983309283e-6,-7.368441572238805e-11) Dual{Cells()}(-7.576372631102313e-9,3.5140112684919457e-6,1.7280341578248476e-10) Dual{Cells()}(-7.576372631102313e-9,-1.7500596236250738e-6,-8.238699727341122e-11) Dual{Cells()}(-7.576372631102313e-9,-1.290080975654595e-10,-5.888491469297016e-15) Dual{Cells()}(-7.626715716987009e-9,-9.547004187772443e-13,-4.57779270739219e-17) Dual{Cells()}(-7.626715716987009e-9,-1.2830934175820308e-10,-6.144967689864952e-15) Dual{Cells()}(-7.626715716987009e-9,-1.7500596236250738e-6,-8.094017969403814e-11) Dual{Cells()}(-7.626715716987009e-9,1.7503155640881915e-6,9.665321554659141e-11) Dual{Cells()}(-7.626715716987009e-9,-1.2667642094056363e-10,-6.081057690423509e-15) Dual{Cells()}(-8.831287366432639e-9,-9.480547683499426e-13,-4.8639262378344814e-17) Dual{Cells()}(-8.831287366432639e-9,-1.2456053743950657e-10,-6.400375292042114e-15) Dual{Cells()}(-8.831287366432639e-9,1.7533760690629664e-6,1.022484378025396e-10) Dual{Cells()}(-8.831287366432639e-9,-1.7531275386175522e-6,-8.671729561855269e-11) Dual{Cells()}(-8.831287366432639e-9,-1.2302185320636932e-10,-6.30465947488014e-15) Dual{Cells()}(-8.909276461513746e-9,-9.69354385344393e-13,-4.6993757880144553e-17) Dual{Cells()}(-8.909276461513746e-9,-1.2564565473240483e-10,-6.0997638992283596e-15) Dual{Cells()}(-8.909276461513746e-9,-1.7531275386175522e-6,-8.782073844767021e-11) Dual{Cells()}(-8.909276461513746e-9,3.553888349574548e-6,1.8473867906965387e-10) Dual{Cells()}(-8.909276461513746e-9,-1.8005100954744444e-6,-7.972822722875726e-11) Dual{Cells()}(-8.909276461513746e-9,-1.241004734334444e-10,-6.010299609466893e-15) Dual{Cells()}(-8.959563647190634e-9,-1.0001449817664203e-12,-4.316263245025516e-17) Dual{Cells()}(-8.959563647190634e-9,-1.2790539163919731e-10,-5.5258476792775415e-15) Dual{Cells()}(-8.959563647190634e-9,-1.8005100954744444e-6,-8.349651669010619e-11) Dual{Cells()}(-8.959563647190634e-9,4.582372513265166e-6,2.1614545660851719e-10) Dual{Cells()}(-8.959563647190634e-9,-2.781607175219923e-6,-1.1389688587746745e-10) Dual{Cells()}(-8.959563647190634e-9,-1.263370341783565e-10,-5.4479291691448065e-15) Dual{Cells()}(-2.18148530162974e-21,-2.6899623135838657e-13,-1.0309424461250517e-17) Dual{Cells()}(-2.18148530162974e-21,-3.413553097323775e-11,-1.3091649358424759e-15) Dual{Cells()}(-2.18148530162974e-21,-2.781607175219923e-6,-1.2179573864941928e-10) Dual{Cells()}(-2.18148530162974e-21,8.577659564493492e-6,3.3738582081121815e-10) Dual{Cells()}(-2.18148530162974e-21,-5.795984267280691e-6,-2.0948895889428073e-10) Dual{Cells()}(-2.18148530162974e-21,-3.371746567417785e-11,-1.2915369781836324e-15) Dual{Cells()}(5.589788503807158e-21,-2.704429662446246e-13,-9.737795350240899e-18) Dual{Cells()}(5.589788503807158e-21,-3.424659915009753e-11,-1.2336877650010186e-15) Dual{Cells()}(5.589788503807158e-21,-5.795984267280691e-6,-2.202195229540188e-10) Dual{Cells()}(5.589788503807158e-21,1.1616227395772953e-5,4.2117432481568724e-10) Dual{Cells()}(5.589788503807158e-21,-5.820174784247658e-6,-1.963006309063955e-10) Dual{Cells()}(5.589788503807158e-21,-3.382720248652829e-11,-1.217528101307983e-15) Dual{Cells()}(-3.443769378734196e-22,-2.7123657325471813e-13,-9.149621076876492e-18) Dual{Cells()}(-3.443769378734196e-22,-3.427454458673427e-11,-1.156433576148e-15) Dual{Cells()}(-3.443769378734196e-22,-5.820174784247658e-6,-2.0841264764440698e-10) Dual{Cells()}(-3.443769378734196e-22,7.637663087037765e-6,2.5036221114259763e-10) Dual{Cells()}(-3.443769378734196e-22,-1.8174199020734974e-6,-3.3905278957688934e-11) Dual{Cells()}(-3.443769378734196e-22,-3.385493544959405e-11,-1.1417681794889106e-15) Dual{Cells()}(8.652213750512721e-9,-7.384478339697854e-13,-1.9271267492420325e-17) Dual{Cells()}(8.652213750512721e-9,-9.251867652801516e-11,-2.4120799944563103e-15) Dual{Cells()}(8.652213750512721e-9,-1.8174199020734974e-6,-5.078555920642538e-11) Dual{Cells()}(8.652213750512721e-9,2.858624533468135e-6,7.320604489837332e-11) Dual{Cells()}(8.652213750512721e-9,-1.0410199837381287e-6,-1.2979815144924492e-11) Dual{Cells()}(8.652213750512721e-9,-9.139053214720881e-11,-2.3864664230087693e-15) Dual{Cells()}(8.926546687657e-9,-6.900888952289138e-13,-1.2324849299416711e-17) Dual{Cells()}(8.926546687657e-9,-8.517663851762911e-11,-1.5157154217941566e-15) Dual{Cells()}(8.926546687657e-9,-1.0410199837381287e-6,-2.687958937557261e-11) Dual{Cells()}(8.926546687657e-9,2.0119094839736097e-6,4.394827306755812e-11) Dual{Cells()}(8.926546687657e-9,-9.707194803081284e-7,-1.0086622181258791e-11) Dual{Cells()}(8.926546687657e-9,-8.415319993925072e-11,-1.5067518060986592e-15) Dual{Cells()}(9.121345068385228e-9,-6.421609524840013e-13,-8.740888767716727e-18) Dual{Cells()}(9.121345068385228e-9,-7.809167679029842e-11,-1.0561255473785822e-15) Dual{Cells()}(9.121345068385228e-9,-9.707194803081284e-7,-1.8456386554772086e-11) Dual{Cells()}(9.121345068385228e-9,9.708753847861513e-7,2.26904566051696e-11) Dual{Cells()}(9.121345068385228e-9,-7.717064028011174e-11,-1.0552525605915142e-15) Dual{Cells()}(3.525560823591681e-13,-7.686081619106919e-13,-2.4036679351271703e-17) Dual{Cells()}(3.525560823591681e-13,-9.150775977657792e-11,-2.7819097293725254e-15) Dual{Cells()}(3.525560823591681e-13,1.1256840410726135e-6,4.793380198384518e-11) Dual{Cells()}(3.525560823591681e-13,-1.125501290539319e-6,-3.519554852188791e-11) Dual{Cells()}(3.525560823591681e-13,-9.047416535603564e-11,-2.8332515719270895e-15) Dual{Cells()}(3.586427496475659e-13,-7.742027186324913e-13,-2.4211658456369054e-17) Dual{Cells()}(3.586427496475659e-13,-9.0842937889898e-11,-2.761760123365069e-15) Dual{Cells()}(3.586427496475659e-13,-1.125501290539319e-6,-3.5195515145991776e-11) Dual{Cells()}(3.586427496475659e-13,2.2593469248538627e-6,8.347727726788727e-11) Dual{Cells()}(3.586427496475659e-13,-1.1336641926087532e-6,-3.5450873066265055e-11) Dual{Cells()}(3.586427496475659e-13,-8.982456518159605e-11,-2.812909017130809e-15) Dual{Cells()}(3.6849292321076507e-13,-7.797972992985829e-13,-2.4386659679101483e-17) Dual{Cells()}(3.6849292321076507e-13,-9.018775177814077e-11,-2.7419644774632735e-15) Dual{Cells()}(3.6849292321076507e-13,-1.1336641926087532e-6,-3.5450805173536266e-11) Dual{Cells()}(3.6849292321076507e-13,3.0534216679290204e-6,1.0840155816928962e-10) Dual{Cells()}(3.6849292321076507e-13,-1.919577323545292e-6,-6.002722988951226e-11) Dual{Cells()}(3.6849292321076507e-13,-8.918422589783984e-11,-2.7928564668352305e-15) Dual{Cells()}(-2.718094086319725e-23,-2.842718521061019e-13,-8.890069036664672e-18) Dual{Cells()}(-2.718094086319725e-23,-3.2609283833322995e-11,-9.914561420569113e-16) Dual{Cells()}(-2.718094086319725e-23,-1.919577323545292e-6,-6.002712420166904e-11) Dual{Cells()}(-2.718094086319725e-23,8.031709237280755e-6,2.545948301141906e-10) Dual{Cells()}(-2.718094086319725e-23,-6.112066772220308e-6,-1.9113111394854471e-10) Dual{Cells()}(-2.718094086319725e-23,-3.2247959469737726e-11,-1.0098638183657369e-15) Dual{Cells()}(7.147020478962294e-23,-2.8455793311395934e-13,-8.899018619937496e-18) Dual{Cells()}(7.147020478962294e-23,-3.257632985275524e-11,-9.904628088032418e-16) Dual{Cells()}(7.147020478962294e-23,-6.112066772220308e-6,-1.911310434091547e-10) Dual{Cells()}(7.147020478962294e-23,1.2230348195891533e-5,3.858945379314308e-10) Dual{Cells()}(7.147020478962294e-23,-6.11821634703909e-6,-1.9132344816957933e-10) Dual{Cells()}(7.147020478962294e-23,-3.221574434780286e-11,-1.008854985173983e-15) Dual{Cells()}(-3.6408682322787106e-23,-2.848440124820186e-13,-8.907966688579134e-18) Dual{Cells()}(-3.6408682322787106e-23,-3.254343916184141e-11,-9.894671121404281e-16) Dual{Cells()}(-3.6408682322787106e-23,-6.11821634703909e-6,-1.9132341285779836e-10) Dual{Cells()}(-3.6408682322787106e-23,6.118281358915677e-6,1.9476691360797616e-10) Dual{Cells()}(-3.6408682322787106e-23,-3.2183593413288e-11,-1.0078481622975484e-15) Dual{Cells()}(-5.169988023548476e-13,-5.899542124439582e-13,-1.8528190623374116e-17) Dual{Cells()}(-5.169988023548476e-13,-2.268896529561645e-10,-7.108036024059457e-15) Dual{Cells()}(-5.169988023548476e-13,1.085604235696541e-6,4.253514837357831e-11) Dual{Cells()}(-5.169988023548476e-13,-1.085154616692361e-6,-3.407899490642715e-11) Dual{Cells()}(-5.169988023548476e-13,-2.221393970113807e-10,-7.089709259331133e-15) Dual{Cells()}(-5.247559259486164e-13,-5.967862451885463e-13,-1.8742757895472858e-17) Dual{Cells()}(-5.247559259486164e-13,-2.24268652642073e-10,-7.0259255899350745e-15) Dual{Cells()}(-5.247559259486164e-13,-1.085154616692361e-6,-3.407899585238059e-11) Dual{Cells()}(-5.247559259486164e-13,2.1832497419690676e-6,7.71041792926406e-11) Dual{Cells()}(-5.247559259486164e-13,-1.0976506328675048e-6,-3.447142827025989e-11) Dual{Cells()}(-5.247559259486164e-13,-2.1962697031426095e-10,-7.009526762289823e-15) Dual{Cells()}(-5.343408062684202e-13,-6.036182780992569e-13,-1.8957325332611268e-17) Dual{Cells()}(-5.343408062684202e-13,-2.2170746798787324e-10,-6.945689047873546e-15) Dual{Cells()}(-5.343408062684202e-13,-1.0976506328675048e-6,-3.4471428884694405e-11) Dual{Cells()}(-5.343408062684202e-13,1.0980901146506952e-6,4.312279039354571e-11) Dual{Cells()}(-5.343408062684202e-13,-2.1717069692435303e-10,-6.931136509050949e-15) Dual{Cells()}(-5.6336586972436015e-9,-5.743996025531156e-13,-3.0200946531120665e-17) Dual{Cells()}(-5.6336586972436015e-9,-2.0325796037069134e-10,-1.0731584646227288e-14) Dual{Cells()}(-5.6336586972436015e-9,1.0656337464024478e-6,6.338106904446365e-11) Dual{Cells()}(-5.6336586972436015e-9,-1.0652307100586918e-6,-5.399748949023164e-11) Dual{Cells()}(-5.6336586972436015e-9,-1.9920398378281142e-10,-1.0436721923852916e-14) Dual{Cells()}(-5.711656670394761e-9,-5.907815323844299e-13,-2.9285315957287605e-17) Dual{Cells()}(-5.711656670394761e-9,-2.0447465784303121e-10,-1.0174481730195313e-14) Dual{Cells()}(-5.711656670394761e-9,-1.0652307100586918e-6,-5.4561312781120984e-11) Dual{Cells()}(-5.711656670394761e-9,2.1666125712277236e-6,1.149085146157448e-10) Dual{Cells()}(-5.711656670394761e-9,-1.1009763721657116e-6,-4.980872188232325e-11) Dual{Cells()}(-5.711656670394761e-9,-2.0042356394444374e-10,-9.902886525600233e-15) Dual{Cells()}(-5.764715850460797e-9,-6.13727466350794e-13,-2.696803807218313e-17) Dual{Cells()}(-5.764715850460797e-9,-2.0781892430807066e-10,-9.158945626983724e-15) Dual{Cells()}(-5.764715850460797e-9,-1.1009763721657116e-6,-5.1994596166962074e-11) Dual{Cells()}(-5.764715850460797e-9,2.8108937718395422e-6,1.3485967160452576e-10) Dual{Cells()}(-5.764715850460797e-9,-1.7095052502471247e-6,-7.123674594392535e-11) Dual{Cells()}(-5.764715850460797e-9,-2.0371677493171107e-10,-8.928719014660874e-15) Dual{Cells()}(4.230078867974008e-21,-1.6577137997176568e-13,-6.443534660691059e-18) Dual{Cells()}(4.230078867974008e-21,-5.543200876387415e-11,-2.158922472000688e-15) Dual{Cells()}(4.230078867974008e-21,-1.7095052502471247e-6,-7.603874769040972e-11) Dual{Cells()}(4.230078867974008e-21,5.282849306312197e-6,2.108573543582975e-10) Dual{Cells()}(4.230078867974008e-21,-3.5732341192174225e-6,-1.3089523124487116e-10) Dual{Cells()}(4.230078867974008e-21,-5.433906750639917e-11,-2.108470042494151e-15) Dual{Cells()}(-9.755205920127814e-21,-1.6688675221031346e-13,-6.082194671092734e-18) Dual{Cells()}(-9.755205920127814e-21,-5.561434036745159e-11,-2.0297229786307824e-15) Dual{Cells()}(-9.755205920127814e-21,-3.5732341192174225e-6,-1.3760046906925011e-10) Dual{Cells()}(-9.755205920127814e-21,7.166058815189523e-6,2.6307882392536823e-10) Dual{Cells()}(-9.755205920127814e-21,-3.592714397172879e-6,-1.2252991126758109e-10) Dual{Cells()}(-9.755205920127814e-21,-5.451757210261927e-11,-1.984377443786597e-15) Dual{Cells()}(1.3850234628405469e-21,-1.6757319466702436e-13,-5.709571138254798e-18) Dual{Cells()}(1.3850234628405469e-21,-5.5652404528803384e-11,-1.8976278693000694e-15) Dual{Cells()}(1.3850234628405469e-21,-3.592714397172879e-6,-1.301602505049531e-10) Dual{Cells()}(1.3850234628405469e-21,4.717799581484626e-6,1.5607991426578782e-10) Dual{Cells()}(1.3850234628405469e-21,-1.1249748091903057e-6,-2.0706241077842232e-11) Dual{Cells()}(1.3850234628405469e-21,-5.4555143717928333e-11,-1.85746602151006e-15) Dual{Cells()}(5.5097503796331325e-9,-4.575159469274467e-13,-1.1947733842162234e-17) Dual{Cells()}(5.5097503796331325e-9,-1.4985726236832274e-10,-3.903840289335451e-15) Dual{Cells()}(5.5097503796331325e-9,-1.1249748091903057e-6,-3.152346371694795e-11) Dual{Cells()}(5.5097503796331325e-9,1.7701240753653685e-6,4.500910026384384e-11) Dual{Cells()}(5.5097503796331325e-9,-6.448520307547657e-7,-7.585760440753358e-12) Dual{Cells()}(5.5097503796331325e-9,-1.4692064198184415e-10,-3.844331419310647e-15) Dual{Cells()}(5.7209865772507715e-9,-4.2736367652011034e-13,-7.490475105724334e-18) Dual{Cells()}(5.7209865772507715e-9,-1.3663516165925452e-10,-2.3712582196924903e-15) Dual{Cells()}(5.7209865772507715e-9,-6.448520307547657e-7,-1.6603015532326834e-11) Dual{Cells()}(5.7209865772507715e-9,1.2452964246557711e-6,2.6625928183184457e-11) Dual{Cells()}(5.7209865772507715e-9,-6.001733053266605e-7,-5.780852020157793e-12) Dual{Cells()}(5.7209865772507715e-9,-1.3402604900922062e-10,-2.3685643903635607e-15) Dual{Cells()}(5.879118814180508e-9,-3.9640267352198893e-13,-5.194003801374161e-18) Dual{Cells()}(5.879118814180508e-9,-1.2373275228634365e-10,-1.5919634661821247e-15) Dual{Cells()}(5.879118814180508e-9,-6.001733053266605e-7,-1.1250657764637888e-11) Dual{Cells()}(5.879118814180508e-9,6.004188850611443e-7,1.3661505862296702e-11) Dual{Cells()}(5.879118814180508e-9,-1.214505795240353e-10,-1.6157687152208314e-15) Dual{Cells()}(5.210075478624353e-9,-4.233160216843699e-13,-6.4830659441578094e-18) Dual{Cells()}(5.210075478624353e-9,-1.273640841069721e-10,-1.908278572072453e-15) Dual{Cells()}(5.210075478624353e-9,6.392882413671996e-7,1.6200858591400605e-11) Dual{Cells()}(5.210075478624353e-9,-6.390349539750895e-7,-1.2723035759520815e-11) Dual{Cells()}(5.210075478624353e-9,-1.254999919813717e-10,-1.9100464859698017e-15) Dual{Cells()}(5.2164973323802e-9,-4.5376465649572473e-13,-8.613111966970643e-18) Dual{Cells()}(5.2164973323802e-9,-1.335902129004345e-10,-2.4898518273285222e-15) Dual{Cells()}(5.2164973323802e-9,-6.390349539750895e-7,-8.188685058496271e-12) Dual{Cells()}(5.2164973323802e-9,1.3248857760169878e-6,3.0904814233414676e-11) Dual{Cells()}(5.2164973323802e-9,-6.85585302121849e-7,-1.7835969886666433e-11) Dual{Cells()}(5.2164973323802e-9,-1.314759424923743e-10,-2.4872877747187717e-15) Dual{Cells()}(5.183964628766056e-9,-4.872700132870019e-13,-1.270860250490122e-17) Dual{Cells()}(5.183964628766056e-9,-1.40441456919005e-10,-3.609742123778789e-15) Dual{Cells()}(5.183964628766056e-9,-6.85585302121849e-7,-1.0075767288694737e-11) Dual{Cells()}(5.183964628766056e-9,1.8891435967799859e-6,4.9544893548051415e-11) Dual{Cells()}(5.183964628766056e-9,-1.2032793540042503e-6,-3.334102969205363e-11) Dual{Cells()}(5.183964628766056e-9,-1.3801192695430083e-10,-3.59880475372134e-15) Dual{Cells()}(1.1891605839405579e-21,-1.8091199690058767e-13,-5.9095765066191574e-18) Dual{Cells()}(1.1891605839405579e-21,-5.152144763191067e-11,-1.6610005214324522e-15) Dual{Cells()}(1.1891605839405579e-21,-1.2032793540042503e-6,-2.3507999284199212e-11) Dual{Cells()}(1.1891605839405579e-21,5.092673533990479e-6,1.6210557397291778e-10) Dual{Cells()}(1.1891605839405579e-21,-3.88929189339442e-6,-1.340175358917728e-10) Dual{Cells()}(1.1891605839405579e-21,-5.058423217912821e-11,-1.6546764159510552e-15) Dual{Cells()}(-1.1496263589806382e-21,-1.8112459580479284e-13,-6.270139672202244e-18) Dual{Cells()}(-1.1496263589806382e-21,-5.142995729692632e-11,-1.7574415937028675e-15) Dual{Cells()}(-1.1496263589806382e-21,-3.88929189339442e-6,-1.2657761862369602e-10) Dual{Cells()}(-1.1496263589806382e-21,7.77960621236111e-6,2.7083162587354624e-10) Dual{Cells()}(-1.1496263589806382e-21,-3.890212224654735e-6,-1.4137451881454906e-10) Dual{Cells()}(-1.1496263589806382e-21,-5.048323006097764e-11,-1.7506982761268047e-15) Dual{Cells()}(8.013211209911587e-22,-1.8099044887689055e-13,-6.623286819002119e-18) Dual{Cells()}(8.013211209911587e-22,-5.124005155887059e-11,-1.8511698983484078e-15) Dual{Cells()}(8.013211209911587e-22,-3.890212224654735e-6,-1.3462351480732003e-10) Dual{Cells()}(8.013211209911587e-22,5.778802168585858e-6,2.165704159706493e-10) Dual{Cells()}(8.013211209911587e-22,-1.888488236668119e-6,-7.835727383798138e-11) Dual{Cells()}(8.013211209911587e-22,-5.028622099610255e-11,-1.844044149024558e-15) Dual{Cells()}(-5.1551703696395816e-9,-6.831618747595889e-13,-2.7777216145074055e-17) Dual{Cells()}(-5.1551703696395816e-9,-1.9127084934308052e-10,-7.678816575678391e-15) Dual{Cells()}(-5.1551703696395816e-9,-1.888488236668119e-6,-7.300167786258903e-11) Dual{Cells()}(-5.1551703696395816e-9,3.133999260284145e-6,1.3967822798632072e-10) Dual{Cells()}(-5.1551703696395816e-9,-1.2451314265508158e-6,-5.427569300035559e-11) Dual{Cells()}(-5.1551703696395816e-9,-1.8764305399246242e-10,-7.649740606022392e-15) Dual{Cells()}(-5.200785436408658e-9,-6.784407391976661e-13,-3.055108959728176e-17) Dual{Cells()}(-5.200785436408658e-9,-1.8630920456830592e-10,-8.284551815386165e-15) Dual{Cells()}(-5.200785436408658e-9,-1.2451314265508158e-6,-5.141409588094968e-11) Dual{Cells()}(-5.200785436408658e-9,2.4857315025155728e-6,1.2088261519109919e-10) Dual{Cells()}(-5.200785436408658e-9,-1.240230365672748e-6,-5.766198961121606e-11) Dual{Cells()}(-5.200785436408658e-9,-1.8272264670115888e-10,-8.254084123853542e-15) Dual{Cells()}(-5.25211223552987e-9,-6.77802308286944e-13,-3.2059290160806056e-17) Dual{Cells()}(-5.25211223552987e-9,-1.8256558776574946e-10,-8.52710029639905e-15) Dual{Cells()}(-5.25211223552987e-9,-1.240230365672748e-6,-5.6601085666867494e-11) Dual{Cells()}(-5.25211223552987e-9,1.2405926492694667e-6,6.776607693864615e-11) Dual{Cells()}(-5.25211223552987e-9,-1.7904020664460907e-10,-8.496847692648783e-15) Dual{Cells()}(-6.456321665195543e-9,-6.709008441368544e-13,-3.495644211375215e-17) Dual{Cells()}(-6.456321665195543e-9,-1.7479179864024096e-10,-9.13447351361678e-15) Dual{Cells()}(-6.456321665195543e-9,1.2432439035141646e-6,7.340200904701518e-11) Dual{Cells()}(-6.456321665195543e-9,-1.2428966573538792e-6,-6.242928777210882e-11) Dual{Cells()}(-6.456321665195543e-9,-1.717834608010363e-10,-8.927189434966843e-15) Dual{Cells()}(-6.533880453273015e-9,-6.885436259612813e-13,-3.385184869570503e-17) Dual{Cells()}(-6.533880453273015e-9,-1.7600625684493184e-10,-8.676720924305173e-15) Dual{Cells()}(-6.533880453273015e-9,-1.2428966573538792e-6,-6.313596319198269e-11) Dual{Cells()}(-6.533880453273015e-9,2.524862499630513e-6,1.329090137176798e-10) Dual{Cells()}(-6.533880453273015e-9,-1.2816161528914296e-6,-5.7517349510589796e-11) Dual{Cells()}(-6.533880453273015e-9,-1.729945847332193e-10,-8.484824048188731e-15) Dual{Cells()}(-6.586078475434137e-9,-7.134920866445789e-13,-3.1143497538997436e-17) Dual{Cells()}(-6.586078475434137e-9,-1.7898054550341838e-10,-7.828815540699287e-15) Dual{Cells()}(-6.586078475434137e-9,-1.2816161528914296e-6,-6.011681705176432e-11) Dual{Cells()}(-6.586078475434137e-9,3.2682771748011323e-6,1.5581219119819856e-10) Dual{Cells()}(-6.586078475434137e-9,-1.986305399718845e-6,-8.222961123450736e-11) Dual{Cells()}(-6.586078475434137e-9,-1.7592815326752003e-10,-7.664633559745406e-15) Dual{Cells()}(-6.040688371560221e-22,-1.9241626746131417e-13,-7.440184891470162e-18) Dual{Cells()}(-6.040688371560221e-22,-4.774786636307169e-11,-1.8488409549284816e-15) Dual{Cells()}(-6.040688371560221e-22,-1.986305399718845e-6,-8.783583905034883e-11) Dual{Cells()}(-6.040688371560221e-22,6.133420974370554e-6,2.4346839175732836e-10) Dual{Cells()}(-6.040688371560221e-22,-4.147020699928347e-6,-1.5115056409555516e-10) Dual{Cells()}(-6.040688371560221e-22,-4.693444073087122e-11,-1.812467283536805e-15) Dual{Cells()}(-6.0914371946100565e-21,-1.9361474683343474e-13,-7.024611891382384e-18) Dual{Cells()}(-6.0914371946100565e-21,-4.7903634593197566e-11,-1.7397027040855802e-15) Dual{Cells()}(-6.0914371946100565e-21,-4.147020699928347e-6,-1.5889642412293317e-10) Dual{Cells()}(-6.0914371946100565e-21,8.314779828465217e-6,3.03827513172267e-10) Dual{Cells()}(-6.0914371946100565e-21,-4.167663943842453e-6,-1.415440513155312e-10) Dual{Cells()}(-6.0914371946100565e-21,-4.7087445076143204e-11,-1.7067877704667286e-15) Dual{Cells()}(1.006289045080983e-21,-1.943267572006746e-13,-6.5964078065376e-18) Dual{Cells()}(1.006289045080983e-21,-4.7938130595102404e-11,-1.628074554089606e-15) Dual{Cells()}(1.006289045080983e-21,-4.167663943842453e-6,-1.5033135149583405e-10) Dual{Cells()}(1.006289045080983e-21,5.471425797756187e-6,1.8038426164082e-10) Dual{Cells()}(1.006289045080983e-21,-1.3036665999032287e-6,-2.4113782967005246e-11) Dual{Cells()}(1.006289045080983e-21,-4.712155315318345e-11,-1.598674414997848e-15) Dual{Cells()}(6.318354402833481e-9,-5.300096345197402e-13,-1.3835956229827854e-17) Dual{Cells()}(6.318354402833481e-9,-1.2919641390754604e-10,-3.366655867301474e-15) Dual{Cells()}(6.318354402833481e-9,-1.3036665999032287e-6,-3.64913764992284e-11) Dual{Cells()}(6.318354402833481e-9,2.0510356372026496e-6,5.228816276851703e-11) Dual{Cells()}(6.318354402833481e-9,-7.471123033874141e-7,-8.985267915360671e-12) Dual{Cells()}(6.318354402833481e-9,-1.2700748846440192e-10,-3.320397090419228e-15) Dual{Cells()}(6.545351426016008e-9,-4.951928446121044e-13,-8.737997863904486e-18) Dual{Cells()}(6.545351426016008e-9,-1.1821773759820245e-10,-2.071475490846746e-15) Dual{Cells()}(6.545351426016008e-9,-7.471123033874141e-7,-1.925642789112913e-11) Dual{Cells()}(6.545351426016008e-9,1.4432547817275179e-6,3.110724452672241e-11) Dual{Cells()}(6.545351426016008e-9,-6.959075067599966e-7,-6.899895588092077e-12) Dual{Cells()}(6.545351426016008e-9,-1.1625864966439799e-10,-2.064031769505883e-15) Dual{Cells()}(6.712479721028101e-9,-4.599221715533567e-13,-6.110032908476686e-18) Dual{Cells()}(6.712479721028101e-9,-1.0754890204055865e-10,-1.410717577936047e-15) Dual{Cells()}(6.712479721028101e-9,-6.959075067599966e-7,-1.3113902916626933e-11) Dual{Cells()}(6.712479721028101e-9,6.961213334224409e-7,1.5999341505612615e-11) Dual{Cells()}(6.712479721028101e-9,-1.0581783823225052e-10,-1.4216668188679647e-15) Dual{Cells()}(6.047560270344482e-9,-4.870634453134509e-13,-7.421979206606331e-18) Dual{Cells()}(6.047560270344482e-9,-1.1071731246530275e-10,-1.6973771056926279e-15) Dual{Cells()}(6.047560270344482e-9,7.3531362229839e-7,1.8571017792560447e-11) Dual{Cells()}(6.047560270344482e-9,-7.35093539082443e-7,-1.46183278195309e-11) Dual{Cells()}(6.047560270344482e-9,-1.0887884003635618e-10,-1.6478214704364765e-15) Dual{Cells()}(6.044376401313605e-9,-5.218163371057846e-13,-9.884997140436429e-18) Dual{Cells()}(6.044376401313605e-9,-1.1625178372074758e-10,-2.2101892230395934e-15) Dual{Cells()}(6.044376401313605e-9,-7.35093539082443e-7,-9.340202153350294e-12) Dual{Cells()}(6.044376401313605e-9,1.5234208071300082e-6,3.545445032611371e-11) Dual{Cells()}(6.044376401313605e-9,-7.880961386646024e-7,-2.0522081738576273e-11) Dual{Cells()}(6.044376401313605e-9,-1.1435578290476227e-10,-2.1573008140248543e-15) Dual{Cells()}(5.995423851538876e-9,-5.598761497070499e-13,-1.4623182502544885e-17) Dual{Cells()}(5.995423851538876e-9,-1.2227018667774968e-10,-3.1969033511874326e-15) Dual{Cells()}(5.995423851538876e-9,-7.880961386646024e-7,-1.1511604247239393e-11) Dual{Cells()}(5.995423851538876e-9,2.170541965921698e-6,5.693114186350493e-11) Dual{Cells()}(5.995423851538876e-9,-1.3822026891508409e-6,-3.8371638275341615e-11) Dual{Cells()}(5.995423851538876e-9,-1.20308043427353e-10,-3.1381696163826487e-15) Dual{Cells()}(2.888534489977563e-22,-2.0766442194461663e-13,-6.8059614931300555e-18) Dual{Cells()}(2.888534489977563e-22,-4.4843944981752835e-11,-1.4694268406174685e-15) Dual{Cells()}(2.888534489977563e-22,-1.3822026891508409e-6,-2.698989146892302e-11) Dual{Cells()}(2.888534489977563e-22,5.846351997513408e-6,1.8668792888107704e-10) Dual{Cells()}(2.888534489977563e-22,-4.464060128285759e-6,-1.5438620922573107e-10) Dual{Cells()}(2.888534489977563e-22,-4.4128467404960545e-11,-1.4464329337422163e-15) Dual{Cells()}(1.7533603657031611e-22,-2.078398126102393e-13,-7.222080940613956e-18) Dual{Cells()}(1.7533603657031611e-22,-4.475807681680427e-11,-1.554559899452085e-15) Dual{Cells()}(1.7533603657031611e-22,-4.464060128285759e-6,-1.458069612694477e-10) Dual{Cells()}(1.7533603657031611e-22,8.927714786343954e-6,3.1199380229782026e-10) Dual{Cells()}(1.7533603657031611e-22,-4.463565647590616e-6,-1.6286648579142403e-10) Dual{Cells()}(1.7533603657031611e-22,-4.40445509494635e-11,-1.5311288445918496e-15) Dual{Cells()}(-2.268926531870978e-22,-2.0761109274918324e-13,-7.629420546294478e-18) Dual{Cells()}(-2.268926531870978e-22,-4.4585820552677865e-11,-1.6373390305108968e-15) Dual{Cells()}(-2.268926531870978e-22,-4.463565647590616e-6,-1.5509463711396242e-10) Dual{Cells()}(-2.268926531870978e-22,6.628498010199303e-6,2.494833186423582e-10) Dual{Cells()}(-2.268926531870978e-22,-2.164843693717277e-6,-9.023500055161267e-11) Dual{Cells()}(-2.268926531870978e-22,-4.3875459765153935e-11,-1.6134983072626272e-15) Dual{Cells()}(-5.981146166164554e-9,-7.827500685933949e-13,-3.1988050129433354e-17) Dual{Cells()}(-5.981146166164554e-9,-1.6642415070842256e-10,-6.793731163177739e-15) Dual{Cells()}(-5.981146166164554e-9,-2.164843693717277e-6,-8.410025496072422e-11) Dual{Cells()}(-5.981146166164554e-9,3.590536680934877e-6,1.607860249147786e-10) Dual{Cells()}(-5.981146166164554e-9,-1.425362000434326e-6,-6.245188942421415e-11) Dual{Cells()}(-5.981146166164554e-9,-1.6377988249694553e-10,-6.7009851982386504e-15) Dual{Cells()}(-6.0275295447933075e-9,-7.759443171107263e-13,-3.515183759304549e-17) Dual{Cells()}(-6.0275295447933075e-9,-1.6216400275726346e-10,-7.335863798585156e-15) Dual{Cells()}(-6.0275295447933075e-9,-1.425362000434326e-6,-5.919668417735446e-11) Dual{Cells()}(-6.0275295447933075e-9,2.8430662171023615e-6,1.390066456635588e-10) Dual{Cells()}(-6.0275295447933075e-9,-1.417381675700678e-6,-6.629356580761316e-11) Dual{Cells()}(-6.0275295447933075e-9,-1.5960102028297763e-10,-7.241798820490893e-15) Dual{Cells()}(-6.078625637404516e-9,-7.740096871714587e-13,-3.684797508204843e-17) Dual{Cells()}(-6.078625637404516e-9,-1.5902298308643979e-10,-7.558606319936616e-15) Dual{Cells()}(-6.078625637404516e-9,-1.417381675700678e-6,-6.510156571548633e-11) Dual{Cells()}(-6.078625637404516e-9,1.41769799838613e-6,7.784496798710269e-11) Dual{Cells()}(-6.078625637404516e-9,-1.5652569267841517e-10,-7.464936348002464e-15) Dual{Cells()}(-7.27811839570808e-9,-7.673711357492613e-13,-3.971727508519863e-17) Dual{Cells()}(-7.27811839570808e-9,-1.5331179966293723e-10,-7.95106632495657e-15) Dual{Cells()}(-7.27811839570808e-9,1.4208413358617179e-6,8.34190624901418e-11) Dual{Cells()}(-7.27811839570808e-9,-1.4205362640721603e-6,-7.085804300598727e-11) Dual{Cells()}(-7.27811839570808e-9,-1.5099261875893435e-10,-7.797160465705619e-15) Dual{Cells()}(-7.355552702186742e-9,-7.862752663419666e-13,-3.842402040166184e-17) Dual{Cells()}(-7.355552702186742e-9,-1.544887258238267e-10,-7.563389618480545e-15) Dual{Cells()}(-7.355552702186742e-9,-1.4205362640721603e-6,-7.17059348464336e-11) Dual{Cells()}(-7.355552702186742e-9,2.8830689616573373e-6,1.509036601510894e-10) Dual{Cells()}(-7.355552702186742e-9,-1.4622252590727023e-6,-6.522535430721835e-11) Dual{Cells()}(-7.355552702186742e-9,-1.5216351138488503e-10,-7.420350726218216e-15) Dual{Cells()}(-7.407045981534733e-9,-8.132334506033417e-13,-3.532423885464054e-17) Dual{Cells()}(-7.407045981534733e-9,-1.571641018156419e-10,-6.836189240463852e-15) Dual{Cells()}(-7.407045981534733e-9,-1.4622252590727023e-6,-6.823549115475134e-11) Dual{Cells()}(-7.407045981534733e-9,3.7255961081710086e-6,1.7676091697008256e-10) Dual{Cells()}(-7.407045981534733e-9,-2.2630580664162715e-6,-9.322247070218203e-11) Dual{Cells()}(-7.407045981534733e-9,-1.5480534676851287e-10,-6.7129539311348494e-15) Dual{Cells()}(-5.372748104859321e-22,-2.190573627171332e-13,-8.437978242989585e-18) Dual{Cells()}(-5.372748104859321e-22,-4.193336914810913e-11,-1.616689030287743e-15) Dual{Cells()}(-5.372748104859321e-22,-2.2630580664162715e-6,-9.962911008120392e-11) Dual{Cells()}(-5.372748104859321e-22,6.983844935224982e-6,2.7607887274122756e-10) Dual{Cells()}(-5.372748104859321e-22,-4.720703411786406e-6,-1.714085122945562e-10) Dual{Cells()}(-5.372748104859321e-22,-4.130459579398698e-11,-1.589169676006991e-15) Dual{Cells()}(-1.5094535605122565e-21,-2.203401646853654e-13,-7.967995361882035e-18) Dual{Cells()}(-1.5094535605122565e-21,-4.206948164062403e-11,-1.522239256890475e-15) Dual{Cells()}(-1.5094535605122565e-21,-4.720703411786406e-6,-1.801916780282876e-10) Dual{Cells()}(-1.5094535605122565e-21,9.463313076265959e-6,3.4458036382664134e-10) Dual{Cells()}(-1.5094535605122565e-21,-4.74252593607117e-6,-1.6056277138820598e-10) Dual{Cells()}(-1.5094535605122565e-21,-4.143858657757293e-11,-1.497216911128941e-15) Dual{Cells()}(-5.189952498595039e-23,-2.2107891724099316e-13,-7.484012498561312e-18) Dual{Cells()}(-5.189952498595039e-23,-4.210108333933463e-11,-1.4256064782875665e-15) Dual{Cells()}(-5.189952498595039e-23,-4.74252593607117e-6,-1.7050385801288217e-10) Dual{Cells()}(-5.189952498595039e-23,6.224976312145449e-6,2.046963591039026e-10) Dual{Cells()}(-5.189952498595039e-23,-1.4823665840618894e-6,-2.752734135506305e-11) Dual{Cells()}(-5.189952498595039e-23,-4.1469850132695956e-11,-1.403124604941577e-15) Dual{Cells()}(7.1261792807848505e-9,-6.025089014148013e-13,-1.5723884418062175e-17) Dual{Cells()}(7.1261792807848505e-9,-1.1354138812282006e-10,-2.9593615182315038e-15) Dual{Cells()}(7.1261792807848505e-9,-1.4823665840618894e-6,-4.146232902427766e-11) Dual{Cells()}(7.1261792807848505e-9,2.3319814261079108e-6,5.957518367488938e-11) Dual{Cells()}(7.1261792807848505e-9,-8.493888508987257e-7,-1.0388224559564702e-11) Dual{Cells()}(7.1261792807848505e-9,-1.1184725027136054e-10,-2.9225890931688615e-15) Dual{Cells()}(7.3690872874932204e-9,-5.630222682219402e-13,-9.981511552436335e-18) Dual{Cells()}(7.3690872874932204e-9,-1.0417539858480917e-10,-1.838263082298552e-15) Dual{Cells()}(7.3690872874932204e-9,-8.493888508987257e-7,-2.1911525803898558e-11) Dual{Cells()}(7.3690872874932204e-9,1.6412527701187212e-6,3.559478980526707e-11) Dual{Cells()}(7.3690872874932204e-9,-7.91656529205059e-7,-8.022679624397473e-12) Dual{Cells()}(7.3690872874932204e-9,-1.0265159408336876e-10,-1.8297578443972905e-15) Dual{Cells()}(7.545396386718136e-9,-5.23413821739585e-13,-7.02003187576009e-18) Dual{Cells()}(7.545396386718136e-9,-9.510375621715243e-11,-1.2649942321604424e-15) Dual{Cells()}(7.545396386718136e-9,-7.91656529205059e-7,-1.497979030958664e-11) Dual{Cells()}(7.545396386718136e-9,7.918459046983553e-7,1.8340996457272827e-11) Dual{Cells()}(7.545396386718136e-9,-9.374832325738387e-11,-1.2700470162073598e-15) Dual{Cells()}(6.88357563817568e-9,-5.504524956892462e-13,-8.332635720177881e-18) Dual{Cells()}(6.88357563817568e-9,-9.754336409910308e-11,-1.4847943402071807e-15) Dual{Cells()}(6.88357563817568e-9,8.309260563552906e-7,2.0906714682628395e-11) Dual{Cells()}(6.88357563817568e-9,-8.307318480685161e-7,-1.64819168375676e-11) Dual{Cells()}(6.88357563817568e-9,-9.611447017972025e-11,-1.4484489846812105e-15) Dual{Cells()}(6.870689223136776e-9,-5.896219379261382e-13,-1.1129476995532286e-17) Dual{Cells()}(6.870689223136776e-9,-1.0263911496883271e-10,-1.9436982605788586e-15) Dual{Cells()}(6.870689223136776e-9,-8.307318480685161e-7,-1.0457141675799477e-11) Dual{Cells()}(6.870689223136776e-9,1.7212932891603832e-6,3.9933601949547556e-11) Dual{Cells()}(6.870689223136776e-9,-8.903570535985089e-7,-2.317644062554092e-11) Dual{Cells()}(6.870689223136776e-9,-1.0115875645146876e-10,-1.9041284887293197e-15) Dual{Cells()}(6.805265675716131e-9,-6.323834118002807e-13,-1.6513356967089036e-17) Dual{Cells()}(6.805265675716131e-9,-1.0815794279221307e-10,-2.8268818260610514e-15) Dual{Cells()}(6.805265675716131e-9,-8.903570535985089e-7,-1.2908516933163882e-11) Dual{Cells()}(6.805265675716131e-9,2.4514882716017518e-6,6.421959141687871e-11) Dual{Cells()}(6.805265675716131e-9,-1.5609158080110164e-6,-4.3347374560948455e-11) Dual{Cells()}(6.805265675716131e-9,-1.0661966602234458e-10,-2.7815693979786095e-15) Dual{Cells()}(-4.746453635502338e-23,-2.344141213767405e-13,-7.694544579924463e-18) Dual{Cells()}(-4.746453635502338e-23,-3.969491914903624e-11,-1.3026974414090836e-15) Dual{Cells()}(-4.746453635502338e-23,-1.5609158080110164e-6,-3.040553867542147e-11) Dual{Cells()}(-4.746453635502338e-23,6.599809658365491e-6,2.1103379328065352e-10) Dual{Cells()}(-4.746453635502338e-23,-5.038814787800918e-6,-1.74585316076736e-10) Dual{Cells()}(-4.746453635502338e-23,-3.913322028646885e-11,-1.2845749131891637e-15) Dual{Cells()}(2.647979624192702e-22,-2.3456024809015306e-13,-8.166451343064859e-18) Dual{Cells()}(2.647979624192702e-22,-3.962269150555688e-11,-1.3788983780847328e-15) Dual{Cells()}(2.647979624192702e-22,-5.038814787800918e-6,-1.648545951170528e-10) Dual{Cells()}(2.647979624192702e-22,1.0075970877263886e-5,3.528047575291129e-10) Dual{Cells()}(2.647979624192702e-22,-5.037077169783692e-6,-1.8418930043011528e-10) Dual{Cells()}(2.647979624192702e-22,-3.9062427522998116e-11,-1.360333741629256e-15) Dual{Cells()}(4.845973802950124e-22,-2.3424441611693234e-13,-8.628200443186047e-18) Dual{Cells()}(4.845973802950124e-22,-3.9472943076689556e-11,-1.453019299893337e-15) Dual{Cells()}(4.845973802950124e-22,-5.037077169783692e-6,-1.7538400905492226e-10) Dual{Cells()}(4.845973802950124e-22,7.478603630600448e-6,2.821386213381468e-10) Dual{Cells()}(4.845973802950124e-22,-2.441447838527715e-6,-1.0203798427691633e-10) Dual{Cells()}(4.845973802950124e-22,-3.891510154817573e-11,-1.4340360208402016e-15) Dual{Cells()}(-6.804919593386058e-9,-8.824393962927912e-13,-3.617230759712641e-17) Dual{Cells()}(-6.804919593386058e-9,-1.473869891408743e-10,-6.035622618011615e-15) Dual{Cells()}(-6.804919593386058e-9,-2.441447838527715e-6,-9.511028386289033e-11) Dual{Cells()}(-6.804919593386058e-9,4.047578956479273e-6,1.8175793562038203e-10) Dual{Cells()}(-6.804919593386058e-9,-1.6058375392162046e-6,-7.057648597766381e-11) Dual{Cells()}(-6.804919593386058e-9,-1.45309306816808e-10,-5.961050028200593e-15) Dual{Cells()}(-6.851910351812408e-9,-8.736008427203182e-13,-3.972696765017262e-17) Dual{Cells()}(-6.851910351812408e-9,-1.4370294658956128e-10,-6.526549917958683e-15) Dual{Cells()}(-6.851910351812408e-9,-1.6058375392162046e-6,-6.691771576888397e-11) Dual{Cells()}(-6.851910351812408e-9,3.2009816338521606e-6,1.570194688947958e-10) Dual{Cells()}(-6.851910351812408e-9,-1.5948578311618995e-6,-7.487053499858127e-11) Dual{Cells()}(-6.851910351812408e-9,-1.4168692662402885e-10,-6.450144758804263e-15) Dual{Cells()}(-6.902662610286323e-9,-8.703969295757392e-13,-4.161115188355193e-17) Dual{Cells()}(-6.902662610286323e-9,-1.410241188059924e-10,-6.732509698520871e-15) Dual{Cells()}(-6.902662610286323e-9,-1.5948578311618995e-6,-7.354199963297349e-11) Dual{Cells()}(-6.902662610286323e-9,1.59513878274198e-6,8.786969598559399e-11) Dual{Cells()}(-6.902662610286323e-9,-1.3905706434489533e-10,-6.655966896939815e-15) Dual{Cells()}(-8.105129557962313e-9,-8.637582815341636e-13,-4.447578751935008e-17) Dual{Cells()}(-8.105129557962313e-9,-1.365139309207733e-10,-7.0402376183790666e-15) Dual{Cells()}(-8.105129557962313e-9,1.5982428019322315e-6,9.345623890160298e-11) Dual{Cells()}(-8.105129557962313e-9,-1.5979707566960095e-6,-7.931031591740007e-11) Dual{Cells()}(-8.105129557962313e-9,-1.3466754701957585e-10,-6.923230010361266e-15) Dual{Cells()}(-8.18276886705307e-9,-8.839365503515438e-13,-4.2994515932954254e-17) Dual{Cells()}(-8.18276886705307e-9,-1.3764317509980317e-10,-6.704376083145012e-15) Dual{Cells()}(-8.18276886705307e-9,-1.5979707566960095e-6,-8.029550128892825e-11) Dual{Cells()}(-8.18276886705307e-9,3.240927762602485e-6,1.6893867978886168e-10) Dual{Cells()}(-8.18276886705307e-9,-1.6426826880765083e-6,-7.295476359714506e-11) Dual{Cells()}(-8.18276886705307e-9,-1.3579071831727838e-10,-6.595258300748721e-15) Dual{Cells()}(-8.23360256458819e-9,-9.129313694187111e-13,-3.950446418417645e-17) Dual{Cells()}(-8.23360256458819e-9,-1.4007822313325695e-10,-6.067934736800615e-15) Dual{Cells()}(-8.23360256458819e-9,-1.6426826880765083e-6,-7.637052751714459e-11) Dual{Cells()}(-8.23360256458819e-9,4.1826189992334274e-6,1.9775452995419876e-10) Dual{Cells()}(-8.23360256458819e-9,-2.539657120752704e-6,-1.0424202994834848e-10) Dual{Cells()}(-8.23360256458819e-9,-1.3819924971310349e-10,-5.973272334317269e-15) Dual{Cells()}(-5.357212618979809e-21,-2.456929200216641e-13,-9.435961377069714e-18) Dual{Cells()}(-5.357212618979809e-21,-3.7379801357334534e-11,-1.4365518828769589e-15) Dual{Cells()}(-5.357212618979809e-21,-2.539657120752704e-6,-1.1144542776824551e-10) Dual{Cells()}(-5.357212618979809e-21,7.833960168709636e-6,3.087584016585489e-10) Dual{Cells()}(-5.357212618979809e-21,-5.2942285433735525e-6,-1.9170769327865886e-10) Dual{Cells()}(-5.357212618979809e-21,-3.687908910352523e-11,-1.4152278907514193e-15) Dual{Cells()}(1.6446135801337142e-21,-2.4706249035419683e-13,-8.91174025477003e-18) Dual{Cells()}(1.6446135801337142e-21,-3.750113565395548e-11,-1.3532934602161237e-15) Dual{Cells()}(1.6446135801337142e-21,-5.2942285433735525e-6,-2.015291787674515e-10) Dual{Cells()}(1.6446135801337142e-21,1.0611600304993046e-5,3.854109011066098e-10) Dual{Cells()}(1.6446135801337142e-21,-5.317297014573589e-6,-1.7961466197896302e-10) Dual{Cells()}(1.6446135801337142e-21,-3.6998847760003435e-11,-1.3337945874512278e-15) Dual{Cells()}(-1.962744497223481e-22,-2.4782996539325003e-13,-8.372160440698008e-18) Dual{Cells()}(-1.962744497223481e-22,-3.7530596225527705e-11,-1.2680908475139913e-15) Dual{Cells()}(-1.962744497223481e-22,-5.317297014573589e-6,-1.9071272373788777e-10) Dual{Cells()}(-1.962744497223481e-22,6.97843481859089e-6,2.2904291233462676e-10) Dual{Cells()}(-1.962744497223481e-22,-1.6610629975001577e-6,-3.0931448301364715e-11) Dual{Cells()}(-1.962744497223481e-22,-3.702809095191604e-11,-1.2504478098594203e-15) Dual{Cells()}(7.938817840261189e-9,-6.750094389421341e-13,-1.761508993231359e-17) Dual{Cells()}(7.938817840261189e-9,-1.0126925498957292e-10,-2.640050282011245e-15) Dual{Cells()}(7.938817840261189e-9,-1.6610629975001577e-6,-4.643447899114726e-11) Dual{Cells()}(7.938817840261189e-9,2.6128722800329524e-6,6.684860970495802e-11) Dual{Cells()}(7.938817840261189e-9,-9.51607419078128e-7,-1.1774710116093038e-11) Dual{Cells()}(7.938817840261189e-9,-9.99191902382204e-11,-2.60977976303584e-15) Dual{Cells()}(8.198310575105835e-9,-6.308044500003123e-13,-1.1230328322870208e-17) Dual{Cells()}(8.198310575105835e-9,-9.31042134510298e-11,-1.6515829975396396e-15) Dual{Cells()}(8.198310575105835e-9,-9.51607419078128e-7,-2.4562307197080057e-11) Dual{Cells()}(8.198310575105835e-9,1.839001172601935e-6,4.005669337502925e-11) Dual{Cells()}(8.198310575105835e-9,-8.872081361460043e-7,-9.128017050655217e-12) Dual{Cells()}(8.198310575105835e-9,-9.18823599016461e-11,-1.6418822528549694e-15) Dual{Cells()}(8.384340020121906e-9,-5.867804001815191e-13,-7.936674229804102e-18) Dual{Cells()}(8.384340020121906e-9,-8.521383704206672e-11,-1.1453129981237948e-15) Dual{Cells()}(8.384340020121906e-9,-8.872081361460043e-7,-1.6836413891050288e-11) Dual{Cells()}(8.384340020121906e-9,8.873780542675557e-7,2.0665258277968973e-11) Dual{Cells()}(8.384340020121906e-9,-8.411750410921388e-11,-1.1455421257296917e-15) Dual{Cells()}(7.723872035964252e-9,-6.137650597853637e-13,-9.247351266073825e-18) Dual{Cells()}(7.723872035964252e-9,-8.715556177627988e-11,-1.3191461262684829e-15) Dual{Cells()}(7.723872035964252e-9,9.264134886955542e-7,2.3228943130277002e-11) Dual{Cells()}(7.723872035964252e-9,-9.262397098438372e-7,-1.8337898401928223e-11) Dual{Cells()}(7.723872035964252e-9,-8.600952488099878e-11,-1.2903076983268058e-15) Dual{Cells()}(7.7010329717218e-9,-6.573928670451908e-13,-1.2377236669821092e-17) Dual{Cells()}(7.7010329717218e-9,-9.187280474065387e-11,-1.7343680911649765e-15) Dual{Cells()}(7.7010329717218e-9,-9.262397098438372e-7,-1.1560524826435894e-11) Dual{Cells()}(7.7010329717218e-9,1.918994742282511e-6,4.439268400612005e-11) Dual{Cells()}(7.7010329717218e-9,-9.925718188108522e-7,-2.5827119906875555e-11) Dual{Cells()}(7.7010329717218e-9,-9.06834302138231e-11,-1.7028993819656302e-15) Dual{Cells()}(7.618782527807025e-9,-7.048886217181301e-13,-1.8405459992881172e-17) Dual{Cells()}(7.618782527807025e-9,-9.696493261099477e-11,-2.533692896749628e-15) Dual{Cells()}(7.618782527807025e-9,-9.925718188108522e-7,-1.4292858607929414e-11) Dual{Cells()}(7.618782527807025e-9,2.7323838811213876e-6,7.149458714204366e-11) Dual{Cells()}(7.618782527807025e-9,-1.73961866575996e-6,-4.832195172499265e-11) Dual{Cells()}(7.618782527807025e-9,-9.572672934287772e-11,-2.497482332985334e-15) Dual{Cells()}(6.421383304306764e-22,-2.611636766383108e-13,-8.583427482475515e-18) Dual{Cells()}(6.421383304306764e-22,-3.560620987747934e-11,-1.1700156161204188e-15) Dual{Cells()}(6.421383304306764e-22,-1.73961866575996e-6,-3.38112624629605e-11) Dual{Cells()}(6.421383304306764e-22,7.353216235218819e-6,2.3539587826980263e-10) Dual{Cells()}(6.421383304306764e-22,-5.613526548505691e-6,-1.9480584269610817e-10) Dual{Cells()}(6.421383304306764e-22,-3.5153579613961524e-11,-1.1554616479246562e-15) Dual{Cells()}(-9.187953082578937e-22,-2.612796665241066e-13,-9.111012948289425e-18) Dual{Cells()}(-9.187953082578937e-22,-3.5543968612616563e-11,-1.2389791889529408e-15) Dual{Cells()}(-9.187953082578937e-22,-5.613526548505691e-6,-1.8391954191997284e-10) Dual{Cells()}(-9.187953082578937e-22,1.122411042675969e-5,3.9366096175832744e-10) Dual{Cells()}(-9.187953082578937e-22,-5.6105129806343734e-6,-2.0553865148002601e-10) Dual{Cells()}(-9.187953082578937e-22,-3.509237134765351e-11,-1.2240470971955474e-15) Dual{Cells()}(1.1525970198230833e-21,-2.608755155806112e-13,-9.627070908791963e-18) Dual{Cells()}(1.1525970198230833e-21,-3.541138176057918e-11,-1.3060793442258841e-15) Dual{Cells()}(1.1525970198230833e-21,-5.6105129806343734e-6,-1.9569714000647285e-10) Dual{Cells()}(1.1525970198230833e-21,8.328558778743225e-6,3.148375854302849e-10) Dual{Cells()}(1.1525970198230833e-21,-2.7179751642351785e-6,-1.1385805253726665e-10) Dual{Cells()}(1.1525970198230833e-21,-3.496161639762397e-11,-1.2907863547604207e-15) Dual{Cells()}(-7.63270435806331e-9,-9.821080694624984e-13,-4.035620017664715e-17) Dual{Cells()}(-7.63270435806331e-9,-1.3225337945512842e-10,-5.430052115238133e-15) Dual{Cells()}(-7.63270435806331e-9,-2.7179751642351785e-6,-1.0613736418499885e-10) Dual{Cells()}(-7.63270435806331e-9,4.504471346148671e-6,2.0276127274970482e-10) Dual{Cells()}(-7.63270435806331e-9,-1.7862323697430098e-6,-7.871368409667432e-11) Dual{Cells()}(-7.63270435806331e-9,-1.3057668295883094e-10,-5.3697504078068074e-15) Dual{Cells()}(-7.680343391559926e-9,-9.712206540993532e-13,-4.43010847960296e-17) Dual{Cells()}(-7.680343391559926e-9,-1.290080975654595e-10,-5.878401632345019e-15) Dual{Cells()}(-7.680343391559926e-9,-1.7862323697430098e-6,-7.465278814421552e-11) Dual{Cells()}(-7.680343391559926e-9,3.5587077055554866e-6,1.7506188338552083e-10) Dual{Cells()}(-7.680343391559926e-9,-1.7722179778304417e-6,-8.346265894347599e-11) Dual{Cells()}(-7.680343391559926e-9,-1.273786638155249e-10,-5.816327672324422e-15) Dual{Cells()}(-7.730618577020314e-9,-9.667388560370403e-13,-4.6372948547289175e-17) Dual{Cells()}(-7.730618577020314e-9,-1.2667642094056363e-10,-6.069515643267801e-15) Dual{Cells()}(-7.730618577020314e-9,-1.7722179778304417e-6,-8.199910427579171e-11) Dual{Cells()}(-7.730618577020314e-9,1.7724707051682668e-6,9.790990195003528e-11) Dual{Cells()}(-7.730618577020314e-9,-1.2508417802857236e-10,-6.007124459365963e-15) Dual{Cells()}(-8.934903483568516e-9,-9.60097365632244e-13,-4.9234357105079565e-17) Dual{Cells()}(-8.934903483568516e-9,-1.2302185320636932e-10,-6.318300372062136e-15) Dual{Cells()}(-8.934903483568516e-9,1.7755410683804615e-6,1.0350399082028065e-10) Dual{Cells()}(-8.934903483568516e-9,-1.7752955656736992e-6,-8.777492384296445e-11) Dual{Cells()}(-8.934903483568516e-9,-1.2152075619021564e-10,-6.225150466379599e-15) Dual{Cells()}(-9.012946932744023e-9,-9.815570113590701e-13,-4.7565382463666794e-17) Dual{Cells()}(-9.012946932744023e-9,-1.241004734334444e-10,-6.022145495107974e-15) Dual{Cells()}(-9.012946932744023e-9,-1.7752955656736992e-6,-8.889527874523767e-11) Dual{Cells()}(-9.012946932744023e-9,3.5986018005261564e-6,1.8699492934607338e-10) Dual{Cells()}(-9.012946932744023e-9,-1.823058559961944e-6,-8.069546998006208e-11) Dual{Cells()}(-9.012946932744023e-9,-1.2259286006827966e-10,-5.935053806347668e-15) Dual{Cells()}(-9.063162013599415e-9,-1.0126039877693594e-12,-4.3685481661054384e-17) Dual{Cells()}(-9.063162013599415e-9,-1.263370341783565e-10,-5.456187728007958e-15) Dual{Cells()}(-9.063162013599415e-9,-1.823058559961944e-6,-8.451411732943076e-11) Dual{Cells()}(-9.063162013599415e-9,4.639483355813188e-6,2.1877183028932032e-10) Dual{Cells()}(-9.063162013599415e-9,-2.8161726395338766e-6,-1.1527568494541541e-10) Dual{Cells()}(-9.063162013599415e-9,-1.2480667920168605e-10,-5.380296570396521e-15) Dual{Cells()}(-1.2771007882680985e-20,-2.7232524228447046e-13,-1.0434252111633816e-17) Dual{Cells()}(-1.2771007882680985e-20,-3.371746567417785e-11,-1.2927830729230924e-15) Dual{Cells()}(-1.2771007882680985e-20,-2.8161726395338766e-6,-1.2327383265069888e-10) Dual{Cells()}(-1.2771007882680985e-20,8.683902889700742e-6,3.4147422966692387e-10) Dual{Cells()}(-1.2771007882680985e-20,-5.8676629508607e-6,-2.120285027067967e-10) Dual{Cells()}(-1.2771007882680985e-20,-3.330951524804014e-11,-1.2756040817563163e-15) Dual{Cells()}(2.3601595451154618e-21,-2.7378300303458956e-13,-9.855838319323078e-18) Dual{Cells()}(2.3601595451154618e-21,-3.382720248652829e-11,-1.2183016410911573e-15) Dual{Cells()}(2.3601595451154618e-21,-5.8676629508607e-6,-2.2288881218353086e-10) Dual{Cells()}(2.3601595451154618e-21,1.1759743582578388e-5,4.2628216291084016e-10) Dual{Cells()}(2.3601595451154618e-21,-5.892013112781015e-6,-1.9868390891218292e-10) Dual{Cells()}(2.3601595451154618e-21,-3.34179511834693e-11,-1.2025483668022804e-15) Dual{Cells()}(4.633649302846119e-22,-2.745803507197855e-13,-9.260708769732943e-18) Dual{Cells()}(4.633649302846119e-22,-3.385493544959405e-11,-1.142064833637107e-15) Dual{Cells()}(4.633649302846119e-22,-5.892013112781015e-6,-2.109406194276403e-10) Dual{Cells()}(4.633649302846119e-22,7.731837619222984e-6,2.5340747631582466e-10) Dual{Cells()}(4.633649302846119e-22,-1.8397569314530736e-6,-3.433047425409024e-11) Dual{Cells()}(4.633649302846119e-22,-3.344547309548677e-11,-1.1277626503306196e-15) Dual{Cells()}(8.754017184357342e-9,-7.475106161294747e-13,-1.9507774921863015e-17) Dual{Cells()}(8.754017184357342e-9,-9.139053214720881e-11,-2.3826907689597547e-15) Dual{Cells()}(8.754017184357342e-9,-1.8397569314530736e-6,-5.140722189079655e-11) Dual{Cells()}(8.754017184357342e-9,2.893734117980261e-6,7.41147515129763e-11) Dual{Cells()}(8.754017184357342e-9,-1.0537947589172581e-6,-1.3152376138121258e-11) Dual{Cells()}(8.754017184357342e-9,-9.028956716603883e-11,-2.3576535988764764e-15) Dual{Cells()}(9.030463371381636e-9,-6.985587724650634e-13,-1.2480911292350313e-17) Dual{Cells()}(9.030463371381636e-9,-8.415319993925072e-11,-1.4981224331322337e-15) Dual{Cells()}(9.030463371381636e-9,-1.0537947589172581e-6,-2.7210762659585622e-11) Dual{Cells()}(9.030463371381636e-9,2.03661642188541e-6,4.450486889591284e-11) Dual{Cells()}(9.030463371381636e-9,-9.82653657106379e-7,-1.0223991577552297e-11) Dual{Cells()}(9.030463371381636e-9,-8.315410306121776e-11,-1.4892647401351618e-15) Dual{Cells()}(9.226511124148895e-9,-6.500733982268004e-13,-8.855359605936449e-18) Dual{Cells()}(9.226511124148895e-9,-7.717064028011174e-11,-1.0445189599292755e-15) Dual{Cells()}(9.226511124148895e-9,-9.82653657106379e-7,-1.8688060323981718e-11) Dual{Cells()}(9.226511124148895e-9,9.828077489737604e-7,2.298019877246858e-11) Dual{Cells()}(9.226511124148895e-9,-7.627115370314953e-11,-1.0435298807179635e-15) Dual{Cells()}(1.7788243571571548e-14,-7.778454175704959e-13,-2.4359577883782863e-17) Dual{Cells()}(1.7788243571571548e-14,-9.047416535603564e-11,-2.829129852267283e-15) Dual{Cells()}(1.7788243571571548e-14,1.1391599988514972e-6,4.8557652817694777e-11) Dual{Cells()}(1.7788243571571548e-14,-1.1389793336699267e-6,-3.566702875086792e-11) Dual{Cells()}(1.7788243571571548e-14,-8.941317079679301e-11,-2.8001495871328993e-15) Dual{Cells()}(1.810082396537148e-14,-7.834402242197881e-13,-2.4534789985077613e-17) Dual{Cells()}(1.810082396537148e-14,-8.982456518159605e-11,-2.8088194208494776e-15) Dual{Cells()}(1.810082396537148e-14,-1.1389793336699267e-6,-3.566702707898856e-11) Dual{Cells()}(1.810082396537148e-14,2.286301301095204e-6,8.457295189420096e-11) Dual{Cells()}(1.810082396537148e-14,-1.1471425807452006e-6,-3.592266318592981e-11) Dual{Cells()}(1.810082396537148e-14,-8.87786746707739e-11,-2.780279090246194e-15) Dual{Cells()}(1.8598968611098216e-14,-7.890350320428354e-13,-2.4710003195429728e-17) Dual{Cells()}(1.8598968611098216e-14,-8.918422589783984e-11,-2.788801096459304e-15) Dual{Cells()}(1.8598968611098216e-14,-1.1471425807452006e-6,-3.592265978356753e-11) Dual{Cells()}(1.8598968611098216e-14,3.089609113351069e-6,1.0982114146374947e-10) Dual{Cells()}(1.8598968611098216e-14,-1.9422884062268385e-6,-6.082258202252327e-11) Dual{Cells()}(1.8598968611098216e-14,-8.815311809964858e-11,-2.7606885498766586e-15) Dual{Cells()}(5.1391380233852274e-23,-2.8762574481183457e-13,-9.007500730032465e-18) Dual{Cells()}(5.1391380233852274e-23,-3.2247959469737726e-11,-1.0083991305737901e-15) Dual{Cells()}(5.1391380233852274e-23,-1.9422884062268385e-6,-6.082257672692621e-11) Dual{Cells()}(5.1391380233852274e-23,8.126514755492575e-6,2.579559413953475e-10) Dual{Cells()}(5.1391380233852274e-23,-6.184161937060159e-6,-1.9365647326988242e-10) Dual{Cells()}(5.1391380233852274e-23,-3.1876620361531414e-11,-9.982791600829419e-16) Dual{Cells()}(-7.862664521442666e-23,-2.879118365518263e-13,-9.01646033801064e-18) Dual{Cells()}(-7.862664521442666e-23,-3.221574434780286e-11,-1.0073921136552602e-15) Dual{Cells()}(-7.862664521442666e-23,-6.184161937060159e-6,-1.936564697352815e-10) Dual{Cells()}(-7.862664521442666e-23,1.2374538025235795e-5,3.9098587078277825e-10) Dual{Cells()}(-7.862664521442666e-23,-6.190311739376488e-6,-1.9384905529243615e-10) Dual{Cells()}(-7.862664521442666e-23,-3.1845142964320585e-11,-9.97293383059851e-16) Dual{Cells()}(3.928389730658768e-23,-2.8819792821136266e-13,-9.025419870070883e-18) Dual{Cells()}(3.928389730658768e-23,-3.2183593413288e-11,-1.0063869271019524e-15) Dual{Cells()}(3.928389730658768e-23,-6.190311739376488e-6,-1.9384905352297026e-10) Dual{Cells()}(3.928389730658768e-23,6.190376024895482e-6,1.973328536386891e-10) Dual{Cells()}(3.928389730658768e-23,-3.181372765277104e-11,-9.963095505959238e-16) Dual{Cells()}(-2.8033417638488988e-12,-6.028904923746266e-13,-1.9245236510560744e-17) Dual{Cells()}(-2.8033417638488988e-12,-2.221393970113807e-10,-6.974644574748554e-15) Dual{Cells()}(-2.8033417638488988e-12,1.109258579108926e-6,4.403134448885502e-11) Dual{Cells()}(-2.8033417638488988e-12,-1.1088183028843365e-6,-3.5394110306724433e-11) Dual{Cells()}(-2.8033417638488988e-12,-2.1753393708583774e-10,-7.59771523694201e-15) Dual{Cells()}(-2.842034532475441e-12,-6.09725643966376e-13,-1.94634211550725e-17) Dual{Cells()}(-2.842034532475441e-12,-2.1962697031426095e-10,-6.895764782149534e-15) Dual{Cells()}(-2.842034532475441e-12,-1.1088183028843365e-6,-3.539411811757066e-11) Dual{Cells()}(-2.842034532475441e-12,2.230573654864187e-6,7.992211517170867e-11) Dual{Cells()}(-2.842034532475441e-12,-1.1213199912515685e-6,-3.579316448854661e-11) Dual{Cells()}(-2.842034532475441e-12,-2.1512403232398644e-10,-7.513563440464743e-15) Dual{Cells()}(-2.8878294056348063e-12,-6.165607960038393e-13,-1.9681606420601294e-17) Dual{Cells()}(-2.8878294056348063e-12,-2.1717069692435303e-10,-6.8186479187393546e-15) Dual{Cells()}(-2.8878294056348063e-12,-1.1213199912515685e-6,-3.5793171024957753e-11) Dual{Cells()}(-2.8878294056348063e-12,1.121750545408236e-6,4.462560926488951e-11) Dual{Cells()}(-2.8878294056348063e-12,-2.1276689894719186e-10,-7.431254277664324e-15) Dual{Cells()}(-5.736453675835389e-9,-5.864654492773949e-13,-3.079512236727167e-17) Dual{Cells()}(-5.736453675835389e-9,-1.9920398378281142e-10,-1.0502086422869356e-14) Dual{Cells()}(-5.736453675835389e-9,1.0878389976715498e-6,6.463360203764196e-11) Dual{Cells()}(-5.736453675835389e-9,-1.0874438988029514e-6,-5.5051271957229894e-11) Dual{Cells()}(-5.736453675835389e-9,-1.953084193663527e-10,-1.022084309444469e-14) Dual{Cells()}(-5.814371457113e-9,-6.030047559992422e-13,-2.9855841329398526e-17) Dual{Cells()}(-5.814371457113e-9,-2.0042356394444374e-10,-9.959599027611465e-15) Dual{Cells()}(-5.814371457113e-9,-1.0874438988029514e-6,-5.563311662774453e-11) Dual{Cells()}(-5.814371457113e-9,2.2114021303504442e-6,1.1715829254024444e-10) Dual{Cells()}(-5.814371457113e-9,-1.1235606752334909e-6,-5.07720015062287e-11) Dual{Cells()}(-5.814371457113e-9,-1.965297453015844e-10,-9.700358055269748e-15) Dual{Cells()}(-5.867315096137474e-9,-6.262001411459215e-13,-2.7489679715081745e-17) Dual{Cells()}(-5.867315096137474e-9,-2.0371677493171107e-10,-8.96849209440608e-15) Dual{Cells()}(-5.867315096137474e-9,-1.1235606752334909e-6,-5.300983458282382e-11) Dual{Cells()}(-5.867315096137474e-9,2.8680754249057687e-6,1.3747826698457935e-10) Dual{Cells()}(-5.867315096137474e-9,-1.7441106333625757e-6,-7.26104429807953e-11) Dual{Cells()}(-5.867315096137474e-9,-1.9977333462892842e-10,-8.74843788233102e-15) Dual{Cells()}(1.0581092447386593e-20,-1.6910230932883336e-13,-6.5680483879173386e-18) Dual{Cells()}(1.0581092447386593e-20,-5.433906750639917e-11,-2.1145978500070304e-15) Dual{Cells()}(1.0581092447386593e-20,-1.7441106333625757e-6,-7.751325986579136e-11) Dual{Cells()}(1.0581092447386593e-20,5.3891846916933656e-6,2.149327210492022e-10) Dual{Cells()}(1.0581092447386593e-20,-3.644966261795975e-6,-1.3342638130009905e-10) Dual{Cells()}(1.0581092447386593e-20,-5.328836499982466e-11,-2.066296056504226e-15) Dual{Cells()}(-5.463435049652549e-21,-1.7022795873546875e-13,-6.199936833659045e-18) Dual{Cells()}(-5.463435049652549e-21,-5.451757210261927e-11,-1.988299414899558e-15) Dual{Cells()}(-5.463435049652549e-21,-3.644966261795975e-6,-1.4026187234410453e-10) Dual{Cells()}(-5.463435049652549e-21,7.3096642878531225e-6,2.6817101807875806e-10) Dual{Cells()}(-5.463435049652549e-21,-3.664589875060203e-6,-1.2490593426208549e-10) Dual{Cells()}(-5.463435049652549e-21,-5.3463196883437204e-11,-1.944842141618763e-15) Dual{Cells()}(5.654336864361137e-22,-1.709174966299439e-13,-5.820374400397495e-18) Dual{Cells()}(5.654336864361137e-22,-5.4555143717928333e-11,-1.859163157875509e-15) Dual{Cells()}(5.654336864361137e-22,-3.664589875060203e-6,-1.3268102270202876e-10) Dual{Cells()}(5.654336864361137e-22,4.812009077472148e-6,1.5911703331836623e-10) Dual{Cells()}(5.654336864361137e-22,-1.147310976070404e-6,-2.1132025777335835e-11) Dual{Cells()}(5.654336864361137e-22,-5.35002803266707e-11,-1.8206239865340273e-15) Dual{Cells()}(5.6107892701350456e-9,-4.665773555928958e-13,-1.2183733644381368e-17) Dual{Cells()}(5.6107892701350456e-9,-1.4692064198184415e-10,-3.8275745658872034e-15) Dual{Cells()}(5.6107892701350456e-9,-1.147310976070404e-6,-3.214428223987712e-11) Dual{Cells()}(5.6107892701350456e-9,1.8052372104055142e-6,4.591880073683097e-11) Dual{Cells()}(5.6107892701350456e-9,-6.576347504257798e-7,-7.760801691269776e-12) Dual{Cells()}(5.6107892701350456e-9,-1.4409668999286876e-10,-3.769924911640091e-15) Dual{Cells()}(5.823974928212777e-9,-4.3584327042498764e-13,-7.64657502483915e-18) Dual{Cells()}(5.823974928212777e-9,-1.3402604900922062e-10,-2.3293054936704097e-15) Dual{Cells()}(5.823974928212777e-9,-6.576347504257798e-7,-1.6934685884709325e-11) Dual{Cells()}(5.823974928212777e-9,1.2700436470537438e-6,2.7186206968163492e-11) Dual{Cells()}(5.823974928212777e-9,-6.121429206910178e-7,-5.920827963173554e-12) Dual{Cells()}(5.823974928212777e-9,-1.315140446665171e-10,-2.3256104102928893e-15) Dual{Cells()}(5.983211223058502e-9,-4.0434671219479954e-13,-5.308762684521044e-18) Dual{Cells()}(5.983211223058502e-9,-1.214505795240353e-10,-1.5670829995608802e-15) Dual{Cells()}(5.983211223058502e-9,-6.121429206910178e-7,-1.1483584308684908e-11) Dual{Cells()}(5.983211223058502e-9,6.123840253616052e-7,1.395382557884943e-11) Dual{Cells()}(5.983211223058502e-9,-1.1924974435109315e-10,-1.5886123093555452e-15) Dual{Cells()}(5.315053560216564e-9,-4.315699203114705e-13,-6.619659429864439e-18) Dual{Cells()}(5.315053560216564e-9,-1.254999919813717e-10,-1.9342055975801695e-15) Dual{Cells()}(5.315053560216564e-9,6.516489264486264e-7,1.652777077032624e-11) Dual{Cells()}(5.315053560216564e-9,-6.513998007830838e-7,-1.2987118370734892e-11) Dual{Cells()}(5.315053560216564e-9,-1.2319410364099e-10,-1.873652051920029e-15) Dual{Cells()}(5.320301149952601e-9,-4.624699338602978e-13,-8.791607449022388e-18) Dual{Cells()}(5.320301149952601e-9,-1.314759424923743e-10,-2.5053670236806614e-15) Dual{Cells()}(5.320301149952601e-9,-6.513998007830838e-7,-8.363260840957201e-12) Dual{Cells()}(5.320301149952601e-9,1.350269897612818e-6,3.153469863559473e-11) Dual{Cells()}(5.320301149952601e-9,-6.986090676450627e-7,-1.819807377434156e-11) Dual{Cells()}(5.320301149952601e-9,-1.2909077224526608e-10,-2.4414868242970594e-15) Dual{Cells()}(5.285733353311326e-9,-4.96426003762847e-13,-1.2966649293954419e-17) Dual{Cells()}(5.285733353311326e-9,-1.3801192695430083e-10,-3.604303721398361e-15) Dual{Cells()}(5.285733353311326e-9,-6.986090676450627e-7,-1.028925125391492e-11) Dual{Cells()}(5.285733353311326e-9,1.924697973832902e-6,5.0550570158852394e-11) Dual{Cells()}(5.285733353311326e-9,-1.2258148667343171e-6,-3.40145100766824e-11) Dual{Cells()}(5.285733353311326e-9,-1.355311005641337e-10,-3.5346400457149306e-15) Dual{Cells()}(1.8682084160837536e-22,-1.8425797299085226e-13,-6.027981214398103e-18) Dual{Cells()}(1.8682084160837536e-22,-5.058423217912821e-11,-1.6524673874445678e-15) Dual{Cells()}(1.8682084160837536e-22,-1.2258148667343171e-6,-2.3999292759892067e-11) Dual{Cells()}(1.8682084160837536e-22,5.1870289312118155e-6,1.653651138212703e-10) Dual{Cells()}(1.8682084160837536e-22,-3.961113619828735e-6,-1.3669441675311748e-10) Dual{Cells()}(1.8682084160837536e-22,-4.967615861118776e-11,-1.6255724269511623e-15) Dual{Cells()}(2.8673157724578005e-22,-1.8445942182621674e-13,-6.3954001117132605e-18) Dual{Cells()}(2.8673157724578005e-22,-5.048323006097764e-11,-1.7472758605701782e-15) Dual{Cells()}(2.8673157724578005e-22,-3.961113619828735e-6,-1.29123380345081e-10) Dual{Cells()}(2.8673157724578005e-22,7.922935355752107e-6,2.7624805310460426e-10) Dual{Cells()}(2.8673157724578005e-22,-3.961721491541801e-6,-1.4418990094329223e-10) Dual{Cells()}(2.8673157724578005e-22,-4.9576692089213305e-11,-1.7199868287331055e-15) Dual{Cells()}(4.119565437873649e-22,-1.843073637383161e-13,-6.755234383668539e-18) Dual{Cells()}(4.119565437873649e-22,-5.028622099610255e-11,-1.839425499540728e-15) Dual{Cells()}(4.119565437873649e-22,-3.961721491541801e-6,-1.373227669279336e-10) Dual{Cells()}(4.119565437873649e-22,5.884653176356115e-6,2.2088055047747803e-10) Dual{Cells()}(4.119565437873649e-22,-1.92283183150383e-6,-7.98970324344173e-11) Dual{Cells()}(4.119565437873649e-22,-4.938278212420102e-11,-1.8117749387098505e-15) Dual{Cells()}(-5.2593700343471445e-9,-6.955270028969187e-13,-2.83264606970827e-17) Dual{Cells()}(-5.2593700343471445e-9,-1.8764305399246242e-10,-7.623447922110933e-15) Dual{Cells()}(-5.2593700343471445e-9,-1.92283183150383e-6,-7.445613938067275e-11) Dual{Cells()}(-5.2593700343471445e-9,3.190674441876968e-6,1.4241776322335654e-10) Dual{Cells()}(-5.2593700343471445e-9,-1.2674699968208306e-6,-5.533522493472103e-11) Dual{Cells()}(-5.2593700343471445e-9,-1.8427497131207835e-10,-7.51683916141098e-15) Dual{Cells()}(-5.305046223345973e-9,-6.905043832211325e-13,-3.114856883039247e-17) Dual{Cells()}(-5.305046223345973e-9,-1.8272264670115888e-10,-8.219335222703964e-15) Dual{Cells()}(-5.305046223345973e-9,-1.2674699968208306e-6,-5.243295651627067e-11) Dual{Cells()}(-5.305046223345973e-9,2.529960933206916e-6,1.232290235561882e-10) Dual{Cells()}(-5.305046223345973e-9,-1.2621280678700464e-6,-5.877982099086719e-11) Dual{Cells()}(-5.305046223345973e-9,-1.7945536495471047e-10,-8.112280836721078e-15) Dual{Cells()}(-5.356340211213279e-9,-6.896837234676957e-13,-3.268012821672071e-17) Dual{Cells()}(-5.356340211213279e-9,-1.7904020664460907e-10,-8.458294491019796e-15) Dual{Cells()}(-5.356340211213279e-9,-1.2621280678700464e-6,-5.770706568350383e-11) Dual{Cells()}(-5.356340211213279e-9,1.2624836560070467e-6,6.906479867297952e-11) Dual{Cells()}(-5.356340211213279e-9,-1.7585824663224282e-10,-8.352388949215906e-15) Dual{Cells()}(-6.559147772947952e-9,-6.82960430331931e-13,-3.55512164964804e-17) Dual{Cells()}(-6.559147772947952e-9,-1.717834608010363e-10,-8.967671711125065e-15) Dual{Cells()}(-6.559147772947952e-9,1.2654421540785564e-6,7.465456132374971e-11) Dual{Cells()}(-6.559147772947952e-9,-1.265100810848183e-6,-6.348329498617214e-11) Dual{Cells()}(-6.559147772947952e-9,-1.6887680914219165e-10,-8.768498667117916e-15) Dual{Cells()}(-6.636678096608341e-9,-7.007609762457971e-13,-3.442303355232708e-17) Dual{Cells()}(-6.636678096608341e-9,-1.729945847332193e-10,-8.519979490481601e-15) Dual{Cells()}(-6.636678096608341e-9,-1.265100810848183e-6,-6.420766651704778e-11) Dual{Cells()}(-6.636678096608341e-9,2.5696368777705655e-6,1.3515908550912554e-10) Dual{Cells()}(-6.636678096608341e-9,-1.3041922874469763e-6,-5.848111233128533e-11) Dual{Cells()}(-6.636678096608341e-9,-1.700841296966912e-10,-8.335491561198382e-15) Dual{Cells()}(-6.6887791471001565e-9,-7.259605368910915e-13,-3.1665789894353176e-17) Dual{Cells()}(-6.6887791471001565e-9,-1.7592815326752003e-10,-7.689267521066722e-15) Dual{Cells()}(-6.6887791471001565e-9,-1.3041922874469763e-6,-6.113201330499511e-11) Dual{Cells()}(-6.6887791471001565e-9,3.325442262432583e-6,1.5843146193095657e-10) Dual{Cells()}(-6.6887791471001565e-9,-2.020900342847467e-6,-8.360400523221668e-11) Dual{Cells()}(-6.6887791471001565e-9,-1.729780243348371e-10,-7.531269945524562e-15) Dual{Cells()}(8.059211014581345e-22,-1.9574654557037833e-13,-7.564848056833554e-18) Dual{Cells()}(8.059211014581345e-22,-4.693444073087122e-11,-1.816241872157013e-15) Dual{Cells()}(8.059211014581345e-22,-2.020900342847467e-6,-8.931044556809758e-11) Dual{Cells()}(8.059211014581345e-22,6.239728466205676e-6,2.4754547229409384e-10) Dual{Cells()}(8.059211014581345e-22,-4.2187348449287375e-6,-1.5368311390850933e-10) Dual{Cells()}(8.059211014581345e-22,-4.6148242195608514e-11,-1.7811987024710157e-15) Dual{Cells()}(-2.2199976677274726e-21,-1.969555260011087e-13,-7.14248584669468e-18) Dual{Cells()}(-2.2199976677274726e-21,-4.7087445076143204e-11,-1.7091826798374345e-15) Dual{Cells()}(-2.2199976677274726e-21,-4.2187348449287375e-6,-1.61558821643317e-10) Dual{Cells()}(-2.2199976677274726e-21,8.45835377911325e-6,3.089222367619531e-10) Dual{Cells()}(-2.2199976677274726e-21,-4.239525351202616e-6,-1.4392150872299364e-10) Dual{Cells()}(-2.2199976677274726e-21,-4.6298581292981013e-11,-1.6774497064337864e-15) Dual{Cells()}(-3.5226181088038257e-22,-1.9767083769133273e-13,-6.7073227342868605e-18) Dual{Cells()}(-3.5226181088038257e-22,-4.712155315318345e-11,-1.5996764874044187e-15) Dual{Cells()}(-3.5226181088038257e-22,-4.239525351202616e-6,-1.5285323225665178e-10) Dual{Cells()}(-3.5226181088038257e-22,5.565622639974663e-6,1.8342324020065882e-10) Dual{Cells()}(-3.5226181088038257e-22,-1.3260036372374992e-6,-2.4540064528918708e-11) Dual{Cells()}(-3.5226181088038257e-22,-4.633231055646903e-11,-1.5713078346932742e-15) Dual{Cells()}(6.41942502575922e-9,-5.390717712967685e-13,-1.4072005665140823e-17) Dual{Cells()}(6.41942502575922e-9,-1.2700748846440192e-10,-3.3097161768588422e-15) Dual{Cells()}(6.41942502575922e-9,-1.3260036372374992e-6,-3.711260055479289e-11) Dual{Cells()}(6.41942502575922e-9,2.0861515033371453e-6,5.319848283150059e-11) Dual{Cells()}(6.41942502575922e-9,-7.598954280536849e-7,-9.160285084940731e-12) Dual{Cells()}(6.41942502575922e-9,-1.2489148572588288e-10,-3.2648203409370863e-15) Dual{Cells()}(6.648409977837638e-9,-5.036710902728345e-13,-8.893726740730795e-18) Dual{Cells()}(6.648409977837638e-9,-1.1625864966439799e-10,-2.039160144149694e-15) Dual{Cells()}(6.648409977837638e-9,-7.598954280536849e-7,-1.9588182705411462e-11) Dual{Cells()}(6.648409977837638e-9,1.4679998841139483e-6,3.166759409952652e-11) Dual{Cells()}(6.648409977837638e-9,-7.07873330287418e-7,-7.039866218832669e-12) Dual{Cells()}(6.648409977837638e-9,-1.1436345209079849e-10,-2.0314515876051003e-15) Dual{Cells()}(6.8166816864270094e-9,-4.678589293563838e-13,-6.224201204844826e-18) Dual{Cells()}(6.8166816864270094e-9,-1.0581783823225052e-10,-1.3907498312033024e-15) Dual{Cells()}(6.8166816864270094e-9,-7.07873330287418e-7,-1.334690414823994e-11) Dual{Cells()}(6.8166816864270094e-9,7.080837575563312e-7,1.6291667197249068e-11) Dual{Cells()}(6.8166816864270094e-9,-1.0414157175168146e-10,-1.4006922694705555e-15) Dual{Cells()}(6.152165552679218e-9,-4.949865305116304e-13,-7.536118331381013e-18) Dual{Cells()}(6.152165552679218e-9,-1.0887884003635618e-10,-1.6675075107130788e-15) Dual{Cells()}(6.152165552679218e-9,7.472620170537056e-7,1.886263021138097e-11) Dual{Cells()}(6.152165552679218e-9,-7.470455427624984e-7,-1.485107210501426e-11) Dual{Cells()}(6.152165552679218e-9,-1.0710046464041527e-10,-1.6199164513808797e-15) Dual{Cells()}(6.1477702435002234e-9,-5.302915984210555e-13,-1.0040779752300258e-17) Dual{Cells()}(6.1477702435002234e-9,-1.1435578290476227e-10,-2.1729229719456143e-15) Dual{Cells()}(6.1477702435002234e-9,-7.470455427624984e-7,-9.479476169130163e-12) Dual{Cells()}(6.1477702435002234e-9,1.5481505293657987e-6,3.6013805302542414e-11) Dual{Cells()}(6.1477702435002234e-9,-8.008775798749437e-7,-2.0853771172829747e-11) Dual{Cells()}(6.1477702435002234e-9,-1.1252065385339081e-10,-2.1220074215349348e-15) Dual{Cells()}(6.096757218030668e-9,-5.689394498388e-13,-1.4859533624599256e-17) Dual{Cells()}(6.096757218030668e-9,-1.20308043427353e-10,-3.1454289146889716e-15) Dual{Cells()}(6.096757218030668e-9,-8.008775798749437e-7,-1.168589129043195e-11) Dual{Cells()}(6.096757218030668e-9,2.20565844049531e-6,5.784176196024589e-11) Dual{Cells()}(6.096757218030668e-9,-1.404541575775294e-6,-3.89935331049882e-11) Dual{Cells()}(6.096757218030668e-9,-1.184078621956653e-10,-3.088668881980926e-15) Dual{Cells()}(-1.0168505420720227e-23,-2.1100815230170681e-13,-6.9170262432167185e-18) Dual{Cells()}(-1.0168505420720227e-23,-4.4128467404960545e-11,-1.4462924981335366e-15) Dual{Cells()}(-1.0168505420720227e-23,-1.404541575775294e-6,-2.7416526842141026e-11) Dual{Cells()}(-1.0168505420720227e-23,5.9405360044609815e-6,1.8973145791006637e-10) Dual{Cells()}(-1.0168505420720227e-23,-4.5359066537593925e-6,-1.56911623994292e-10) Dual{Cells()}(-1.0168505420720227e-23,-4.343545073746315e-11,-1.4240101826012282e-15) Dual{Cells()}(1.4074752772402528e-22,-2.1117988963791567e-13,-7.340110188626711e-18) Dual{Cells()}(1.4074752772402528e-22,-4.40445509494635e-11,-1.5301991655013965e-15) Dual{Cells()}(1.4074752772402528e-22,-4.5359066537593925e-6,-1.4818828816934466e-10) Dual{Cells()}(1.4074752772402528e-22,9.071250642759184e-6,3.1709625259981255e-10) Dual{Cells()}(1.4074752772402528e-22,-4.535256379862082e-6,-1.655325250244219e-10) Dual{Cells()}(1.4074752772402528e-22,-4.3353406870450365e-11,-1.5074775635134909e-15) Dual{Cells()}(6.752096010098503e-22,-2.1094028116259022e-13,-7.754242870730176e-18) Dual{Cells()}(6.752096010098503e-22,-4.3875459765153935e-11,-1.6117899184160747e-15) Dual{Cells()}(6.752096010098503e-22,-4.535256379862082e-6,-1.5763136779808585e-10) Dual{Cells()}(6.752096010098503e-22,6.734762349280332e-6,2.5356632604146615e-10) Dual{Cells()}(6.752096010098503e-22,-2.1994186956491057e-6,-9.171086415311938e-11) Dual{Cells()}(6.752096010098503e-22,-4.318736909811821e-11,-1.5886559117729783e-15) Dual{Cells()}(-6.0842117264445545e-9,-7.95211271347607e-13,-3.251093806497683e-17) Dual{Cells()}(-6.0842117264445545e-9,-1.6377988249694553e-10,-6.68876112527848e-15) Dual{Cells()}(-6.0842117264445545e-9,-2.1994186956491057e-6,-8.547692065237259e-11) Dual{Cells()}(-6.0842117264445545e-9,3.647664822604407e-6,1.6340833673667535e-10) Dual{Cells()}(-6.0842117264445545e-9,-1.4479203335628431e-6,-6.346784572352275e-11) Dual{Cells()}(-6.0842117264445545e-9,-1.612182986900733e-10,-6.598647228560888e-15) Dual{Cells()}(-6.130683378694873e-9,-7.881512632938785e-13,-3.5723554291862084e-17) Dual{Cells()}(-6.130683378694873e-9,-1.5960102028297763e-10,-7.223955860954737e-15) Dual{Cells()}(-6.130683378694873e-9,-1.4479203335628431e-6,-6.016216553453692e-11) Dual{Cells()}(-6.130683378694873e-9,2.8878020379700973e-6,1.4125908783334674e-10) Dual{Cells()}(-6.130683378694873e-9,-1.4395641974550928e-6,-6.73661660811876e-11) Dual{Cells()}(-6.130683378694873e-9,-1.5711778061525387e-10,-7.132434380649318e-15) Dual{Cells()}(-6.181742168664298e-9,-7.86057814033106e-13,-3.7443195323041834e-17) Dual{Cells()}(-6.181742168664298e-9,-1.5652569267841517e-10,-7.444500297659357e-15) Dual{Cells()}(-6.181742168664298e-9,-1.4395641974550928e-6,-6.615709865346471e-11) Dual{Cells()}(-6.181742168664298e-9,1.439875614831706e-6,7.909851672772453e-11) Dual{Cells()}(-6.181742168664298e-9,-1.541056261206754e-10,-7.353287803595512e-15) Dual{Cells()}(-7.3806328057624855e-9,-7.794299231578796e-13,-4.031295641714644e-17) Dual{Cells()}(-7.3806328057624855e-9,-1.5099261875893435e-10,-7.824286618209158e-15) Dual{Cells()}(-7.3806328057624855e-9,1.4430461828028625e-6,8.467028370698285e-11) Dual{Cells()}(-7.3806328057624855e-9,-1.4427456676944981e-6,-7.191068029716861e-11) Dual{Cells()}(-7.3806328057624855e-9,-1.487430596822148e-10,-7.675427650441787e-15) Dual{Cells()}(-7.45806391431661e-9,-7.984914521343503e-13,-3.8996110544868825e-17) Dual{Cells()}(-7.45806391431661e-9,-1.5216351138488503e-10,-7.4439374530182e-15) Dual{Cells()}(-7.45806391431661e-9,-1.4427456676944981e-6,-7.277623012017704e-11) Dual{Cells()}(-7.45806391431661e-9,2.9278524870227065e-6,1.5315129456962239e-10) Dual{Cells()}(-7.45806391431661e-9,-1.484803949659725e-6,-6.618812158363335e-11) Dual{Cells()}(-7.45806391431661e-9,-1.4990766564653387e-10,-7.305523932510104e-15) Dual{Cells()}(-7.509481083328149e-9,-8.257006820974574e-13,-3.5847314196578296e-17) Dual{Cells()}(-7.509481083328149e-9,-1.5480534676851287e-10,-6.729492768410942e-15) Dual{Cells()}(-7.509481083328149e-9,-1.484803949659725e-6,-6.924954814199016e-11) Dual{Cells()}(-7.509481083328149e-9,3.782765733903269e-6,1.793777916391558e-10) Dual{Cells()}(-7.509481083328149e-9,-2.2976536365955925e-6,-9.459569882253676e-11) Dual{Cells()}(-7.509481083328149e-9,-1.5251660050092332e-10,-6.6101418647303975e-15) Dual{Cells()}(-8.782582075846102e-22,-2.22387393237974e-13,-8.562794375093397e-18) Dual{Cells()}(-8.782582075846102e-22,-4.130459579398698e-11,-1.5916985217053647e-15) Dual{Cells()}(-8.782582075846102e-22,-2.2976536365955925e-6,-1.0110225263780725e-10) Dual{Cells()}(-8.782582075846102e-22,7.090147238056517e-6,2.8015282985305235e-10) Dual{Cells()}(-8.782582075846102e-22,-4.792411380047794e-6,-1.7393950906605923e-10) Dual{Cells()}(-8.782582075846102e-22,-4.0694429943386126e-11,-1.565021294406131e-15) Dual{Cells()}(9.286798742398323e-23,-2.2368075379517966e-13,-8.085988145029151e-18) Dual{Cells()}(9.286798742398323e-23,-4.143858657757293e-11,-1.498814132334179e-15) Dual{Cells()}(9.286798742398323e-23,-4.792411380047794e-6,-1.8285210325787508e-10) Dual{Cells()}(9.286798742398323e-23,9.606874173603155e-6,3.4967205736296766e-10) Dual{Cells()}(9.286798742398323e-23,-4.8143803049416e-6,-1.629392241658613e-10) Dual{Cells()}(9.286798742398323e-23,-4.082634642939628e-11,-1.4745437014906773e-15) Dual{Cells()}(5.897070753292836e-22,-2.2442287437770881e-13,-7.595008703580002e-18) Dual{Cells()}(5.897070753292836e-22,-4.1469850132695956e-11,-1.4037800027154224e-15) Dual{Cells()}(5.897070753292836e-22,-4.8143803049416e-6,-1.7302424798548475e-10) Dual{Cells()}(5.897070753292836e-22,6.319167283080754e-6,2.0773458074343703e-10) Dual{Cells()}(5.897070753292836e-22,-1.5047044266053346e-6,-2.795460552255987e-11) Dual{Cells()}(5.897070753292836e-22,-4.085726081302519e-11,-1.381958660906225e-15) Dual{Cells()}(7.2269656135634606e-9,-6.115715603859496e-13,-1.595972334669866e-17) Dual{Cells()}(7.2269656135634606e-9,-1.1184725027136054e-10,-2.9152767949995575e-15) Dual{Cells()}(7.2269656135634606e-9,-1.5047044266053346e-6,-4.208378799844118e-11) Dual{Cells()}(7.2269656135634606e-9,2.367102756209122e-6,6.048682601413429e-11) Dual{Cells()}(7.2269656135634606e-9,-8.621756680205092e-7,-1.0564219068063021e-11) Dual{Cells()}(7.2269656135634606e-9,-1.102027614461896e-10,-2.8794244937383737e-15) Dual{Cells()}(7.471854615914803e-9,-5.715017272007627e-13,-1.0136405775260623e-17) Dual{Cells()}(7.471854615914803e-9,-1.0265159408336876e-10,-1.8127492778226952e-15) Dual{Cells()}(7.471854615914803e-9,-8.621756680205092e-7,-2.2243594947336467e-11) Dual{Cells()}(7.471854615914803e-9,1.6660107675969935e-6,3.615675010948675e-11) Dual{Cells()}(7.471854615914803e-9,-8.036307050731896e-7,-8.163707856408272e-12) Dual{Cells()}(7.471854615914803e-9,-1.0117140748423264e-10,-1.8041720047746078e-15) Dual{Cells()}(7.649309682458905e-9,-5.313507717395826e-13,-7.13301698854677e-18) Dual{Cells()}(7.649309682458905e-9,-9.374832325738387e-11,-1.248840236592322e-15) Dual{Cells()}(7.649309682458905e-9,-8.036307050731896e-7,-1.5213411037112476e-11) Dual{Cells()}(7.649309682458905e-9,8.038174153021736e-7,1.8634387967961774e-11) Dual{Cells()}(7.649309682458905e-9,-9.243055495493443e-11,-1.2533648644249794e-15) Dual{Cells()}(6.987876677026099e-9,-5.583774353451059e-13,-8.445903865423035e-18) Dual{Cells()}(6.987876677026099e-9,-9.611447017972025e-11,-1.4619515185847174e-15) Dual{Cells()}(6.987876677026099e-9,8.428831444015256e-7,2.1199296092765187e-11) Dual{Cells()}(6.987876677026099e-9,-8.426917449589775e-7,-1.6715209950141248e-11) Dual{Cells()}(6.987876677026099e-9,-9.472659493298223e-11,-1.4268672059020616e-15) Dual{Cells()}(6.9737793046175894e-9,-5.980984304057812e-13,-1.1284621946227645e-17) Dual{Cells()}(6.9737793046175894e-9,-1.0115875645146876e-10,-1.9148754457079704e-15) Dual{Cells()}(6.9737793046175894e-9,-8.426917449589775e-7,-1.059737130992078e-11) Dual{Cells()}(6.9737793046175894e-9,1.7460348265059785e-6,4.049442004515901e-11) Dual{Cells()}(6.9737793046175894e-9,-9.031416044116099e-7,-2.3508391971699263e-11) Dual{Cells()}(6.9737793046175894e-9,-9.972028050925803e-11,-1.8765836112000447e-15) Dual{Cells()}(6.9063042960232665e-9,-6.414469249007579e-13,-1.6749471819918817e-17) Dual{Cells()}(6.9063042960232665e-9,-1.0661966602234458e-10,-2.7865768861957555e-15) Dual{Cells()}(6.9063042960232665e-9,-9.031416044116099e-7,-1.3083702049292074e-11) Dual{Cells()}(6.9063042960232665e-9,2.486609177985491e-6,6.513130679905914e-11) Dual{Cells()}(6.9063042960232665e-9,-1.5832551880585251e-6,-4.396939027540438e-11) Dual{Cells()}(6.9063042960232665e-9,-1.0512440240884224e-10,-2.7425649001096967e-15) Dual{Cells()}(3.4709354763906004e-22,-2.3775781111338366e-13,-7.80562908585965e-18) Dual{Cells()}(3.4709354763906004e-22,-3.913322028646885e-11,-1.2844734548359955e-15) Dual{Cells()}(3.4709354763906004e-22,-1.5832551880585251e-6,-3.083298571942609e-11) Dual{Cells()}(3.4709354763906004e-22,6.693989980645404e-6,2.140761233738403e-10) Dual{Cells()}(3.4709354763906004e-22,-5.110656834421271e-6,-1.7710899955668988e-10) Dual{Cells()}(3.4709354763906004e-22,-3.858718750962532e-11,-1.2668271332769158e-15) Dual{Cells()}(6.0709281237388565e-22,-2.379002874796131e-13,-8.284526105822707e-18) Dual{Cells()}(6.0709281237388565e-22,-3.9062427522998116e-11,-1.3596845190543861e-15) Dual{Cells()}(6.0709281237388565e-22,-5.110656834421271e-6,-1.6723459259391727e-10) Dual{Cells()}(6.0709281237388565e-22,1.0219499691319648e-5,3.5790363045083304e-10) Dual{Cells()}(6.0709281237388565e-22,-5.108765038779767e-6,-1.8685316096702642e-10) Dual{Cells()}(6.0709281237388565e-22,-3.851779079950181e-11,-1.3415967053829876e-15) Dual{Cells()}(-7.697917263828936e-22,-2.3757358284885673e-13,-8.75309183954842e-18) Dual{Cells()}(-7.697917263828936e-22,-3.891510154817573e-11,-1.432845526457977e-15) Dual{Cells()}(-7.697917263828936e-22,-5.108765038779767e-6,-1.7791888356795756e-10) Dual{Cells()}(-7.697917263828936e-22,7.584868030595001e-6,2.8621815297787233e-10) Dual{Cells()}(-7.697917263828936e-22,-2.4760254663156777e-6,-1.0351237476399647e-10) Dual{Cells()}(-7.697917263828936e-22,-3.83728244253296e-11,-1.4143393039845628e-15) Dual{Cells()}(-6.907706458983591e-9,-8.949007901513583e-13,-3.6695603123013124e-17) Dual{Cells()}(-6.907706458983591e-9,-1.45309306816808e-10,-5.952530063131524e-15) Dual{Cells()}(-6.907706458983591e-9,-2.4760254663156777e-6,-9.648564195073175e-11) Dual{Cells()}(-6.907706458983591e-9,4.104714886139817e-6,1.843777235250786e-10) Dual{Cells()}(-6.907706458983591e-9,-1.6283999260594218e-6,-7.159131404744592e-11) Dual{Cells()}(-6.907706458983591e-9,-1.4328955711069096e-10,-5.8797514562782945e-15) Dual{Cells()}(-6.954756074509184e-9,-8.858085349726427e-13,-4.029919111648403e-17) Dual{Cells()}(-6.954756074509184e-9,-1.4168692662402885e-10,-6.437688259275906e-15) Dual{Cells()}(-6.954756074509184e-9,-1.6283999260594218e-6,-6.788210332398318e-11) Dual{Cells()}(-6.954756074509184e-9,3.245729306245438e-6,1.5926940535073833e-10) Dual{Cells()}(-6.954756074509184e-9,-1.6170470804760349e-6,-7.594174049087043e-11) Dual{Cells()}(-6.954756074509184e-9,-1.3972697482212997e-10,-6.363037243322805e-15) Dual{Cells()}(-7.005459640307245e-9,-8.82446271102537e-13,-4.220689768849942e-17) Dual{Cells()}(-7.005459640307245e-9,-1.3905706434489533e-10,-6.6416794998449285e-15) Dual{Cells()}(-7.005459640307245e-9,-1.6170470804760349e-6,-7.459610969355977e-11) Dual{Cells()}(-7.005459640307245e-9,1.6173241644610753e-6,8.912189583978794e-11) Dual{Cells()}(-7.005459640307245e-9,-1.3714447442436836e-10,-6.56684474487767e-15) Dual{Cells()}(-8.208972353108887e-9,-8.758002280843498e-13,-4.5070337629719e-17) Dual{Cells()}(-8.208972353108887e-9,-1.3466754701957585e-10,-6.941145196893968e-15) Dual{Cells()}(-8.208972353108887e-9,1.6204017798148622e-6,9.471269900384611e-11) Dual{Cells()}(-8.208972353108887e-9,-1.6201333659698476e-6,-8.036892405007264e-11) Dual{Cells()}(-8.208972353108887e-9,-1.3287049776697717e-10,-6.827588848839841e-15) Dual{Cells()}(-8.286658218334326e-9,-8.961388590805137e-13,-4.356560987838622e-17) Dual{Cells()}(-8.286658218334326e-9,-1.3579071831727838e-10,-6.610801360157273e-15) Dual{Cells()}(-8.286658218334326e-9,-1.6201333659698476e-6,-8.137098180452834e-11) Dual{Cells()}(-8.286658218334326e-9,3.2856318359770033e-6,1.711966398018921e-10) Dual{Cells()}(-8.286658218334326e-9,-1.6652277956511416e-6,-7.392277161339045e-11) Dual{Cells()}(-8.286658218334326e-9,-1.339874988377131e-10,-6.504865293637007e-15) Dual{Cells()}(-8.337408852618426e-9,-9.253904152330609e-13,-4.002687238589572e-17) Dual{Cells()}(-8.337408852618426e-9,-1.3819924971310349e-10,-5.9840985777796656e-15) Dual{Cells()}(-8.337408852618426e-9,-1.6652277956511416e-6,-7.738888907443395e-11) Dual{Cells()}(-8.337408852618426e-9,4.239723462139863e-6,2.0038264361456006e-10) Dual{Cells()}(-8.337408852618426e-9,-2.574220171821664e-6,-1.0562173933055272e-10) Dual{Cells()}(-8.337408852618426e-9,-1.3637002692872649e-10,-5.892140903337613e-15) Dual{Cells()}(-2.6388685205511145e-21,-2.4902197830185713e-13,-9.56070794601076e-18) Dual{Cells()}(-2.6388685205511145e-21,-3.687908910352523e-11,-1.4168619661717836e-15) Dual{Cells()}(-2.6388685205511145e-21,-2.574220171821664e-6,-1.1292452414951681e-10) Dual{Cells()}(-2.6388685205511145e-21,7.9402019558425e-6,3.1284920599620963e-10) Dual{Cells()}(-2.6388685205511145e-21,-5.3659082642981895e-6,-1.9424850842379722e-10) Dual{Cells()}(-2.6388685205511145e-21,-3.639161156523057e-11,-1.3961335363245923e-15) Dual{Cells()}(2.093985910251682e-21,-2.5040257678044103e-13,-9.029723830997368e-18) Dual{Cells()}(2.093985910251682e-21,-3.6998847760003435e-11,-1.334810722337953e-15) Dual{Cells()}(2.093985910251682e-21,-5.3659082642981895e-6,-2.0419995963270054e-10) Dual{Cells()}(2.093985910251682e-21,1.0755119724107347e-5,3.9052117771054444e-10) Dual{Cells()}(2.093985910251682e-21,-5.389137700725474e-6,-1.8199882830053251e-10) Dual{Cells()}(2.093985910251682e-21,-3.650983334628202e-11,-1.3158491148288953e-15) Dual{Cells()}(2.5682059704889185e-22,-2.511737846551257e-13,-8.4832124075831e-18) Dual{Cells()}(2.5682059704889185e-22,-3.702809095191604e-11,-1.2508409956254898e-15) Dual{Cells()}(2.5682059704889185e-22,-5.389137700725474e-6,-1.9324186875869736e-10) Dual{Cells()}(2.5682059704889185e-22,7.072611015579045e-6,2.320889351142727e-10) Dual{Cells()}(2.5682059704889185e-22,-1.683399496729516e-6,-3.1355995809674954e-11) Dual{Cells()}(2.5682059704889185e-22,-3.6538859317420936e-11,-1.233676177252619e-15) Dual{Cells()}(8.040828326200703e-9,-6.840719722952765e-13,-1.7851767039095196e-17) Dual{Cells()}(8.040828326200703e-9,-9.99191902382204e-11,-2.604878657249688e-15) Dual{Cells()}(8.040828326200703e-9,-1.683399496729516e-6,-4.7056016612974404e-11) Dual{Cells()}(8.040828326200703e-9,2.647978098868343e-6,6.775642105408835e-11) Dual{Cells()}(8.040828326200703e-9,-9.643793942313233e-7,-1.1946531410932028e-11) Dual{Cells()}(8.040828326200703e-9,-9.860464529331989e-11,-2.5753470432023478e-15) Dual{Cells()}(8.302447477624539e-9,-6.39273109550779e-13,-1.138693411205426e-17) Dual{Cells()}(8.302447477624539e-9,-9.18823599016461e-11,-1.6306904883733037e-15) Dual{Cells()}(8.302447477624539e-9,-9.643793942313233e-7,-2.489324441009112e-11) Dual{Cells()}(8.302447477624539e-9,1.8636976028486076e-6,4.061208947043372e-11) Dual{Cells()}(8.302447477624539e-9,-8.991349947644582e-7,-9.264602282838748e-12) Dual{Cells()}(8.302447477624539e-9,-9.069221981510409e-11,-1.621090410213872e-15) Dual{Cells()}(8.489732980229978e-9,-5.946910676453378e-13,-8.051901848141331e-18) Dual{Cells()}(8.489732980229978e-9,-8.411750410921388e-11,-1.1316504601682085e-15) Dual{Cells()}(8.489732980229978e-9,-8.991349947644582e-7,-1.7067634239373258e-11) Dual{Cells()}(8.489732980229978e-9,8.993027560997733e-7,2.0954212076107975e-11) Dual{Cells()}(8.489732980229978e-9,-8.30491401382155e-11,-1.1316819193191546e-15) Dual{Cells()}(7.829327365195461e-9,-6.216841855328271e-13,-9.362915661249519e-18) Dual{Cells()}(7.829327365195461e-9,-8.600952488099878e-11,-1.3008330977607853e-15) Dual{Cells()}(7.829327365195461e-9,9.383523658062341e-7,2.351918636297549e-11) Dual{Cells()}(7.829327365195461e-9,-9.381808207837324e-7,-1.857028097710819e-11) Dual{Cells()}(7.829327365195461e-9,-8.4913813435139e-11,-1.2753459597990661e-15) Dual{Cells()}(7.805223491015966e-9,-6.65869302532417e-13,-1.2534350619365166e-17) Dual{Cells()}(7.805223491015966e-9,-9.06834302138231e-11,-1.7112164186517252e-15) Dual{Cells()}(7.805223491015966e-9,-9.381808207837324e-7,-1.1698407213163336e-11) Dual{Cells()}(7.805223491015966e-9,1.9437146524860096e-6,4.49506522461527e-11) Dual{Cells()}(7.805223491015966e-9,-1.0053529439766186e-6,-2.6159179377082142e-11) Dual{Cells()}(7.805223491015966e-9,-8.953842614229099e-11,-1.6831155155248683e-15) Dual{Cells()}(7.720838351388071e-9,-7.139548292466777e-13,-1.864292582952391e-17) Dual{Cells()}(7.720838351388071e-9,-9.572672934287772e-11,-2.501243332574463e-15) Dual{Cells()}(7.720838351388071e-9,-1.0053529439766186e-6,-1.4466093041730774e-11) Dual{Cells()}(7.720838351388071e-9,2.7675063833627352e-6,7.240602628700779e-11) Dual{Cells()}(7.720838351388071e-9,-1.7619624735397103e-6,-4.894547750068801e-11) Dual{Cells()}(7.720838351388071e-9,-9.452516223403673e-11,-2.4683856226494602e-15) Dual{Cells()}(-3.0462097357937316e-23,-2.6450741651873434e-13,-8.69482075258904e-18) Dual{Cells()}(-3.0462097357937316e-23,-3.5153579613961524e-11,-1.155321536039464e-15) Dual{Cells()}(-3.0462097357937316e-23,-1.7619624735397103e-6,-3.4238309493738436e-11) Dual{Cells()}(-3.0462097357937316e-23,7.447393580735306e-6,2.384503041608048e-10) Dual{Cells()}(-3.0462097357937316e-23,-5.685360976719447e-6,-1.9734080065551635e-10) Dual{Cells()}(-3.0462097357937316e-23,-3.4712389117989034e-11,-1.1419787141477136e-15) Dual{Cells()}(5.544351731253561e-22,-2.646192929590008e-13,-9.229350628585974e-18) Dual{Cells()}(5.544351731253561e-22,-3.509237134765351e-11,-1.2234806630826434e-15) Dual{Cells()}(5.544351731253561e-22,-5.685360976719447e-6,-1.8631011813918857e-10) Dual{Cells()}(5.544351731253561e-22,1.1367610219970979e-5,3.9878339271172273e-10) Dual{Cells()}(5.544351731253561e-22,-5.6821792345229965e-6,-2.0821513045887844e-10) Dual{Cells()}(5.544351731253561e-22,-3.465173789441132e-11,-1.2097647804945445e-15) Dual{Cells()}(1.5966645695869147e-22,-2.642037418431996e-13,-9.752182793849494e-18) Dual{Cells()}(1.5966645695869147e-22,-3.496161639762397e-11,-1.2897999632457727e-15) Dual{Cells()}(1.5966645695869147e-22,-5.6821792345229965e-6,-1.9824429071988393e-10) Dual{Cells()}(1.5966645695869147e-22,8.434774466848716e-6,3.1893714093250305e-10) Dual{Cells()}(1.5966645695869147e-22,-2.752525484154261e-6,-1.1533944608854957e-10) Dual{Cells()}(1.5966645695869147e-22,-3.45223513190113e-11,-1.2757279634618227e-15) Dual{Cells()}(-7.736604700743045e-9,-9.945612593247647e-13,-4.0880050039801855e-17) Dual{Cells()}(-7.736604700743045e-9,-1.3057668295883094e-10,-5.362918094205226e-15) Dual{Cells()}(-7.736604700743045e-9,-2.752525484154261e-6,-1.0752011999629767e-10) Dual{Cells()}(-7.736604700743045e-9,4.561552125124348e-6,2.053938160665895e-10) Dual{Cells()}(-7.736604700743045e-9,-1.8087661335938044e-6,-7.973357701125243e-11) Dual{Cells()}(-7.736604700743045e-9,-1.2893613206458004e-10,-5.307264057836728e-15) Dual{Cells()}(-7.78433005081034e-9,-9.834145630252397e-13,-4.487362877433222e-17) Dual{Cells()}(-7.78433005081034e-9,-1.273786638155249e-10,-5.806473992689436e-15) Dual{Cells()}(-7.78433005081034e-9,-1.8087661335938044e-6,-7.56228965628114e-11) Dual{Cells()}(-7.78433005081034e-9,3.603386983638923e-6,1.773233267532438e-10) Dual{Cells()}(-7.78433005081034e-9,-1.7943667065483673e-6,-8.45397275687092e-11) Dual{Cells()}(-7.78433005081034e-9,-1.2578141837225512e-10,-5.749020429578804e-15) Dual{Cells()}(-7.834535833986755e-9,-9.78771382491334e-13,-4.69689151729729e-17) Dual{Cells()}(-7.834535833986755e-9,-1.2508417802857236e-10,-5.995870903306631e-15) Dual{Cells()}(-7.834535833986755e-9,-1.7943667065483673e-6,-8.305962303487665e-11) Dual{Cells()}(-7.834535833986755e-9,1.7946162913234095e-6,9.916799879122686e-11) Dual{Cells()}(-7.834535833986755e-9,-1.2352182563120438e-10,-5.938050144429536e-15) Dual{Cells()}(-9.03849142130742e-9,-9.721400327087382e-13,-4.9829523089676966e-17) Dual{Cells()}(-9.03849142130742e-9,-1.2152075619021564e-10,-6.238296254987401e-15) Dual{Cells()}(-9.03849142130742e-9,1.7977068038252786e-6,1.047594311672685e-10) Dual{Cells()}(-9.03849142130742e-9,-1.7974642550417388e-6,-8.883243077166313e-11) Dual{Cells()}(-9.03849142130742e-9,-1.2005588731695517e-10,-6.147609905295749e-15) Dual{Cells()}(-9.116590185569902e-9,-9.937596681524703e-13,-4.813707609737462e-17) Dual{Cells()}(-9.116590185569902e-9,-1.2259286006827966e-10,-5.946471110276249e-15) Dual{Cells()}(-9.116590185569902e-9,-1.7974642550417388e-6,-8.996970233562795e-11) Dual{Cells()}(-9.116590185569902e-9,3.6433163961047836e-6,1.8925096768344815e-10) Dual{Cells()}(-9.116590185569902e-9,-1.8456074329811608e-6,-8.166261830582808e-11) Dual{Cells()}(-9.116590185569902e-9,-1.2112146214760337e-10,-5.861658356193606e-15) Dual{Cells()}(-9.166734539162813e-9,-1.0250629841558453e-12,-4.4208387899789107e-17) Dual{Cells()}(-9.166734539162813e-9,-1.2480667920168605e-10,-5.388257246633951e-15) Dual{Cells()}(-9.166734539162813e-9,-1.8456074329811608e-6,-8.553162353362718e-11) Dual{Cells()}(-9.166734539162813e-9,4.696594972436202e-6,2.2139798867814359e-10) Dual{Cells()}(-9.166734539162813e-9,-2.8507383947504087e-6,-1.1665437184857277e-10) Dual{Cells()}(-9.166734539162813e-9,-1.2331296244603918e-10,-5.314314991767445e-15) Dual{Cells()}(-6.126088307457786e-22,-2.756542468545677e-13,-1.0559090195054196e-17) Dual{Cells()}(-6.126088307457786e-22,-3.330951524804014e-11,-1.276805168720872e-15) Dual{Cells()}(-6.126088307457786e-22,-2.8507383947504087e-6,-1.247518024071341e-10) Dual{Cells()}(-6.126088307457786e-22,8.790146390866157e-6,3.4556234358468565e-10) Dual{Cells()}(-6.126088307457786e-22,-5.9393414996292116e-6,-2.1456789078187528e-10) Dual{Cells()}(-6.126088307457786e-22,-3.291131704231758e-11,-1.2600581930077073e-15) Dual{Cells()}(7.816067574311205e-21,-2.7712303347040976e-13,-9.973888905568997e-18) Dual{Cells()}(7.816067574311205e-21,-3.34179511834693e-11,-1.2032937931830486e-15) Dual{Cells()}(7.816067574311205e-21,-5.9393414996292116e-6,-2.2555791784934657e-10) Dual{Cells()}(7.816067574311205e-21,1.1903259360075057e-5,4.313897021181012e-10) Dual{Cells()}(7.816067574311205e-21,-5.963851146890066e-6,-2.0106707879932374e-10) Dual{Cells()}(7.816067574311205e-21,-3.3018481563041236e-11,-1.1879318050343405e-15) Dual{Cells()}(-1.5510827980880515e-21,-2.7792412301871467e-13,-9.371801012047321e-18) Dual{Cells()}(-1.5510827980880515e-21,-3.344547309548677e-11,-1.1280481780056123e-15) Dual{Cells()}(-1.5510827980880515e-21,-5.963851146890066e-6,-2.1346844731933016e-10) Dual{Cells()}(-1.5510827980880515e-21,7.826011945003244e-6,2.56452650096539e-10) Dual{Cells()}(-1.5510827980880515e-21,-1.8620940289219912e-6,-3.4755750614655405e-11) Dual{Cells()}(-1.5510827980880515e-21,-3.304579396947171e-11,-1.1140959763318761e-15) Dual{Cells()}(8.855794809680318e-9,-7.565734290105473e-13,-1.9744260189326117e-17) Dual{Cells()}(8.855794809680318e-9,-9.028956716603883e-11,-2.354009435835861e-15) Dual{Cells()}(8.855794809680318e-9,-1.8620940289219912e-6,-5.202890061065405e-11) Dual{Cells()}(8.855794809680318e-9,2.9288441708398977e-6,7.502356991086357e-11) Dual{Cells()}(8.855794809680318e-9,-1.0665698809644909e-6,-1.3325028774754131e-11) Dual{Cells()}(8.855794809680318e-9,-8.921481282052638e-11,-2.329530601642388e-15) Dual{Cells()}(9.134352672652776e-9,-7.070287924419328e-13,-1.2636902951310871e-17) Dual{Cells()}(9.134352672652776e-9,-8.315410306121776e-11,-1.4809350167492498e-15) Dual{Cells()}(9.134352672652776e-9,-1.0665698809644909e-6,-2.7541965265229356e-11) Dual{Cells()}(9.134352672652776e-9,2.061324653919286e-6,4.506161349488985e-11) Dual{Cells()}(9.134352672652776e-9,-9.945887333263265e-7,-1.0361458162868068e-11) Dual{Cells()}(9.134352672652776e-9,-8.217849661514301e-11,-1.4721854407896253e-15) Dual{Cells()}(9.331649024909614e-9,-6.579860450923368e-13,-8.969732784853691e-18) Dual{Cells()}(9.331649024909614e-9,-7.627115370314953e-11,-1.033166206058447e-15) Dual{Cells()}(9.331649024909614e-9,-9.945887333263265e-7,-1.8919790406693623e-11) Dual{Cells()}(9.331649024909614e-9,9.947410549482466e-7,2.3270038648561163e-11) Dual{Cells()}(9.331649024909614e-9,-7.539248217172809e-11,-1.032072565981377e-15) Dual{Cells()}(5.110583838622771e-16,-7.870469786670944e-13,-2.4649161770298837e-17) Dual{Cells()}(5.110583838622771e-16,-8.941317079679301e-11,-2.7999510386505444e-15) Dual{Cells()}(5.110583838622771e-16,1.1525836894799204e-6,4.913262585619517e-11) Dual{Cells()}(5.110583838622771e-16,-1.1524051145911524e-6,-3.6089669309666964e-11) Dual{Cells()}(5.110583838622771e-16,-8.837467099232086e-11,-2.7676285571062237e-15) Dual{Cells()}(5.27538907665071e-16,-7.926417959589339e-13,-2.4824383300131517e-17) Dual{Cells()}(5.27538907665071e-16,-8.87786746707739e-11,-2.7800820778072097e-15) Dual{Cells()}(5.27538907665071e-16,-1.1524051145911524e-6,-3.6089669267865004e-11) Dual{Cells()}(5.27538907665071e-16,2.313150813953061e-6,8.55705810930287e-11) Dual{Cells()}(5.27538907665071e-16,-1.1605683732712215e-6,-3.634531673458423e-11) Dual{Cells()}(5.27538907665071e-16,-8.775477422056346e-11,-2.748215254810539e-15) Dual{Cells()}(5.453192159252727e-16,-7.982366132816715e-13,-2.499960485850164e-17) Dual{Cells()}(5.453192159252727e-16,-8.815311809964858e-11,-2.7604931803762143e-15) Dual{Cells()}(5.453192159252727e-16,-1.1605683732712215e-6,-3.6345316646080927e-11) Dual{Cells()}(5.453192159252727e-16,3.1256549591728174e-6,1.1110830900225052e-10) Dual{Cells()}(5.453192159252727e-16,-1.964910491035579e-6,-6.153475817217235e-11) Dual{Cells()}(5.453192159252727e-16,-8.714351130410211e-11,-2.729072336690232e-15) Dual{Cells()}(2.525141023716384e-23,-2.909664727434203e-13,-9.112644971217196e-18) Dual{Cells()}(2.525141023716384e-23,-3.1876620361531414e-11,-9.98208598091571e-16) Dual{Cells()}(2.525141023716384e-23,-1.964910491035579e-6,-6.15347580310904e-11) Dual{Cells()}(2.525141023716384e-23,8.220948008106233e-6,2.609692164414544e-10) Dual{Cells()}(2.525141023716384e-23,-6.255973836495316e-6,-1.959172387846581e-10) Dual{Cells()}(2.525141023716384e-23,-3.15129885034941e-11,-9.86891895436601e-16) Dual{Cells()}(7.21418963818067e-23,-2.9125256492493375e-13,-9.121604964242197e-18) Dual{Cells()}(7.21418963818067e-23,-3.1845142964320585e-11,-9.972229084688744e-16) Dual{Cells()}(7.21418963818067e-23,-6.255973836495316e-6,-1.9591723869045262e-10) Dual{Cells()}(7.21418963818067e-23,1.2518161085304163e-5,3.9554774355271096e-10) Dual{Cells()}(7.21418963818067e-23,-6.2621236301886394e-6,-1.9610983083869804e-10) Dual{Cells()}(7.21418963818067e-23,-3.1482224677103536e-11,-9.859284647429092e-16) Dual{Cells()}(-7.757629336194438e-23,-2.915386571042542e-13,-9.13056495533737e-18) Dual{Cells()}(-7.757629336194438e-23,-3.181372765277104e-11,-9.96239154382556e-16) Dual{Cells()}(-7.757629336194438e-23,-6.2621236301886394e-6,-1.9610983079151628e-10) Dual{Cells()}(-7.757629336194438e-23,6.262187186975793e-6,1.996339592167633e-10) Dual{Cells()}(-7.757629336194438e-23,-3.145152084306923e-11,-9.849669129841633e-16) Dual{Cells()}(-1.1425088149353202e-11,-6.153083800278195e-13,-2.1588814846428418e-17) Dual{Cells()}(-1.1425088149353202e-11,-2.1753393708583774e-10,-6.909736329334237e-15) Dual{Cells()}(-1.1425088149353202e-11,1.131952034793758e-6,4.8521183563612e-11) Dual{Cells()}(-1.1425088149353202e-11,-1.1315285866169564e-6,-3.9702382409417175e-11) Dual{Cells()}(-1.1425088149353202e-11,-2.0529893133578956e-10,-1.0195950801120727e-14) Dual{Cells()}(-1.1564281751070397e-11,-6.221407982138386e-13,-2.1828509821108344e-17) Dual{Cells()}(-1.1564281751070397e-11,-2.1512403232398644e-10,-6.833213226978644e-15) Dual{Cells()}(-1.1564281751070397e-11,-1.1315285866169564e-6,-3.970243375733153e-11) Dual{Cells()}(-1.1564281751070397e-11,2.2759726471762844e-6,8.875959627389016e-11) Dual{Cells()}(-1.1564281751070397e-11,-1.144025244281464e-6,-4.0140807902451926e-11) Dual{Cells()}(-1.1564281751070397e-11,-2.0307010474186573e-10,-1.0085367699907014e-14) Dual{Cells()}(-1.1715977297076754e-11,-6.289732155211546e-13,-2.2068205704483874e-17) Dual{Cells()}(-1.1715977297076754e-11,-2.1276689894719186e-10,-6.758365454476144e-15) Dual{Cells()}(-1.1715977297076754e-11,-1.144025244281464e-6,-4.014085717817563e-11) Dual{Cells()}(-1.1715977297076754e-11,1.1444395292776345e-6,4.915477488033146e-11) Dual{Cells()}(-1.1715977297076754e-11,-2.0088912400759145e-10,-9.977155842225645e-15) Dual{Cells()}(-5.839267257654103e-9,-5.98530313290818e-13,-3.13893620843311e-17) Dual{Cells()}(-5.839267257654103e-9,-1.953084193663527e-10,-1.0282118624170116e-14) Dual{Cells()}(-5.839267257654103e-9,1.1100429550252814e-6,6.588616339831473e-11) Dual{Cells()}(-5.839267257654103e-9,-1.1096554862316195e-6,-5.610511700467982e-11) Dual{Cells()}(-5.839267257654103e-9,-1.9156184398232903e-10,-1.001367501004234e-14) Dual{Cells()}(-5.917113176441603e-9,-6.152270726593035e-13,-3.042644015656011e-17) Dual{Cells()}(-5.917113176441603e-9,-1.965297453015844e-10,-9.753529499156608e-15) Dual{Cells()}(-5.917113176441603e-9,-1.1096554862316195e-6,-5.67049305202536e-11) Dual{Cells()}(-5.917113176441603e-9,2.256189017341504e-6,1.194081594333969e-10) Dual{Cells()}(-5.917113176441603e-9,-1.1461436021963305e-6,-5.173537029933192e-11) Dual{Cells()}(-5.917113176441603e-9,-1.927839411795055e-10,-9.505917676289069e-15) Dual{Cells()}(-5.969943368289465e-9,-6.386721846026795e-13,-2.801139509243083e-17) Dual{Cells()}(-5.969943368289465e-9,-1.9977333462892842e-10,-8.785723560181966e-15) Dual{Cells()}(-5.969943368289465e-9,-1.1461436021963305e-6,-5.4025082403412855e-11) Dual{Cells()}(-5.969943368289465e-9,2.9252543373071486e-6,1.400969988899002e-10) Dual{Cells()}(-5.969943368289465e-9,-1.7787143437329571e-6,-7.398425537515802e-11) Dual{Cells()}(-5.969943368289465e-9,-1.9597937104714783e-10,-8.575276452906682e-15) Dual{Cells()}(1.0981412320945313e-21,-1.7243314421088006e-13,-6.6925789011461455e-18) Dual{Cells()}(1.0981412320945313e-21,-5.328836499982466e-11,-2.0720365666017504e-15) Dual{Cells()}(1.0981412320945313e-21,-1.7787143437329571e-6,-7.898780450778144e-11) Dual{Cells()}(1.0981412320945313e-21,5.4955157571832586e-6,2.1900835436072046e-10) Dual{Cells()}(1.0981412320945313e-21,-3.7166956751822544e-6,-1.3595772144604043e-10) Dual{Cells()}(1.0981412320945313e-21,-5.227746990265583e-11,-2.025774704135093e-15) Dual{Cells()}(-8.364978651128999e-21,-1.7356910368101307e-13,-6.3176935310541435e-18) Dual{Cells()}(-8.364978651128999e-21,-5.3463196883437204e-11,-1.9485121641084185e-15) Dual{Cells()}(-8.364978651128999e-21,-3.7166956751822544e-6,-1.4292342344341966e-10) Dual{Cells()}(-8.364978651128999e-21,7.4532649944745275e-6,2.7326355011170024e-10) Dual{Cells()}(-8.364978651128999e-21,-3.736463233739597e-6,-1.2728212677708529e-10) Dual{Cells()}(-8.364978651128999e-21,-5.244878668914369e-11,-1.9068512871554208e-15) Dual{Cells()}(7.114662035718853e-22,-1.7426176549921038e-13,-5.931189611867871e-18) Dual{Cells()}(7.114662035718853e-22,-5.35002803266707e-11,-1.8222054700539696e-15) Dual{Cells()}(7.114662035718853e-22,-3.736463233739597e-6,-1.3520193948435778e-10) Dual{Cells()}(7.114662035718853e-22,4.906216497283681e-6,1.6215434422131181e-10) Dual{Cells()}(7.114662035718853e-22,-1.1696471036015324e-6,-2.1557799833438205e-11) Dual{Cells()}(7.114662035718853e-22,-5.248540045994728e-11,-1.7852161493818925e-15) Dual{Cells()}(5.711846428386063e-9,-4.75638796081158e-13,-1.2419731685691051e-17) Dual{Cells()}(5.711846428386063e-9,-1.4409668999286876e-10,-3.754158881087871e-15) Dual{Cells()}(5.711846428386063e-9,-1.1696471036015324e-6,-3.276512012850658e-11) Dual{Cells()}(5.711846428386063e-9,1.8403501932342163e-6,4.68284700684267e-11) Dual{Cells()}(5.711846428386063e-9,-6.704171380999512e-7,-7.935757932162748e-12) Dual{Cells()}(5.711846428386063e-9,-1.4137920394371102e-10,-3.698357370740284e-15) Dual{Cells()}(5.9269889187642254e-9,-4.443223107323817e-13,-7.802615854607349e-18) Dual{Cells()}(5.9269889187642254e-9,-1.315140446665171e-10,-2.2887031557059805e-15) Dual{Cells()}(5.9269889187642254e-9,-6.704171380999512e-7,-1.7266329982809723e-11) Dual{Cells()}(5.9269889187642254e-9,1.294789196966365e-6,2.7746361198881103e-11) Dual{Cells()}(5.9269889187642254e-9,-6.241110061935768e-7,-6.060723960648224e-12) Dual{Cells()}(5.9269889187642254e-9,-1.2909430585955953e-10,-2.2842017384756837e-15) Dual{Cells()}(6.087336404575951e-9,-4.1228899119760525e-13,-5.423434804982415e-18) Dual{Cells()}(6.087336404575951e-9,-1.1924974435109315e-10,-1.5428282279689705e-15) Dual{Cells()}(6.087336404575951e-9,-6.241110061935768e-7,-1.1716468338454179e-11) Dual{Cells()}(6.087336404575951e-9,6.243477949691574e-7,1.4246066958147773e-11) Dual{Cells()}(6.087336404575951e-9,-1.1712674223819923e-10,-1.5623622056681545e-15) Dual{Cells()}(5.419720573128733e-9,-4.395198210311215e-13,-6.7358502501220744e-18) Dual{Cells()}(5.419720573128733e-9,-1.2319410364099e-10,-1.9013119965045255e-15) Dual{Cells()}(5.419720573128733e-9,6.636276255717964e-7,1.6821927941267027e-11) Dual{Cells()}(5.419720573128733e-9,-6.633830657340884e-7,-1.3222166520940233e-11) Dual{Cells()}(5.419720573128733e-9,-1.2092621424601767e-10,-1.8377529934036656e-15) Dual{Cells()}(5.423771562915668e-9,-4.709631464029104e-13,-8.949360620393159e-18) Dual{Cells()}(5.423771562915668e-9,-1.2909077224526608e-10,-2.4633214752406685e-15) Dual{Cells()}(5.423771562915668e-9,-6.633830657340884e-7,-8.505095256905222e-12) Dual{Cells()}(5.423771562915668e-9,1.375048000242009e-6,3.209919480765504e-11) Dual{Cells()}(5.423771562915668e-9,-7.114086130305765e-7,-1.8532041796693512e-11) Dual{Cells()}(5.423771562915668e-9,-1.2675974195256497e-10,-2.396459784491582e-15) Dual{Cells()}(5.387155676357044e-9,-5.054962865730828e-13,-1.32047272526175e-17) Dual{Cells()}(5.387155676357044e-9,-1.355311005641337e-10,-3.544581879453616e-15) Dual{Cells()}(5.387155676357044e-9,-7.114086130305765e-7,-1.0466394711818227e-11) Dual{Cells()}(5.387155676357044e-9,1.9598465231906965e-6,5.146818005758771e-11) Dual{Cells()}(5.387155676357044e-9,-1.248168747908526e-6,-3.464028838579858e-11) Dual{Cells()}(5.387155676357044e-9,-1.3312565474342058e-10,-3.472026941684396e-15) Dual{Cells()}(5.500304767531896e-22,-1.8760190596469594e-13,-6.139592104650337e-18) Dual{Cells()}(5.500304767531896e-22,-4.967615861118776e-11,-1.6252478851183478e-15) Dual{Cells()}(5.500304767531896e-22,-1.248168747908526e-6,-2.4430665328062548e-11) Dual{Cells()}(5.500304767531896e-22,5.2812311451008775e-6,1.6842528186448808e-10) Dual{Cells()}(5.500304767531896e-22,-4.032963733623508e-6,-1.3923174230661843e-10) Dual{Cells()}(5.500304767531896e-22,-4.8799808325843576e-11,-1.59732272047893e-15) Dual{Cells()}(4.333053160714056e-22,-1.8779915871109578e-13,-6.513958173955089e-18) Dual{Cells()}(4.333053160714056e-22,-4.9576692089213305e-11,-1.7185442342697784e-15) Dual{Cells()}(4.333053160714056e-22,-4.032963733623508e-6,-1.3151747442955862e-10) Dual{Cells()}(4.333053160714056e-22,8.066466343088107e-6,2.813751447637749e-10) Dual{Cells()}(4.333053160714056e-22,-4.033404142166146e-6,-1.4686781027735192e-10) Dual{Cells()}(4.333053160714056e-22,-4.8702807205257194e-11,-1.6902131009797883e-15) Dual{Cells()}(-7.653238201641135e-22,-1.87635707734191e-13,-6.880569444776252e-18) Dual{Cells()}(-7.653238201641135e-22,-4.938278212420102e-11,-1.809230058907348e-15) Dual{Cells()}(-7.653238201641135e-22,-4.033404142166146e-6,-1.3987224044947048e-10) Dual{Cells()}(-7.653238201641135e-22,5.9908928797508115e-6,2.2498158695623354e-10) Dual{Cells()}(-7.653238201641135e-22,-1.9573906543571005e-6,-8.137814342353832e-11) Dual{Cells()}(-7.653238201641135e-22,-4.851280973319325e-11,-1.7805246491717496e-15) Dual{Cells()}(-5.362567773097898e-9,-7.079814558414944e-13,-2.885120099450901e-17) Dual{Cells()}(-5.362567773097898e-9,-1.8427497131207835e-10,-7.49907182027809e-15) Dual{Cells()}(-5.362567773097898e-9,-1.9573906543571005e-6,-7.583897691067506e-11) Dual{Cells()}(-5.362567773097898e-9,3.2477687719469493e-6,1.4504955382545532e-10) Dual{Cells()}(-5.362567773097898e-9,-1.2900120967095364e-6,-5.63548157192822e-11) Dual{Cells()}(-5.362567773097898e-9,-1.8103792754438982e-10,-7.388346685425186e-15) Dual{Cells()}(-5.408350862728252e-9,-7.027011224119107e-13,-3.1722081092720193e-17) Dual{Cells()}(-5.408350862728252e-9,-1.7945536495471047e-10,-8.086611215810766e-15) Dual{Cells()}(-5.408350862728252e-9,-1.2900120967095364e-6,-5.340272189516677e-11) Dual{Cells()}(-5.408350862728252e-9,2.5746574968192885e-6,1.254892487994146e-10) Dual{Cells()}(-5.408350862728252e-9,-1.284288921214187e-6,-5.985627786902409e-11) Dual{Cells()}(-5.408350862728252e-9,-1.7632082948797147e-10,-7.975333757898667e-15) Dual{Cells()}(-5.4596236713207595e-9,-7.017197922019608e-13,-3.3277151544988246e-17) Dual{Cells()}(-5.4596236713207595e-9,-1.7585824663224282e-10,-8.323101883108033e-15) Dual{Cells()}(-5.4596236713207595e-9,-1.284288921214187e-6,-5.876680281315726e-11) Dual{Cells()}(-5.4596236713207595e-9,1.28463828907739e-6,7.032214789134863e-11) Dual{Cells()}(-5.4596236713207595e-9,-1.7280789677871946e-10,-8.212908708640427e-15) Dual{Cells()}(-6.66195624332824e-9,-6.950196351854723e-13,-3.614606954864186e-17) Dual{Cells()}(-6.66195624332824e-9,-1.6887680914219165e-10,-8.806848988364437e-15) Dual{Cells()}(-6.66195624332824e-9,1.2876403889216182e-6,7.590703784607282e-11) Dual{Cells()}(-6.66195624332824e-9,-1.2873047502860325e-6,-6.453723593629997e-11) Dual{Cells()}(-6.66195624332824e-9,-1.6606680680841923e-10,-8.61531327501065e-15) Dual{Cells()}(-6.739462510102129e-9,-7.129779398586822e-13,-3.499430128175091e-17) Dual{Cells()}(-6.739462510102129e-9,-1.700841296966912e-10,-8.368799727000743e-15) Dual{Cells()}(-6.739462510102129e-9,-1.2873047502860325e-6,-6.527928261799433e-11) Dual{Cells()}(-6.739462510102129e-9,2.614410913622574e-6,1.3740903444327052e-10) Dual{Cells()}(-6.739462510102129e-9,-1.3267680963279888e-6,-5.944484711866904e-11) Dual{Cells()}(-6.739462510102129e-9,-1.672699009160211e-10,-8.191292757072061e-15) Dual{Cells()}(-6.7914690485616e-9,-7.38428681701288e-13,-3.218815938766508e-17) Dual{Cells()}(-6.7914690485616e-9,-1.729780243348371e-10,-7.554608828889745e-15) Dual{Cells()}(-6.7914690485616e-9,-1.3267680963279888e-6,-6.214714228224826e-11) Dual{Cells()}(-6.7914690485616e-9,3.3826066477759013e-6,1.610506369506798e-10) Dual{Cells()}(-6.7914690485616e-9,-2.0554947098734682e-6,-8.49783759224943e-11) Dual{Cells()}(-6.7914690485616e-9,-1.7012512142814696e-10,-7.402446020167643e-15) Dual{Cells()}(-1.325855815235997e-22,-1.9907677241984995e-13,-7.689527727155305e-18) Dual{Cells()}(-1.325855815235997e-22,-4.6148242195608514e-11,-1.7847730683674968e-15) Dual{Cells()}(-1.325855815235997e-22,-2.0554947098734682e-6,-9.0784974986066e-11) Dual{Cells()}(-1.325855815235997e-22,6.3460340128066295e-6,2.5162248453866753e-10) Dual{Cells()}(-1.325855815235997e-22,-4.29044756768548e-6,-1.5621566704758472e-10) Dual{Cells()}(-1.325855815235997e-22,-4.5387928713647466e-11,-1.7509872527820396e-15) Dual{Cells()}(-4.6114382109293635e-21,-2.0029626973572982e-13,-7.26037361547811e-18) Dual{Cells()}(-4.6114382109293635e-21,-4.6298581292981013e-11,-1.6797156380417408e-15) Dual{Cells()}(-4.6114382109293635e-21,-4.29044756768548e-6,-1.6422117199293917e-10) Dual{Cells()}(-4.6114382109293635e-21,8.601925124648257e-6,3.1401695528064403e-10) Dual{Cells()}(-4.6114382109293635e-21,-4.311385522389999e-6,-1.4629900598779568e-10) Dual{Cells()}(-4.6114382109293635e-21,-4.553569521462289e-11,-1.6491008667449715e-15) Dual{Cells()}(4.761995583730385e-22,-2.010148984170807e-13,-6.818248463090665e-18) Dual{Cells()}(4.761995583730385e-22,-4.633231055646903e-11,-1.5722526732475532e-15) Dual{Cells()}(4.761995583730385e-22,-4.311385522389999e-6,-1.553751025790767e-10) Dual{Cells()}(4.761995583730385e-22,5.659818425693644e-6,1.864623051720764e-10) Dual{Cells()}(4.761995583730385e-22,-1.3483408009243269e-6,-2.4966444653626915e-11) Dual{Cells()}(4.761995583730385e-22,-4.556905386294644e-11,-1.5448612528752353e-15) Dual{Cells()}(6.520479696030915e-9,-5.481339909437044e-13,-1.4308048517945116e-17) Dual{Cells()}(6.520479696030915e-9,-1.2489148572588288e-10,-3.2546703557460443e-15) Dual{Cells()}(6.520479696030915e-9,-1.3483408009243269e-6,-3.7733869270794265e-11) Dual{Cells()}(6.520479696030915e-9,2.121267932548485e-6,5.410893434332374e-11) Dual{Cells()}(6.520479696030915e-9,-7.726788471817499e-7,-9.335368435411814e-12) Dual{Cells()}(6.520479696030915e-9,-1.2284482269148268e-10,-3.211081389833756e-15) Dual{Cells()}(6.751454250180011e-9,-5.121493863731425e-13,-9.049393379384702e-18) Dual{Cells()}(6.751454250180011e-9,-1.1436345209079849e-10,-2.0078275833681597e-15) Dual{Cells()}(6.751454250180011e-9,-7.726788471817499e-7,-1.991996667069192e-11) Dual{Cells()}(6.751454250180011e-9,1.4927458004612444e-6,3.222805961365276e-11) Dual{Cells()}(6.751454250180011e-9,-7.198395485917567e-7,-7.179908034969529e-12) Dual{Cells()}(6.751454250180011e-9,-1.125290862608632e-10,-1.999900293426423e-15) Dual{Cells()}(6.920871680964985e-9,-4.757953931204547e-13,-6.338276682733556e-18) Dual{Cells()}(6.920871680964985e-9,-1.0414157175168146e-10,-1.3713169110182058e-15) Dual{Cells()}(6.920871680964985e-9,-7.198395485917567e-7,-1.3579953120483049e-11) Dual{Cells()}(6.920871680964985e-9,7.200466835417483e-7,1.6584065245197194e-11) Dual{Cells()}(6.920871680964985e-9,-1.025175828468894e-10,-1.380343835877969e-15) Dual{Cells()}(6.256750926165581e-9,-5.029096351515335e-13,-7.65018926817097e-18) Dual{Cells()}(6.256750926165581e-9,-1.0710046464041527e-10,-1.6386748721836247e-15) Dual{Cells()}(6.256750926165581e-9,7.592110258387193e-7,1.915431167535285e-11) Dual{Cells()}(6.256750926165581e-9,-7.589980431506965e-7,-1.508385721815531e-11) Dual{Cells()}(6.256750926165581e-9,-1.0537931374717656e-10,-1.5929454019647445e-15) Dual{Cells()}(6.251143230101361e-9,-5.387669223923217e-13,-1.0196513669398775e-17) Dual{Cells()}(6.251143230101361e-9,-1.1252065385339081e-10,-2.136897606668036e-15) Dual{Cells()}(6.251143230101361e-9,-7.589980431506965e-7,-9.618817263429997e-12) Dual{Cells()}(6.251143230101361e-9,1.5728810952126529e-6,3.657326805093836e-11) Dual{Cells()}(6.251143230101361e-9,-8.136592491168844e-7,-2.1185482050570187e-11) Dual{Cells()}(6.251143230101361e-9,-1.107435242961535e-10,-2.08785424734562e-15) Dual{Cells()}(6.198069391440243e-9,-5.780027762095013e-13,-1.509586867644367e-17) Dual{Cells()}(6.198069391440243e-9,-1.184078621956653e-10,-3.0955881631653815e-15) Dual{Cells()}(6.198069391440243e-9,-8.136592491168844e-7,-1.1860242900202355e-11) Dual{Cells()}(6.198069391440243e-9,2.2407753118400035e-6,5.875247501268634e-11) Dual{Cells()}(6.198069391440243e-9,-1.4268805101024087e-6,-3.9615445320712265e-11) Dual{Cells()}(6.198069391440243e-9,-1.1656675573859064e-10,-3.0407061331079435e-15) Dual{Cells()}(-3.5651726739105577e-22,-2.1435187726692354e-13,-7.028093341180313e-18) Dual{Cells()}(-3.5651726739105577e-22,-4.343545073746315e-11,-1.423874479995496e-15) Dual{Cells()}(-3.5651726739105577e-22,-1.4268805101024087e-6,-2.784323055749351e-11) Dual{Cells()}(-3.5651726739105577e-22,6.034719395026903e-6,1.927749367468332e-10) Dual{Cells()}(-3.5651726739105577e-22,-4.607752471267756e-6,-1.5943693537908585e-10) Dual{Cells()}(-3.5651726739105577e-22,-4.276385412361194e-11,-1.4022708899506872e-15) Dual{Cells()}(1.3682197410609296e-21,-2.1451995850765173e-13,-7.458143726372008e-18) Dual{Cells()}(1.3682197410609296e-21,-4.3353406870450365e-11,-1.5065888145550202e-15) Dual{Cells()}(1.3682197410609296e-21,-4.607752471267756e-6,-1.5056954609116211e-10) Dual{Cells()}(1.3682197410609296e-21,9.21478517011883e-6,3.221984933430409e-10) Dual{Cells()}(1.3682197410609296e-21,-4.606946447315808e-6,-1.6819842652581228e-10) Dual{Cells()}(1.3682197410609296e-21,-4.2683608436726034e-11,-1.4845443770704172e-15) Dual{Cells()}(-2.677565063582111e-22,-2.1426945928943426e-13,-7.879071237684836e-18) Dual{Cells()}(-2.677565063582111e-22,-4.318736909811821e-11,-1.5870240643867028e-15) Dual{Cells()}(-2.677565063582111e-22,-4.606946447315808e-6,-1.6016799083857615e-10) Dual{Cells()}(-2.677565063582111e-22,6.841026048330118e-6,2.5764911719633733e-10) Dual{Cells()}(-2.677565063582111e-22,-2.2339936788572734e-6,-9.318662567731031e-11) Dual{Cells()}(-2.677565063582111e-22,-4.252051847898794e-11,-1.5645650916716383e-15) Dual{Cells()}(-6.187259440497707e-9,-8.076724288738403e-13,-3.303385901330494e-17) Dual{Cells()}(-6.187259440497707e-9,-1.612182986900733e-10,-6.586974602989484e-15) Dual{Cells()}(-6.187259440497707e-9,-2.2339936788572734e-6,-8.685350629624049e-11) Dual{Cells()}(-6.187259440497707e-9,3.7047932466294106e-6,1.6603048321374476e-10) Dual{Cells()}(-6.187259440497707e-9,-1.470478806212919e-6,-6.448372114297021e-11) Dual{Cells()}(-6.187259440497707e-9,-1.5873558809882947e-10,-6.499378765227687e-15) Dual{Cells()}(-6.233815967916535e-9,-8.003581816284837e-13,-3.629530924832733e-17) Dual{Cells()}(-6.233815967916535e-9,-1.5711778061525387e-10,-7.115395426101802e-15) Dual{Cells()}(-6.233815967916535e-9,-1.470478806212919e-6,-6.112757736881731e-11) Dual{Cells()}(-6.233815967916535e-9,2.9325384679511504e-6,1.435113562526271e-10) Dual{Cells()}(-6.233815967916535e-9,-1.4617470329683321e-6,-6.84386634992273e-11) Dual{Cells()}(-6.233815967916535e-9,-1.5471063110191574e-10,-7.0263119325623236e-15) Dual{Cells()}(-6.284835575215444e-9,-7.981059438196005e-13,-3.8038452865798394e-17) Dual{Cells()}(-6.284835575215444e-9,-1.541056261206754e-10,-7.333770018125671e-15) Dual{Cells()}(-6.284835575215444e-9,-1.4617470329683321e-6,-6.721253212782896e-11) Dual{Cells()}(-6.284835575215444e-9,1.4620536959707114e-6,8.035196926933478e-11) Dual{Cells()}(-6.284835575215444e-9,-1.5175927031478713e-10,-7.2449160855963e-15) Dual{Cells()}(-7.483060087159924e-9,-7.914906214193541e-13,-4.090890058173906e-17) Dual{Cells()}(-7.483060087159924e-9,-1.487430596822148e-10,-7.701465624095077e-15) Dual{Cells()}(-7.483060087159924e-9,1.465258893827631e-6,8.592049868629377e-11) Dual{Cells()}(-7.483060087159924e-9,-1.4649627977047068e-6,-7.296217335924387e-11) Dual{Cells()}(-7.483060087159924e-9,-1.465615726205533e-10,-7.556936807535809e-15) Dual{Cells()}(-7.560489061622687e-9,-8.107092657094197e-13,-3.956844857695275e-17) Dual{Cells()}(-7.560489061622687e-9,-1.4990766564653387e-10,-7.328180911471446e-15) Dual{Cells()}(-7.560489061622687e-9,-1.4649627977047068e-6,-7.384551161058157e-11) Dual{Cells()}(-7.560489061622687e-9,2.97264982979421e-6,1.5539685147221115e-10) Dual{Cells()}(-7.560489061622687e-9,-1.5073885942425276e-6,-6.714972751292292e-11) Dual{Cells()}(-7.560489061622687e-9,-1.4771947206271548e-10,-7.193706701294606e-15) Dual{Cells()}(-7.611832644819447e-9,-8.381690085488053e-13,-3.637058552123019e-17) Dual{Cells()}(-7.611832644819447e-9,-1.5251660050092332e-10,-6.6260588530275634e-15) Dual{Cells()}(-7.611832644819447e-9,-1.5073885942425276e-6,-7.0262664805408e-11) Dual{Cells()}(-7.611832644819447e-9,3.839947770274131e-6,1.819921515613807e-10) Dual{Cells()}(-7.611832644819447e-9,-2.332255525526488e-6,-9.596728817196758e-11) Dual{Cells()}(-7.611832644819447e-9,-1.502957356054897e-10,-6.509960547412006e-15) Dual{Cells()}(-1.705226370429531e-21,-2.2571757569724352e-13,-8.687644293515292e-18) Dual{Cells()}(-1.705226370429531e-21,-4.0694429943386126e-11,-1.567464663609134e-15) Dual{Cells()}(-1.705226370429531e-21,-2.332255525526488e-6,-1.0257403559668831e-10) Dual{Cells()}(-1.705226370429531e-21,7.196461421991425e-6,2.842221054404511e-10) Dual{Cells()}(-1.705226370429531e-21,-4.864124874120639e-6,-1.764672444589632e-10) Dual{Cells()}(-1.705226370429531e-21,-4.010219677913975e-11,-1.5414767715081594e-15) Dual{Cells()}(3.9338900475432036e-22,-2.2702142463589138e-13,-8.204004244044744e-18) Dual{Cells()}(3.9338900475432036e-22,-4.082634642939628e-11,-1.4760949397121914e-15) Dual{Cells()}(3.9338900475432036e-22,-4.864124874120639e-6,-1.8550948430048765e-10) Dual{Cells()}(3.9338900475432036e-22,9.750442827835729e-6,3.547574860183129e-10) Dual{Cells()}(3.9338900475432036e-22,-4.886236668321292e-6,-1.6531248181941016e-10) Dual{Cells()}(3.9338900475432036e-22,-4.023202594365787e-11,-1.4524304329729788e-15) Dual{Cells()}(-2.074967218511498e-22,-2.277668404374279e-13,-7.706017038719845e-18) Dual{Cells()}(-2.074967218511498e-22,-4.085726081302519e-11,-1.3826077807612703e-15) Dual{Cells()}(-2.074967218511498e-22,-4.886236668321292e-6,-1.7554163312058797e-10) Dual{Cells()}(-2.074967218511498e-22,6.413356995628904e-6,2.1076871170368172e-10) Dual{Cells()}(-2.074967218511498e-22,-1.527038979761551e-6,-2.838085508571988e-11) Dual{Cells()}(-2.074967218511498e-22,-4.026251840720883e-11,-1.3613078782791374e-15) Dual{Cells()}(7.327673603599789e-9,-6.206334409352611e-13,-1.6195476750607545e-17) Dual{Cells()}(7.327673603599789e-9,-1.102027614461896e-10,-2.8724771135199567e-15) Dual{Cells()}(7.327673603599789e-9,-1.527038979761551e-6,-4.2704350182507995e-11) Dual{Cells()}(7.327673603599789e-9,2.4022167728579405e-6,6.139695345876574e-11) Dual{Cells()}(7.327673603599789e-9,-8.749583646286741e-7,-1.0739673861361213e-11) Dual{Cells()}(7.327673603599789e-9,-1.0860507282831165e-10,-2.8372186385183404e-15) Dual{Cells()}(7.574539182318279e-9,-5.799790572169224e-13,-1.0291072162344777e-17) Dual{Cells()}(7.574539182318279e-9,-1.0117140748423264e-10,-1.7879268081892278e-15) Dual{Cells()}(7.574539182318279e-9,-8.749583646286741e-7,-2.2575161404005764e-11) Dual{Cells()}(7.574539182318279e-9,1.6907576693892894e-6,3.671771274810414e-11) Dual{Cells()}(7.574539182318279e-9,-8.15597822361598e-7,-8.3043017355962e-12) Dual{Cells()}(7.574539182318279e-9,-9.973101247564496e-11,-1.7790102431730112e-15) Dual{Cells()}(7.75313850483639e-9,-5.39284375393867e-13,-7.245709138386558e-18) Dual{Cells()}(7.75313850483639e-9,-9.243055495493443e-11,-1.2330857100603933e-15) Dual{Cells()}(7.75313850483639e-9,-8.15597822361598e-7,-1.544657256523301e-11) Dual{Cells()}(7.75313850483639e-9,8.157819380871817e-7,1.892734581967016e-11) Dual{Cells()}(7.75313850483639e-9,-9.114588625340571e-11,-1.236848599835296e-15) Dual{Cells()}(7.09210302882384e-9,-5.663001952495734e-13,-8.558956388176205e-18) Dual{Cells()}(7.09210302882384e-9,-9.472659493298223e-11,-1.4398083850093763e-15) Dual{Cells()}(7.09210302882384e-9,8.548354072015961e-7,2.1491517049186755e-11) Dual{Cells()}(7.09210302882384e-9,-8.546467387072494e-7,-1.6948118365842158e-11) Dual{Cells()}(7.09210302882384e-9,-9.33755992185037e-11,-1.4056459356339466e-15) Dual{Cells()}(7.076795809951696e-9,-6.065733472077866e-13,-1.1439597798484985e-17) Dual{Cells()}(7.076795809951696e-9,-9.972028050925803e-11,-1.8868985625965122e-15) Dual{Cells()}(7.076795809951696e-9,-8.546467387072494e-7,-1.0737239279770968e-11) Dual{Cells()}(7.076795809951696e-9,1.770768329602954e-6,4.105441802835653e-11) Dual{Cells()}(7.076795809951696e-9,-9.159229437336367e-7,-2.3839915171324874e-11) Dual{Cells()}(7.076795809951696e-9,-9.832030821153878e-11,-1.8495476679796088e-15) Dual{Cells()}(7.007272518617106e-9,-6.505097386238944e-13,-1.698551385282407e-17) Dual{Cells()}(7.007272518617106e-9,-1.0512440240884224e-10,-2.7474013749195995e-15) Dual{Cells()}(7.007272518617106e-9,-9.159229437336367e-7,-1.3258450244290715e-11) Dual{Cells()}(7.007272518617106e-9,2.5217239887481767e-6,6.604173068864229e-11) Dual{Cells()}(7.007272518617106e-9,-1.6055916003617288e-6,-4.4590611994999114e-11) Dual{Cells()}(7.007272518617106e-9,-1.03669740663994e-10,-2.7043599713049925e-15) Dual{Cells()}(-1.425331554037601e-22,-2.411014836247709e-13,-7.916716656521293e-18) Dual{Cells()}(-1.425331554037601e-22,-3.858718750962532e-11,-1.2667489564240244e-15) Dual{Cells()}(-1.425331554037601e-22,-1.6055916003617288e-6,-3.125956732898209e-11) Dual{Cells()}(-1.425331554037601e-22,6.788167711187192e-6,2.1711479269576753e-10) Dual{Cells()}(-1.425331554037601e-22,-5.182499226372485e-6,-1.796299505056185e-10) Dual{Cells()}(-1.425331554037601e-22,-3.805616398522543e-11,-1.2494609248928441e-15) Dual{Cells()}(1.2851943143534037e-21,-2.41240373408669e-13,-8.402611672891762e-18) Dual{Cells()}(1.2851943143534037e-21,-3.851779079950181e-11,-1.34099493666076e-15) Dual{Cells()}(1.2851943143534037e-21,-5.182499226372485e-6,-1.696117223502952e-10) Dual{Cells()}(1.2851943143534037e-21,1.0363032140581553e-5,3.629968317862045e-10) Dual{Cells()}(1.2851943143534037e-21,-5.1804561670003165e-6,-1.8951423858507183e-10) Dual{Cells()}(1.2851943143534037e-21,-3.798817757895868e-11,-1.323265748167661e-15) Dual{Cells()}(-1.1520772046627534e-21,-2.4090285880177863e-13,-8.87800130853433e-18) Dual{Cells()}(-1.1520772046627534e-21,-3.83728244253296e-11,-1.4132200034485278e-15) Dual{Cells()}(-1.1520772046627534e-21,-5.1804561670003165e-6,-1.8045081803012057e-10) Dual{Cells()}(-1.1520772046627534e-21,7.691140336259382e-6,2.902934114615436e-10) Dual{Cells()}(-1.1520772046627534e-21,-2.510607709973458e-6,-1.0498547990716668e-10) Dual{Cells()}(-1.1520772046627534e-21,-3.784555832447925e-11,-1.3950723847588395e-15) Dual{Cells()}(-7.010420111483613e-9,-9.073630720414191e-13,-3.7219015388225244e-17) Dual{Cells()}(-7.010420111483613e-9,-1.4328955711069096e-10,-5.8716749302602524e-15) Dual{Cells()}(-7.010420111483613e-9,-2.510607709973458e-6,-9.785950875599062e-11) Dual{Cells()}(-7.010420111483613e-9,4.161860129068182e-6,1.8699516968042778e-10) Dual{Cells()}(-7.010420111483613e-9,-1.6509668961547761e-6,-7.26052459273287e-11) Dual{Cells()}(-7.010420111483613e-9,-1.4132601976488768e-10,-5.800240819204405e-15) Dual{Cells()}(-7.057524518315605e-9,-8.980176161719827e-13,-4.087157056443967e-17) Dual{Cells()}(-7.057524518315605e-9,-1.3972697482212997e-10,-6.35119094417912e-15) Dual{Cells()}(-7.057524518315605e-9,-1.6509668961547761e-6,-6.88454301774434e-11) Dual{Cells()}(-7.057524518315605e-9,3.2904878297939895e-6,1.6151738290986197e-10) Dual{Cells()}(-7.057524518315605e-9,-1.6392424868910449e-6,-7.701197670401425e-11) Dual{Cells()}(-7.057524518315605e-9,-1.378217557300876e-10,-6.2778483032944665e-15) Dual{Cells()}(-7.108178853289524e-9,-8.944972727996093e-13,-4.280281367195761e-17) Dual{Cells()}(-7.108178853289524e-9,-1.3714447442436836e-10,-6.5532426496268935e-15) Dual{Cells()}(-7.108178853289524e-9,-1.6392424868910449e-6,-7.564915248024145e-11) Dual{Cells()}(-7.108178853289524e-9,1.639515811087258e-6,9.037313104969075e-11) Dual{Cells()}(-7.108178853289524e-9,-1.3528522451597388e-10,-6.4796754708864616e-15) Dual{Cells()}(-8.312780265754854e-9,-8.878422482056699e-13,-4.566498074096336e-17) Dual{Cells()}(-8.312780265754854e-9,-1.3287049776697717e-10,-6.844792196541949e-15) Dual{Cells()}(-8.312780265754854e-9,1.6425616873784317e-6,9.596901977347657e-11) Dual{Cells()}(-8.312780265754854e-9,-1.6422968082006649e-6,-8.142738145658273e-11) Dual{Cells()}(-8.312780265754854e-9,-1.3112083775170402e-10,-6.7345350267021694e-15) Dual{Cells()}(-8.39051395057432e-9,-9.083411940631236e-13,-4.413679433625293e-17) Dual{Cells()}(-8.39051395057432e-9,-1.339874988377131e-10,-6.519792919114467e-15) Dual{Cells()}(-8.39051395057432e-9,-1.6422968082006649e-6,-8.2446317663534e-11) Dual{Cells()}(-8.39051395057432e-9,3.3303373535589714e-6,1.7345433712666084e-10) Dual{Cells()}(-8.39051395057432e-9,-1.6877734179340755e-6,-7.489066210492953e-11) Dual{Cells()}(-8.39051395057432e-9,-1.3223158419910266e-10,-6.416899776683765e-15) Dual{Cells()}(-8.441183220133778e-9,-9.378494409037924e-13,-4.0549355920931665e-17) Dual{Cells()}(-8.441183220133778e-9,-1.3637002692872649e-10,-5.90253991207579e-15) Dual{Cells()}(-8.441183220133778e-9,-1.6877734179340755e-6,-7.840713367823106e-11) Dual{Cells()}(-8.441183220133778e-9,4.2968289042107155e-6,2.030104901962252e-10) Dual{Cells()}(-8.441183220133778e-9,-2.608783589792518e-6,-1.070013090460815e-10) Dual{Cells()}(-8.441183220133778e-9,-1.3458860775276e-10,-5.813171196059078e-15) Dual{Cells()}(-5.760554448272475e-21,-2.523510275044121e-13,-9.685468466456646e-18) Dual{Cells()}(-5.760554448272475e-21,-3.639161156523057e-11,-1.3977030416735326e-15) Dual{Cells()}(-5.760554448272475e-21,-2.608783589792518e-6,-1.1440346653919798e-10) Dual{Cells()}(-5.760554448272475e-21,8.046443959383483e-6,3.169396426905634e-10) Dual{Cells()}(-5.760554448272475e-21,-5.437587808777058e-6,-1.96789128622875e-10) Dual{Cells()}(-5.760554448272475e-21,-3.591685131480439e-11,-1.377545260276882e-15) Dual{Cells()}(1.175052065397057e-21,-2.537426545721481e-13,-9.147717722616359e-18) Dual{Cells()}(1.175052065397057e-21,-3.650983334628202e-11,-1.3168248391098477e-15) Dual{Cells()}(1.175052065397057e-21,-5.437587808777058e-6,-2.0687051148448095e-10) Dual{Cells()}(1.175052065397057e-21,1.0898638614278495e-5,3.956310804281324e-10) Dual{Cells()}(1.175052065397057e-21,-5.460978008351996e-6,-1.8438285873431488e-10) Dual{Cells()}(1.175052065397057e-21,-3.603357343956985e-11,-1.2983783469172705e-15) Dual{Cells()}(5.7214120031925245e-22,-2.5451759713877407e-13,-8.594270723911705e-18) Dual{Cells()}(5.7214120031925245e-22,-3.6538859317420936e-11,-1.2340532123544958e-15) Dual{Cells()}(5.7214120031925245e-22,-5.460978008351996e-6,-1.957708338677989e-10) Dual{Cells()}(5.7214120031925245e-22,7.166786942528018e-6,2.351348426829983e-10) Dual{Cells()}(5.7214120031925245e-22,-1.7057360784166583e-6,-3.1780643814117675e-11) Dual{Cells()}(5.7214120031925245e-22,-3.606238244866309e-11,-1.2173472577538293e-15) Dual{Cells()}(8.142807008435464e-9,-6.931345448504851e-13,-1.808841662304361e-17) Dual{Cells()}(8.142807008435464e-9,-9.860464529331989e-11,-2.570632253953272e-15) Dual{Cells()}(8.142807008435464e-9,-1.7057360784166583e-6,-4.767757400692679e-11) Dual{Cells()}(8.142807008435464e-9,2.683084505584154e-6,6.866437155318855e-11) Dual{Cells()}(8.142807008435464e-9,-9.771518051506786e-7,-1.2118467383214586e-11) Dual{Cells()}(8.142807008435464e-9,-9.732423697902455e-11,-2.541813518982404e-15) Dual{Cells()}(8.406550532069305e-9,-6.477419447382004e-13,-1.1543449595951127e-17) Dual{Cells()}(8.406550532069305e-9,-9.069221981510409e-11,-1.6103226969195447e-15) Dual{Cells()}(8.406550532069305e-9,-9.771518051506786e-7,-2.5224218451706495e-11) Dual{Cells()}(8.406550532069305e-9,1.888395669925284e-6,4.116767162388349e-11) Dual{Cells()}(8.406550532069305e-9,-9.110629922353919e-7,-9.40130896018627e-12) Dual{Cells()}(8.406550532069305e-9,-8.953257745376184e-11,-1.6008270992187226e-15) Dual{Cells()}(8.595091049614503e-9,-6.026019764332484e-13,-8.167003499815727e-18) Dual{Cells()}(8.595091049614503e-9,-8.30491401382155e-11,-1.1183123343366991e-15) Dual{Cells()}(8.595091049614503e-9,-9.110629922353919e-7,-1.7298924913275487e-11) Dual{Cells()}(8.595091049614503e-9,9.112286516730656e-7,2.1243287987812392e-11) Dual{Cells()}(8.595091049614503e-9,-8.200769555912586e-11,-1.1181635424940293e-15) Dual{Cells()}(7.935058750640738e-9,-6.298964763546518e-13,-9.497500596220096e-18) Dual{Cells()}(7.935058750640738e-9,-8.4913813435139e-11,-1.2833543702515767e-15) Dual{Cells()}(7.935058750640738e-9,9.506588203281523e-7,2.3840275294272866e-11) Dual{Cells()}(7.935058750640738e-9,-9.504889993411275e-7,-1.8829991098846948e-11) Dual{Cells()}(7.935058750640738e-9,-8.427727711332571e-11,-1.3103544083196865e-15) Dual{Cells()}(7.909709090840187e-9,-6.745480218534361e-13,-1.2710827461698744e-17) Dual{Cells()}(7.909709090840187e-9,-8.953842614229099e-11,-1.6890116479845356e-15) Dual{Cells()}(7.909709090840187e-9,-9.504889993411275e-7,-1.1867125418074828e-11) Dual{Cells()}(7.909709090840187e-9,1.9690146028343223e-6,4.557023502050288e-11) Dual{Cells()}(7.909709090840187e-9,-1.018346675394744e-6,-2.6517654673186148e-11) Dual{Cells()}(7.909709090840187e-9,-8.871512428664645e-11,-1.7135141066778635e-15) Dual{Cells()}(7.82319874412275e-9,-7.23100833822023e-13,-1.8899026163691553e-17) Dual{Cells()}(7.82319874412275e-9,-9.452516223403673e-11,-2.4698503418755306e-15) Dual{Cells()}(7.82319874412275e-9,-1.018346675394744e-6,-1.467360419795928e-11) Dual{Cells()}(7.82319874412275e-9,2.803009725029412e-6,7.340013655878727e-11) Dual{Cells()}(7.82319874412275e-9,-1.7844743358463003e-6,-4.961356227677506e-11) Dual{Cells()}(7.82319874412275e-9,-9.346552529992191e-11,-2.489056623448902e-15) Dual{Cells()}(1.334586246159161e-21,-2.6785234049705666e-13,-8.812551265556135e-18) Dual{Cells()}(1.334586246159161e-21,-3.4712389117989034e-11,-1.1410249828757802e-15) Dual{Cells()}(1.334586246159161e-21,-1.7844743358463003e-6,-3.4721603164097536e-11) Dual{Cells()}(1.334586246159161e-21,7.541694060803634e-6,2.4169067974377615e-10) Dual{Cells()}(1.334586246159161e-21,-5.757150462270109e-6,-2.0000553424564657e-10) Dual{Cells()}(1.334586246159161e-21,-3.4282445765860815e-11,-1.1463988695710485e-15) Dual{Cells()}(-9.710332987483946e-22,-2.6795348447953896e-13,-9.353941299218318e-18) Dual{Cells()}(-9.710332987483946e-22,-3.465173789441132e-11,-1.2083820511710748e-15) Dual{Cells()}(-9.710332987483946e-22,-5.757150462270109e-6,-1.888420828673566e-10) Dual{Cells()}(-9.710332987483946e-22,1.151088229293926e-5,4.041751298842115e-10) Dual{Cells()}(-9.710332987483946e-22,-5.753662698219074e-6,-2.1101932127216127e-10) Dual{Cells()}(-9.710332987483946e-22,-3.4212758698459774e-11,-1.2134713950583756e-15) Dual{Cells()}(7.428970473649829e-22,-2.675203304155149e-13,-9.883464706346218e-18) Dual{Cells()}(7.428970473649829e-22,-3.45223513190113e-11,-1.2739225824146292e-15) Dual{Cells()}(7.428970473649829e-22,-5.753662698219074e-6,-2.00930970134445e-10) Dual{Cells()}(7.428970473649829e-22,8.540594408575478e-6,3.232310325713811e-10) Dual{Cells()}(7.428970473649829e-22,-2.7868628447292825e-6,-1.1687494154771817e-10) Dual{Cells()}(7.428970473649829e-22,-3.407575547134541e-11,-1.2787417136681459e-15) Dual{Cells()}(-7.841541195006714e-9,-1.0069266104476038e-12,-4.1426747121407066e-17) Dual{Cells()}(-7.841541195006714e-9,-1.2893613206458004e-10,-5.297316388903438e-15) Dual{Cells()}(-7.841541195006714e-9,-2.7868628447292825e-6,-1.0896949851373414e-10) Dual{Cells()}(-7.841541195006714e-9,4.618221360009169e-6,2.0812608942076209e-10) Dual{Cells()}(-7.841541195006714e-9,-1.8311013674816912e-6,-8.079023239150633e-11) Dual{Cells()}(-7.841541195006714e-9,-1.2720473952010127e-10,-5.313754736651784e-15) Dual{Cells()}(-7.889295822408935e-9,-9.954792458031405e-13,-4.5468459340304125e-17) Dual{Cells()}(-7.889295822408935e-9,-1.2578141837225512e-10,-5.736076751847222e-15) Dual{Cells()}(-7.889295822408935e-9,-1.8311013674816912e-6,-7.663862913865179e-11) Dual{Cells()}(-7.889295822408935e-9,3.6476133147452266e-6,1.7966428255909234e-10) Dual{Cells()}(-7.889295822408935e-9,-1.8162611354596507e-6,-8.56548181456833e-11) Dual{Cells()}(-7.889295822408935e-9,-1.24034906266621e-10,-5.750526292041521e-15) Dual{Cells()}(-7.93941758343376e-9,-9.906545893448869e-13,-4.758695474639598e-17) Dual{Cells()}(-7.93941758343376e-9,-1.2352182563120438e-10,-5.923741357679561e-15) Dual{Cells()}(-7.93941758343376e-9,-1.8162611354596507e-6,-8.41628897024436e-11) Dual{Cells()}(-7.93941758343376e-9,1.8165074312414623e-6,1.0046411881947307e-10) Dual{Cells()}(-7.93941758343376e-9,-1.2178330159101941e-10,-5.93730082360102e-15) Dual{Cells()}(-9.14204978022521e-9,-9.841827526363332e-13,-5.042476315103211e-17) Dual{Cells()}(-9.14204978022521e-9,-1.2005588731695517e-10,-6.1602849114910464e-15) Dual{Cells()}(-9.14204978022521e-9,1.819873241447194e-6,1.0601476340205193e-10) Dual{Cells()}(-9.14204978022521e-9,-1.8196335755089491e-6,-8.988982186162191e-11) Dual{Cells()}(-9.14204978022521e-9,-1.1862586817529614e-10,-6.071989957526679e-15) Dual{Cells()}(-9.22020474355052e-9,-1.0059623385508197e-12,-4.8708841887689986e-17) Dual{Cells()}(-9.22020474355052e-9,-1.2112146214760337e-10,-5.872668022174726e-15) Dual{Cells()}(-9.22020474355052e-9,-1.8196335755089491e-6,-9.104401392994841e-11) Dual{Cells()}(-9.22020474355052e-9,3.6880320720735762e-6,1.915068049044911e-10) Dual{Cells()}(-9.22020474355052e-9,-1.8681566842221979e-6,-8.262967979253864e-11) Dual{Cells()}(-9.22020474355052e-9,-1.196849179432002e-10,-5.790070050341706e-15) Dual{Cells()}(-9.270279782699558e-9,-1.037521954998039e-12,-4.473135505796514e-17) Dual{Cells()}(-9.270279782699558e-9,-1.2331296244603918e-10,-5.321992134682555e-15) Dual{Cells()}(-9.270279782699558e-9,-1.8681566842221979e-6,-8.654904081045228e-11) Dual{Cells()}(-9.270279782699558e-9,4.753707290136822e-6,2.2402394797444296e-10) Dual{Cells()}(-9.270279782699558e-9,-2.8853044008975826e-6,-1.180329592736386e-10) Dual{Cells()}(-9.270279782699558e-9,-1.2185453264067344e-10,-5.249948604180846e-15) Dual{Cells()}(-1.570171202413063e-20,-2.7898324221107434e-13,-1.068393997019599e-17) Dual{Cells()}(-1.570171202413063e-20,-3.291131704231758e-11,-1.261216367937649e-15) Dual{Cells()}(-1.570171202413063e-20,-2.8853044008975826e-6,-1.262296566563461e-10) Dual{Cells()}(-1.570171202413063e-20,8.896389985695617e-6,3.49650202157158e-10) Dual{Cells()}(-1.570171202413063e-20,-6.01101987197974e-6,-2.171071550906004e-10) Dual{Cells()}(-1.570171202413063e-20,-3.2522518010904936e-11,-1.2448915693476131e-15) Dual{Cells()}(4.431330133862312e-21,-2.804630558201651e-13,-1.009194850197962e-17) Dual{Cells()}(4.431330133862312e-21,-3.3018481563041236e-11,-1.18865036273349e-15) Dual{Cells()}(4.431330133862312e-21,-6.01101987197974e-6,-2.2822686688612275e-10) Dual{Cells()}(4.431330133862312e-21,1.2046774673080905e-5,4.3649700427818973e-10) Dual{Cells()}(4.431330133862312e-21,-6.035688873713684e-6,-2.0345017607439756e-10) Dual{Cells()}(4.431330133862312e-21,-3.2628442861960843e-11,-1.1736715017983476e-15) Dual{Cells()}(-8.869702612041262e-22,-2.8126788993856966e-13,-9.482899340114085e-18) Dual{Cells()}(-8.869702612041262e-22,-3.304579396947171e-11,-1.1143707655842024e-15) Dual{Cells()}(-8.869702612041262e-22,-6.035688873713684e-6,-2.1599616121577102e-10) Dual{Cells()}(-8.869702612041262e-22,7.920186106965348e-6,2.5949778237891997e-10) Dual{Cells()}(-8.869702612041262e-22,-1.8844312506388964e-6,-3.518113040329059e-11) Dual{Cells()}(-8.869702612041262e-22,-3.265555090758404e-11,-1.100762087998135e-15) Dual{Cells()}(8.957545103503828e-9,-7.656362992627379e-13,-1.9980729360296968e-17) Dual{Cells()}(8.957545103503828e-9,-8.921481282052638e-11,-2.3260107620879318e-15) Dual{Cells()}(8.957545103503828e-9,-1.8844312506388964e-6,-5.2650609778180284e-11) Dual{Cells()}(8.957545103503828e-9,2.9639548419694244e-6,7.593253274642434e-11) Dual{Cells()}(8.957545103503828e-9,-1.0793454454963975e-6,-1.3497790308392664e-11) Dual{Cells()}(8.957545103503828e-9,-8.816538501060449e-11,-2.3020897958489634e-15) Dual{Cells()}(9.238212870251263e-9,-7.154990539312897e-13,-1.2792832614013474e-17) Dual{Cells()}(9.238212870251263e-9,-8.217849661514301e-11,-1.464139597461471e-15) Dual{Cells()}(9.238212870251263e-9,-1.0793454454963975e-6,-2.787320752999734e-11) Dual{Cells()}(9.238212870251263e-9,2.086034476617779e-6,4.561853647697972e-11) Dual{Cells()}(9.238212870251263e-9,-1.0065249114471793e-6,-1.0499038193874323e-11) Dual{Cells()}(9.238212870251263e-9,-8.122567853329077e-11,-1.4555168232457794e-15) Dual{Cells()}(9.436756891342492e-9,-6.658990660293913e-13,-9.084017476866218e-18) Dual{Cells()}(9.436756891342492e-9,-7.539248217172809e-11,-1.0220594635549997e-15) Dual{Cells()}(9.436756891342492e-9,-1.0065249114471793e-6,-1.915158918565469e-11) Dual{Cells()}(9.436756891342492e-9,1.0066755039189568e-6,2.3559992477168096e-11) Dual{Cells()}(9.436756891342492e-9,-7.453409053999697e-11,-1.0208883460346031e-15) Dual{Cells()}(-2.62749084512898e-16,-7.962469687508812e-13,-2.493728040047979e-17) Dual{Cells()}(-2.62749084512898e-16,-8.837467099232086e-11,-2.767605879332213e-15) Dual{Cells()}(-2.62749084512898e-16,1.1660051214711436e-6,4.970542144006045e-11) Dual{Cells()}(-2.62749084512898e-16,-1.1658285906305176e-6,-3.6510132815827814e-11) Dual{Cells()}(-2.62749084512898e-16,-8.735992266488415e-11,-2.735847222648363e-15) Dual{Cells()}(-2.593526734114026e-16,-8.018417864269148e-13,-2.5112501815592046e-17) Dual{Cells()}(-2.593526734114026e-16,-8.775477422056346e-11,-2.7481927416504616e-15) Dual{Cells()}(-2.593526734114026e-16,-1.1658285906305176e-6,-3.651013284717194e-11) Dual{Cells()}(-2.593526734114026e-16,2.3399957482169483e-6,8.656384152321522e-11) Dual{Cells()}(-2.593526734114026e-16,-1.1739918468425305e-6,-3.676578060655373e-11) Dual{Cells()}(-2.593526734114026e-16,-8.675412789330359e-11,-2.7168755696534736e-15) Dual{Cells()}(-2.629723271772137e-16,-8.074366040825839e-13,-2.5287723210795086e-17) Dual{Cells()}(-2.629723271772137e-16,-8.714351130410211e-11,-2.7290499914642557e-15) Dual{Cells()}(-2.629723271772137e-16,-1.1739918468425305e-6,-3.676578066679144e-11) Dual{Cells()}(-2.629723271772137e-16,3.1616946005706254e-6,1.1238957665947357e-10) Dual{Cells()}(-2.629723271772137e-16,-1.9875286461050833e-6,-6.224322794261224e-11) Dual{Cells()}(-2.629723271772137e-16,-8.61566751032979e-11,-2.6981651600944932e-15) Dual{Cells()}(5.091015880524831e-23,-2.9430662162774616e-13,-9.217249179433993e-18) Dual{Cells()}(5.091015880524831e-23,-3.15129885034941e-11,-9.868838186126801e-16) Dual{Cells()}(5.091015880524831e-23,-1.9875286461050833e-6,-6.22432280329898e-11) Dual{Cells()}(5.091015880524831e-23,8.315364677609717e-6,2.639669888384793e-10) Dual{Cells()}(5.091015880524831e-23,-6.327773066683915e-6,-1.9816621092261867e-10) Dual{Cells()}(5.091015880524831e-23,-3.1157525593569716e-11,-9.75758985710923e-16) Dual{Cells()}(-1.2537375974756847e-23,-2.9459271382430597e-13,-9.226209162238143e-18) Dual{Cells()}(-1.2537375974756847e-23,-3.1482224677103536e-11,-9.859203965777715e-16) Dual{Cells()}(-1.2537375974756847e-23,-6.327773066683915e-6,-1.981662109828948e-10) Dual{Cells()}(-1.2537375974756847e-23,1.2661758813205062e-5,4.00086018085681e-10) Dual{Cells()}(-1.2537375974756847e-23,-6.333922842252366e-6,-1.983588027782944e-10) Dual{Cells()}(-1.2537375974756847e-23,-3.1127451390277754e-11,-9.748171527949054e-16) Dual{Cells()}(-2.3959895624901804e-23,-2.948788060221636e-13,-9.235169146430384e-18) Dual{Cells()}(-2.3959895624901804e-23,-3.145152084306923e-11,-9.849588530743907e-16) Dual{Cells()}(-2.3959895624901804e-23,-6.333922842252366e-6,-1.9835880280844404e-10) Dual{Cells()}(-2.3959895624901804e-23,6.333985686087191e-6,2.0192326157825296e-10) Dual{Cells()}(-2.3959895624901804e-23,-3.1097435175043335e-11,-9.738771360366728e-16) Dual{Cells()}(-2.4588157454359494e-11,-5.836535711032752e-13,-3.117948867095207e-17) Dual{Cells()}(-2.4588157454359494e-11,-2.0529893133578956e-10,-6.7491383158155364e-15) Dual{Cells()}(-2.4588157454359494e-11,1.0734634556934274e-6,6.63506064818841e-11) Dual{Cells()}(-2.4588157454359494e-11,-1.073199771156361e-6,-5.734729063534121e-11) Dual{Cells()}(-2.4588157454359494e-11,-5.780195215933987e-11,-3.140713852681659e-14) Dual{Cells()}(-2.4821068297291776e-11,-5.900044902238837e-13,-3.151864730552726e-17) Dual{Cells()}(-2.4821068297291776e-11,-2.0307010474186573e-10,-6.675974246387519e-15) Dual{Cells()}(-2.4821068297291776e-11,-1.073199771156361e-6,-5.7347424491886066e-11) Dual{Cells()}(-2.4821068297291776e-11,2.1582763641285855e-6,1.244159680996475e-10) Dual{Cells()}(-2.4821068297291776e-11,-1.084815749445809e-6,-5.796778637046776e-11) Dual{Cells()}(-2.4821068297291776e-11,-5.718341718311639e-11,-3.107033805439809e-14) Dual{Cells()}(-2.501827295798702e-11,-5.96355437503502e-13,-3.185780277908306e-17) Dual{Cells()}(-2.501827295798702e-11,-2.0088912400759145e-10,-6.6043791076684715e-15) Dual{Cells()}(-2.501827295798702e-11,-1.084815749445809e-6,-5.796792035137311e-11) Dual{Cells()}(-2.501827295798702e-11,1.0850738128292887e-6,6.716612262552256e-11) Dual{Cells()}(-2.501827295798702e-11,-5.6577904034750296e-11,-3.0740760029258484e-14) Dual{Cells()}(-5.942096654643941e-9,-6.105941175704949e-13,-3.1983683843040764e-17) Dual{Cells()}(-5.942096654643941e-9,-1.9156184398232903e-10,-1.0071190697237479e-14) Dual{Cells()}(-5.942096654643941e-9,1.1322454963133806e-6,6.713877498664985e-11) Dual{Cells()}(-5.942096654643941e-9,-1.1318653679871425e-6,-5.7159048557910775e-11) Dual{Cells()}(-5.942096654643941e-9,-1.8795588813817542e-10,-9.814699869988212e-15) Dual{Cells()}(-6.019878473609915e-9,-6.274484133670318e-13,-3.0997130483066917e-17) Dual{Cells()}(-6.019878473609915e-9,-1.927839411795055e-10,-9.555831827546452e-15) Dual{Cells()}(-6.019878473609915e-9,-1.1318653679871425e-6,-5.7776777431253934e-11) Dual{Cells()}(-6.019878473609915e-9,2.300973020022797e-6,1.2165816225375317e-10) Dual{Cells()}(-6.019878473609915e-9,-1.1687250627626246e-6,-5.26988562609402e-11) Dual{Cells()}(-6.019878473609915e-9,-1.891778834371097e-10,-9.319089202365098e-15) Dual{Cells()}(-6.0725974653709215e-9,-6.511435417954025e-13,-2.853320275870575e-17) Dual{Cells()}(-6.0725974653709215e-9,-1.9597937104714783e-10,-8.610272577990298e-15) Dual{Cells()}(-6.0725974653709215e-9,-1.1687250627626246e-6,-5.504036368096713e-11) Dual{Cells()}(-6.0725974653709215e-9,2.982430292245006e-6,1.4271593013729742e-10) Dual{Cells()}(-6.0725974653709215e-9,-1.813316272416165e-6,-7.535822768393998e-11) Dual{Cells()}(-6.0725974653709215e-9,-1.9232655162740567e-10,-8.408819942913637e-15) Dual{Cells()}(8.277271656804236e-21,-1.7576387571895262e-13,-6.817131293134735e-18) Dual{Cells()}(8.277271656804236e-21,-5.227746990265583e-11,-2.0311583553885684e-15) Dual{Cells()}(8.277271656804236e-21,-1.813316272416165e-6,-8.046241731215404e-11) Dual{Cells()}(8.277271656804236e-21,5.6018423142575415e-6,2.2308439166383307e-10) Dual{Cells()}(8.277271656804236e-21,-3.788422284444062e-6,-1.3848935712058982e-10) Dual{Cells()}(8.277271656804236e-21,-5.1304163535440394e-11,-1.986810436638411e-15) Dual{Cells()}(-4.437157556654263e-21,-1.7691018197232088e-13,-6.435469994409218e-18) Dual{Cells()}(-4.437157556654263e-21,-5.244878668914369e-11,-1.9102888741373166e-15) Dual{Cells()}(-4.437157556654263e-21,-3.788422284444062e-6,-1.4558521538074224e-10) Dual{Cells()}(-4.437157556654263e-21,7.596860865275164e-6,2.783566246551056e-10) Dual{Cells()}(-4.437157556654263e-21,-3.8083344830212197e-6,-1.296586023858165e-10) Dual{Cells()}(-4.437157556654263e-21,-5.1472113011242725e-11,-1.870315874135544e-15) Dual{Cells()}(1.0057829624112912e-21,-1.776060010218847e-13,-6.0420221551603265e-18) Dual{Cells()}(1.0057829624112912e-21,-5.248540045994728e-11,-1.7866904976888834e-15) Dual{Cells()}(1.0057829624112912e-21,-3.8083344830212197e-6,-1.3772310022913735e-10) Dual{Cells()}(1.0057829624112912e-21,5.000422015858991e-6,1.651920039196283e-10) Dual{Cells()}(1.0057829624112912e-21,-1.1919833615564967e-6,-2.1983628054576697e-11) Dual{Cells()}(1.0057829624112912e-21,-5.1508274812527635e-11,-1.7511601657777354e-15) Dual{Cells()}(5.812918445288376e-9,-4.847003478135376e-13,-1.2655745286237773e-17) Dual{Cells()}(5.812918445288376e-9,-1.4137920394371102e-10,-3.683499760392614e-15) Dual{Cells()}(5.812918445288376e-9,-1.1919833615564967e-6,-3.338602092320935e-11) Dual{Cells()}(5.812918445288376e-9,1.875463475740743e-6,4.773820449791589e-11) Dual{Cells()}(5.812918445288376e-9,-6.831994879906457e-7,-8.110680108115566e-12) Dual{Cells()}(5.812918445288376e-9,-1.38762289309142e-10,-3.629469406142856e-15) Dual{Cells()}(6.030024391683867e-9,-4.528010942786762e-13,-7.958618071829328e-18) Dual{Cells()}(6.030024391683867e-9,-1.2909430585955953e-10,-2.2494540473438394e-15) Dual{Cells()}(6.030024391683867e-9,-6.831994879906457e-7,-1.7597979565097062e-11) Dual{Cells()}(6.030024391683867e-9,1.3195340116657762e-6,2.8306478022467253e-11) Dual{Cells()}(6.030024391683867e-9,-6.360782146708935e-7,-6.200586203057083e-12) Dual{Cells()}(6.030024391683867e-9,-1.2676189728303602e-10,-2.2442575439867397e-15) Dual{Cells()}(6.1914895206460306e-9,-4.202300516293156e-13,-5.538040678975048e-18) Dual{Cells()}(6.1914895206460306e-9,-1.1712674223819923e-10,-1.5192446255156537e-15) Dual{Cells()}(6.1914895206460306e-9,-6.360782146708935e-7,-1.1949346185570534e-11) Dual{Cells()}(6.1914895206460306e-9,6.363108392710109e-7,1.4538276143534549e-11) Dual{Cells()}(6.1914895206460306e-9,-1.1507762782756455e-10,-1.536975480749313e-15) Dual{Cells()}(5.52436905157553e-9,-4.4744581630401985e-13,-6.850419591842663e-18) Dual{Cells()}(5.52436905157553e-9,-1.2092621424601767e-10,-1.864338208076045e-15) Dual{Cells()}(5.52436905157553e-9,6.755766845012248e-7,1.7113547890794458e-11) Dual{Cells()}(5.52436905157553e-9,-6.753365739683366e-7,-1.3454961829123806e-11) Dual{Cells()}(5.52436905157553e-9,-1.187368728258799e-10,-1.8031303636952632e-15) Dual{Cells()}(5.527219511642827e-9,-4.794398029762281e-13,-9.105476649798825e-18) Dual{Cells()}(5.527219511642827e-9,-1.2675974195256497e-10,-2.41752161797475e-15) Dual{Cells()}(5.527219511642827e-9,-6.753365739683366e-7,-8.644390928994933e-12) Dual{Cells()}(5.527219511642827e-9,1.3997790744846066e-6,3.2658621905148026e-11) Dual{Cells()}(5.527219511642827e-9,-7.241907522636788e-7,-1.886382304650628e-11) Dual{Cells()}(5.527219511642827e-9,-1.2450907083574626e-10,-2.3529936702727145e-15) Dual{Cells()}(5.488552285498403e-9,-5.145599313145128e-13,-1.344124495916403e-17) Dual{Cells()}(5.488552285498403e-9,-1.3312565474342058e-10,-3.4818097249755293e-15) Dual{Cells()}(5.488552285498403e-9,-7.241907522636788e-7,-1.064071987006986e-11) Dual{Cells()}(5.488552285498403e-9,1.9949637259101483e-6,5.237896345654977e-11) Dual{Cells()}(5.488552285498403e-9,-1.2705085302681499e-6,-3.526236020782288e-11) Dual{Cells()}(5.488552285498403e-9,-1.3080316364452965e-10,-3.4115426319527373e-15) Dual{Cells()}(2.767623948877038e-22,-1.9094568253827354e-13,-6.2506756638429624e-18) Dual{Cells()}(2.767623948877038e-22,-4.8799808325843576e-11,-1.5971443690358847e-15) Dual{Cells()}(2.767623948877038e-22,-1.2705085302681499e-6,-2.485739480413708e-11) Dual{Cells()}(2.767623948877038e-22,5.375420784170734e-6,1.7146991472557023e-10) Dual{Cells()}(2.767623948877038e-22,-4.104815309344899e-6,-1.41758163092591e-10) Dual{Cells()}(2.767623948877038e-22,-4.795380367726497e-11,-1.5700280226380297e-15) Dual{Cells()}(-4.977708777847729e-22,-1.911392760991779e-13,-6.631996747626554e-18) Dual{Cells()}(-4.977708777847729e-22,-4.8702807205257194e-11,-1.6889757346528808e-15) Dual{Cells()}(-4.977708777847729e-22,-4.104815309344899e-6,-1.3389973814289653e-10) Dual{Cells()}(-4.977708777847729e-22,8.210011540737518e-6,2.8647963532763446e-10) Dual{Cells()}(-4.977708777847729e-22,-4.105099478216359e-6,-1.4953496079257124e-10) Dual{Cells()}(-4.977708777847729e-22,-4.785922977935273e-11,-1.661445037971542e-15) Dual{Cells()}(8.438740705107568e-22,-1.9096493498797524e-13,-7.00539258918413e-18) Dual{Cells()}(8.438740705107568e-22,-4.851280973319325e-11,-1.7782431013929833e-15) Dual{Cells()}(8.438740705107568e-22,-4.105099478216359e-6,-1.4241001583959418e-10) Dual{Cells()}(8.438740705107568e-22,6.097161888567414e-6,2.290662644119439e-10) Dual{Cells()}(8.438740705107568e-22,-1.9919660335173526e-6,-8.285464144968993e-11) Dual{Cells()}(8.438740705107568e-22,-4.767305903491396e-11,-1.750328970361499e-15) Dual{Cells()}(-5.4656753427715654e-9,-7.204428059817208e-13,-2.937404619006486e-17) Dual{Cells()}(-5.4656753427715654e-9,-1.8103792754438982e-10,-7.372001878718494e-15) Dual{Cells()}(-5.4656753427715654e-9,-1.9919660335173526e-6,-7.721621230915284e-11) Dual{Cells()}(-5.4656753427715654e-9,3.304895669684666e-6,1.476728928304338e-10) Dual{Cells()}(-5.4656753427715654e-9,-1.312569964308135e-6,-5.7371256591919505e-11) Dual{Cells()}(-5.4656753427715654e-9,-1.779134888275137e-10,-7.26417073480685e-15) Dual{Cells()}(-5.511566715884378e-9,-7.149081497945979e-13,-3.229373763539998e-17) Dual{Cells()}(-5.511566715884378e-9,-1.7632082948797147e-10,-7.951489222307624e-15) Dual{Cells()}(-5.511566715884378e-9,-1.312569964308135e-6,-5.436864051412741e-11) Dual{Cells()}(-5.511566715884378e-9,2.6193905333075015e-6,1.2774268694604546e-10) Dual{Cells()}(-5.511566715884378e-9,-1.3064702380804331e-6,-6.09294592837996e-11) Dual{Cells()}(-5.511566715884378e-9,-1.7329518129576483e-10,-7.842945726566324e-15) Dual{Cells()}(-5.5628163728535785e-9,-7.137678422004631e-13,-3.387232613977815e-17) Dual{Cells()}(-5.5628163728535785e-9,-1.7280789677871946e-10,-8.185623005258306e-15) Dual{Cells()}(-5.5628163728535785e-9,-1.3064702380804331e-6,-5.982289397997283e-11) Dual{Cells()}(-5.5628163728535785e-9,1.3068136227673686e-6,7.157623057494484e-11) Dual{Cells()}(-5.5628163728535785e-9,-1.698630223145865e-10,-8.078027885036877e-15) Dual{Cells()}(-6.764741856612776e-9,-7.070785388386834e-13,-3.6741006293569815e-17) Dual{Cells()}(-6.764741856612776e-9,-1.6606680680841923e-10,-8.651686516119444e-15) Dual{Cells()}(-6.764741856612776e-9,1.309838810124846e-6,7.715941811629443e-11) Dual{Cells()}(-6.764741856612776e-9,-1.3095086874949251e-6,-6.559108656318287e-11) Dual{Cells()}(-6.764741856612776e-9,-1.6334874457351935e-10,-8.467349751368326e-15) Dual{Cells()}(-6.84222809944765e-9,-7.251945857440919e-13,-3.556565593166185e-17) Dual{Cells()}(-6.84222809944765e-9,-1.672699009160211e-10,-8.222887905726737e-15) Dual{Cells()}(-6.84222809944765e-9,-1.3095086874949251e-6,-6.635079159806965e-11) Dual{Cells()}(-6.84222809944765e-9,2.6591849675026875e-6,1.396588192405546e-10) Dual{Cells()}(-6.84222809944765e-9,-1.3493437376816793e-6,-6.040853174477909e-11) Dual{Cells()}(-6.84222809944765e-9,-1.645472305811157e-10,-8.051965526499454e-15) Dual{Cells()}(-6.894142615085563e-9,-7.508965649963195e-13,-3.2710608213350746e-17) Dual{Cells()}(-6.894142615085563e-9,-1.7012512142814696e-10,-7.424584491122162e-15) Dual{Cells()}(-6.894142615085563e-9,-1.3493437376816793e-6,-6.3162187317926e-11) Dual{Cells()}(-6.894142615085563e-9,3.4397706412654684e-6,1.6366967007092292e-10) Dual{Cells()}(-6.894142615085563e-9,-2.0900886628330826e-6,-8.635269551624116e-11) Dual{Cells()}(-6.894142615085563e-9,-1.673647327135728e-10,-7.277932205696931e-15) Dual{Cells()}(3.0568766498452577e-21,-2.0240695388260573e-13,-7.814223958144507e-18) Dual{Cells()}(3.0568766498452577e-21,-4.5387928713647466e-11,-1.7543762560332684e-15) Dual{Cells()}(3.0568766498452577e-21,-2.0900886628330826e-6,-9.225940372953689e-11) Dual{Cells()}(3.0568766498452577e-21,6.452337943999838e-6,2.5569935639286656e-10) Dual{Cells()}(3.0568766498452577e-21,-4.3621590385861224e-6,-1.587481798437086e-10) Dual{Cells()}(3.0568766498452577e-21,-4.465224496459201e-11,-1.721779848363425e-15) Dual{Cells()}(-2.012008595697269e-21,-2.0363698146532329e-13,-7.378274974068116e-18) Dual{Cells()}(-2.012008595697269e-21,-4.553569521462289e-11,-1.6512475835700916e-15) Dual{Cells()}(-2.012008595697269e-21,-4.3621590385861224e-6,-1.6688343097398162e-10) Dual{Cells()}(-2.012008595697269e-21,8.745494132924648e-6,3.1911158645686087e-10) Dual{Cells()}(-2.012008595697269e-21,-4.383244557480345e-6,-1.4867650733258725e-10) Dual{Cells()}(-2.012008595697269e-21,-4.479752598429959e-11,-1.6216917257010822e-15) Dual{Cells()}(7.019576654953602e-22,-2.0435894075299531e-13,-6.929184473036253e-18) Dual{Cells()}(7.019576654953602e-22,-4.556905386294644e-11,-1.5457534829956595e-15) Dual{Cells()}(7.019576654953602e-22,-4.383244557480345e-6,-1.5789692396416594e-10) Dual{Cells()}(7.019576654953602e-22,5.754013252741617e-6,1.895014185213513e-10) Dual{Cells()}(7.019576654953602e-22,-1.3706780913270776e-6,-2.5392931350839727e-11) Dual{Cells()}(7.019576654953602e-22,-4.483052138966044e-11,-1.5192887713767328e-15) Dual{Cells()}(6.621513600799396e-9,-5.571962898881584e-13,-1.4544080283976435e-17) Dual{Cells()}(6.621513600799396e-9,-1.2284482269148268e-10,-3.201425598149552e-15) Dual{Cells()}(6.621513600799396e-9,-1.3706780913270776e-6,-3.8355180486381095e-11) Dual{Cells()}(6.621513600799396e-9,2.156384969907575e-6,5.50195288175655e-11) Dual{Cells()}(6.621513600799396e-9,-7.854626124141442e-7,-9.510533445684648e-12) Dual{Cells()}(6.621513600799396e-9,-1.2086414737155361e-10,-3.1590904871101167e-15) Dual{Cells()}(6.8544787569764455e-9,-5.206277679722638e-13,-9.204989617889899e-18) Dual{Cells()}(6.8544787569764455e-9,-1.125290862608632e-10,-1.977435582024032e-15) Dual{Cells()}(6.8544787569764455e-9,-7.854626124141442e-7,-2.025178347386492e-11) Dual{Cells()}(6.8544787569764455e-9,1.5174927618631858e-6,3.278866497878377e-11) Dual{Cells()}(6.8544787569764455e-9,-7.318063470483865e-7,-7.320037480725573e-12) Dual{Cells()}(6.8544787569764455e-9,-1.1075268662618148e-10,-1.9693309242320958e-15) Dual{Cells()}(7.025043677551093e-9,-4.837316667674831e-13,-6.452248937865521e-18) Dual{Cells()}(7.025043677551093e-9,-1.025175828468894e-10,-1.3524009032289216e-15) Dual{Cells()}(7.025043677551093e-9,-7.318063470483865e-7,-1.381305835429472e-11) Dual{Cells()}(7.025043677551093e-9,7.320102918682021e-7,1.687655204863136e-11) Dual{Cells()}(7.025043677551093e-9,-1.0094350530194113e-10,-1.3605955560502836e-15) Dual{Cells()}(6.361312057548869e-9,-5.108328275397394e-13,-7.764184677634184e-18) Dual{Cells()}(6.361312057548869e-9,-1.0537931374717656e-10,-1.6108276270464695e-15) Dual{Cells()}(6.361312057548869e-9,7.711607794695215e-7,1.9446076156338517e-11) Dual{Cells()}(6.361312057548869e-9,-7.709511766264231e-7,-1.531669113013811e-11) Dual{Cells()}(6.361312057548869e-9,-1.0371269652370917e-10,-1.5668642418229057e-15) Dual{Cells()}(6.354491288471818e-9,-5.472423404040161e-13,-1.0352193244369493e-17) Dual{Cells()}(6.354491288471818e-9,-1.107435242961535e-10,-2.1020531177873727e-15) Dual{Cells()}(6.354491288471818e-9,-7.709511766264231e-7,-9.758239503393223e-12) Dual{Cells()}(6.354491288471818e-9,1.597612684387527e-6,3.713285951600908e-11) Dual{Cells()}(6.354491288471818e-9,-8.264411952939169e-7,-2.1517218344128774e-11) Dual{Cells()}(6.354491288471818e-9,-1.090217005503141e-10,-2.0547883174475146e-15) Dual{Cells()}(6.299356668172018e-9,-5.870661311625531e-13,-1.533218504748112e-17) Dual{Cells()}(6.299356668172018e-9,-1.1656675573859064e-10,-3.0473046803188524e-15) Dual{Cells()}(6.299356668172018e-9,-8.264411952939169e-7,-1.2034672162772942e-11) Dual{Cells()}(6.299356668172018e-9,2.2758926349554488e-6,5.966329538814645e-11) Dual{Cells()}(6.299356668172018e-9,-1.4492195038262264e-6,-4.0237376471413946e-11) Dual{Cells()}(6.299356668172018e-9,-1.1478201343567936e-10,-2.9942111436068716e-15) Dual{Cells()}(4.889931909379425e-22,-2.1769559698997336e-13,-7.13916271197205e-18) Dual{Cells()}(4.889931909379425e-22,-4.276385412361194e-11,-1.4021398964672235e-15) Dual{Cells()}(4.889931909379425e-22,-1.4492195038262264e-6,-2.8270013156476035e-11) Dual{Cells()}(4.889931909379425e-22,6.1289022206638094e-6,1.9581835041884034e-10) Dual{Cells()}(4.889931909379425e-22,-4.679597622587852e-6,-1.619621226718284e-10) Dual{Cells()}(4.889931909379425e-22,-4.211270001070779e-11,-1.3811841361000316e-15) Dual{Cells()}(7.691071213349066e-22,-2.1786002007377267e-13,-7.576181704540543e-18) Dual{Cells()}(7.691071213349066e-22,-4.2683608436726034e-11,-1.4836945374274096e-15) Dual{Cells()}(7.691071213349066e-22,-4.679597622587852e-6,-1.5295071857727163e-10) Dual{Cells()}(7.691071213349066e-22,9.358318482378076e-6,3.2730048075159493e-10) Dual{Cells()}(7.691071213349066e-22,-4.6786359241392936e-6,-1.7086416439343695e-10) Dual{Cells()}(7.691071213349066e-22,-4.203418247431461e-11,-1.4622968670776881e-15) Dual{Cells()}(-6.408101158582249e-22,-2.1759862897655838e-13,-8.003906008334723e-18) Dual{Cells()}(-6.408101158582249e-22,-4.252051847898794e-11,-1.5630057963267403e-15) Dual{Cells()}(-6.408101158582249e-22,-4.6786359241392936e-6,-1.6270448323454631e-10) Dual{Cells()}(-6.408101158582249e-22,6.947289255701628e-6,2.6173164939042087e-10) Dual{Cells()}(-6.408101158582249e-22,-2.2685687195048226e-6,-9.466226825913515e-11) Dual{Cells()}(-6.408101158582249e-22,-4.18739404038894e-11,-1.5411919862888182e-15) Dual{Cells()}(-6.290285263533733e-9,-8.201335583395186e-13,-3.3556815793911233e-17) Dual{Cells()}(-6.290285263533733e-9,-1.5873558809882947e-10,-6.4882279873797114e-15) Dual{Cells()}(-6.290285263533733e-9,-2.2685687195048226e-6,-8.822999514749312e-11) Dual{Cells()}(-6.290285263533733e-9,3.7619221022514484e-6,1.6865243334136109e-10) Dual{Cells()}(-6.290285263533733e-9,-1.4930374988544816e-6,-6.549950322631555e-11) Dual{Cells()}(-6.290285263533733e-9,-1.5632817048705347e-10,-6.403042370558852e-15) Dual{Cells()}(-6.336923226579454e-9,-8.125651026985746e-13,-3.68671065861075e-17) Dual{Cells()}(-6.336923226579454e-9,-1.5471063110191574e-10,-7.0100334123598634e-15) Dual{Cells()}(-6.336923226579454e-9,-1.4930374988544816e-6,-6.209290582186204e-11) Dual{Cells()}(-6.336923226579454e-9,2.9772756965181273e-6,1.4576342163273888e-10) Dual{Cells()}(-6.336923226579454e-9,-1.4839302983280166e-6,-6.951104303131919e-11) Dual{Cells()}(-6.336923226579454e-9,-1.5237613942484544e-10,-6.923287714801492e-15) Dual{Cells()}(-6.38790190105699e-9,-8.101541142593414e-13,-3.863375247886165e-17) Dual{Cells()}(-6.38790190105699e-9,-1.5175927031478713e-10,-7.22626674099459e-15) Dual{Cells()}(-6.38790190105699e-9,-1.4839302983280166e-6,-6.826784959928996e-11) Dual{Cells()}(-6.38790190105699e-9,1.4842323510753214e-6,8.160531028845286e-11) Dual{Cells()}(-6.38790190105699e-9,-1.4948332287571536e-10,-7.139677195321296e-15) Dual{Cells()}(-7.58534930852372e-9,-8.035599580870126e-13,-4.150557587927749e-17) Dual{Cells()}(-7.58534930852372e-9,-1.465615726205533e-10,-7.582414876940524e-15) Dual{Cells()}(-7.58534930852372e-9,1.4875028217142443e-6,8.716688038231042e-11) Dual{Cells()}(-7.58534930852372e-9,-1.4872110183265542e-6,-7.400924197589788e-11) Dual{Cells()}(-7.58534930852372e-9,-1.4443825511166876e-10,-7.44433595494144e-15) Dual{Cells()}(-7.66277706480951e-9,-8.229346757827359e-13,-4.014145111266787e-17) Dual{Cells()}(-7.66277706480951e-9,-1.4771947206271548e-10,-7.215935701522567e-15) Dual{Cells()}(-7.66277706480951e-9,-1.4872110183265542e-6,-7.491095410138441e-11) Dual{Cells()}(-7.66277706480951e-9,3.017503259559538e-6,1.576343031459224e-10) Dual{Cells()}(-7.66277706480951e-9,-1.529998108642368e-6,-6.810658140360044e-11) Dual{Cells()}(-7.66277706480951e-9,-1.4559018387767936e-10,-7.087430111102116e-15) Dual{Cells()}(-7.714058019495824e-9,-8.506427041180082e-13,-3.6894346736244186e-17) Dual{Cells()}(-7.714058019495824e-9,-1.502957356054897e-10,-6.525704253279013e-15) Dual{Cells()}(-7.714058019495824e-9,-1.529998108642368e-6,-7.127209536330233e-11) Dual{Cells()}(-7.714058019495824e-9,3.897182444249528e-6,1.8459632380389764e-10) Dual{Cells()}(-7.714058019495824e-9,-2.3668850531555966e-6,-9.73319725285319e-11) Dual{Cells()}(-7.714058019495824e-9,-1.4813607325396566e-10,-6.414674716068898e-15) Dual{Cells()}(-3.600628349150965e-21,-2.290485468253899e-13,-8.812570303656128e-18) Dual{Cells()}(-3.600628349150965e-21,-4.010219677913975e-11,-1.5439386493249708e-15) Dual{Cells()}(-3.600628349150965e-21,-2.3668850531555966e-6,-1.040403781860707e-10) Dual{Cells()}(-3.600628349150965e-21,7.302830536450201e-6,2.88271396338199e-10) Dual{Cells()}(-3.600628349150965e-21,-4.935865625428745e-6,-1.7898058309790344e-10) Dual{Cells()}(-3.600628349150965e-21,-3.952662053392722e-11,-1.5190538030995258e-15) Dual{Cells()}(-2.885842517915714e-22,-2.3036254448299077e-13,-8.322067362346308e-18) Dual{Cells()}(-2.885842517915714e-22,-4.023202594365787e-11,-1.4540324356392973e-15) Dual{Cells()}(-2.885842517915714e-22,-4.935865625428745e-6,-1.8815378452943535e-10) Dual{Cells()}(-2.885842517915714e-22,9.894050442493097e-6,3.5981525437228413e-10) Dual{Cells()}(-2.885842517915714e-22,-4.958104700096856e-6,-1.6767121506432248e-10) Dual{Cells()}(-2.885842517915714e-22,-3.965457900793034e-11,-1.4313509372238893e-15) Dual{Cells()}(3.304643092699032e-23,-2.311108922828975e-13,-7.817042335077226e-18) Dual{Cells()}(3.304643092699032e-23,-4.026251840720883e-11,-1.3620401648174628e-15) Dual{Cells()}(3.304643092699032e-23,-4.958104700096856e-6,-1.7804575365170696e-10) Dual{Cells()}(3.304643092699032e-23,6.507541727656719e-6,2.1378380942248915e-10) Dual{Cells()}(3.304643092699032e-23,-1.5493568491297369e-6,-2.880141203689685e-11) Dual{Cells()}(3.304643092699032e-23,-3.968480082673599e-11,-1.3415995868165396e-15) Dual{Cells()}(7.428206625965582e-9,-6.296912632530177e-13,-1.6430985289327273e-17) Dual{Cells()}(7.428206625965582e-9,-1.0860507282831165e-10,-2.830823041786063e-15) Dual{Cells()}(7.428206625965582e-9,-1.5493568491297369e-6,-4.3320402537718326e-11) Dual{Cells()}(7.428206625965582e-9,2.4372908594041884e-6,6.229866728549349e-11) Dual{Cells()}(7.428206625965582e-9,-8.877177215725716e-7,-1.0911630255445366e-11) Dual{Cells()}(7.428206625965582e-9,-1.0705393778839741e-10,-2.79667652044745e-15) Dual{Cells()}(7.67704190549475e-9,-5.884447401138247e-13,-1.0445218402572389e-17) Dual{Cells()}(7.67704190549475e-9,-9.973101247564496e-11,-1.7636652791830152e-15) Dual{Cells()}(7.67704190549475e-9,-8.877177215725716e-7,-2.290400473500388e-11) Dual{Cells()}(7.67704190549475e-9,1.715438355299284e-6,3.727240474018524e-11) Dual{Cells()}(7.67704190549475e-9,-8.27521982242822e-7,-8.44184463420576e-12) Dual{Cells()}(7.67704190549475e-9,-9.833202667457248e-11,-1.7543950622806434e-15) Dual{Cells()}(7.856786185543386e-9,-5.471998276807123e-13,-7.35780822006207e-18) Dual{Cells()}(7.856786185543386e-9,-9.114588625340571e-11,-1.2176165702640788e-15) Dual{Cells()}(7.856786185543386e-9,-8.27521982242822e-7,-1.5676960461980677e-11) Dual{Cells()}(7.856786185543386e-9,8.277035719260353e-7,1.9217253708055467e-11) Dual{Cells()}(7.856786185543386e-9,-8.989659713212466e-11,-1.2203074581727571e-15) Dual{Cells()}(7.196186161121928e-9,-5.742083975658385e-13,-8.671575485290808e-18) Dual{Cells()}(7.196186161121928e-9,-9.33755992185037e-11,-1.4182536947486498e-15) Dual{Cells()}(7.196186161121928e-9,8.667520794743057e-7,2.1780775253589177e-11) Dual{Cells()}(7.196186161121928e-9,-8.665660666127942e-7,-1.717834622222684e-11) Dual{Cells()}(7.196186161121928e-9,-9.206305389536061e-11,-1.3848695872456618e-15) Dual{Cells()}(7.179668147321365e-9,-6.150381754104372e-13,-1.1594192054022083e-17) Dual{Cells()}(7.179668147321365e-9,-9.832030821153878e-11,-1.859651833810427e-15) Dual{Cells()}(7.179668147321365e-9,-8.665660666127942e-7,-1.087414326149518e-11) Dual{Cells()}(7.179668147321365e-9,1.7954452331277456e-6,4.1608418984054036e-11) Dual{Cells()}(7.179668147321365e-9,-9.286832712082793e-7,-2.416879906799862e-11) Dual{Cells()}(7.179668147321365e-9,-9.695996028513783e-11,-1.8233204702629e-15) Dual{Cells()}(7.1081001206315516e-9,-6.595685056347607e-13,-1.722135756953152e-17) Dual{Cells()}(7.1081001206315516e-9,-1.03669740663994e-10,-2.709242655995366e-15) Dual{Cells()}(7.1081001206315516e-9,-9.286832712082793e-7,-1.3429880558155367e-11) Dual{Cells()}(7.1081001206315516e-9,2.5568008142730335e-6,6.694394817241379e-11) Dual{Cells()}(7.1081001206315516e-9,-1.6279109582441577e-6,-4.5207318087064386e-11) Dual{Cells()}(7.1081001206315516e-9,-1.0225551142688719e-10,-2.667636181592315e-15) Dual{Cells()}(5.5226604544971355e-22,-2.4444508231777377e-13,-8.027804750403838e-18) Dual{Cells()}(5.5226604544971355e-22,-3.805616398522543e-11,-1.249486309557013e-15) Dual{Cells()}(5.5226604544971355e-22,-1.6279109582441577e-6,-3.168058007846057e-11) Dual{Cells()}(5.5226604544971355e-22,6.882332150975786e-6,2.2013429778425776e-10) Dual{Cells()}(5.5226604544971355e-22,-5.254345352551856e-6,-1.8213736209901555e-10) Dual{Cells()}(5.5226604544971355e-22,-3.753957070451196e-11,-1.2328319938018311e-15) Dual{Cells()}(-1.7934592383663762e-22,-2.4458072338506624e-13,-8.520718865381168e-18) Dual{Cells()}(-1.7934592383663762e-22,-3.798817757895868e-11,-1.3227929790964926e-15) Dual{Cells()}(-1.7934592383663762e-22,-5.254345352551856e-6,-1.719742027533269e-10) Dual{Cells()}(-1.7934592383663762e-22,1.050658641642424e-5,3.6806194027949826e-10) Dual{Cells()}(-1.7934592383663762e-22,-5.252165358264221e-6,-1.9216191174477684e-10) Dual{Cells()}(-1.7934592383663762e-22,-3.7472849860104706e-11,-1.3057258891784577e-15) Dual{Cells()}(1.8112468527105341e-22,-2.442327172015545e-13,-9.002952961418467e-18) Dual{Cells()}(1.8112468527105341e-22,-3.784555832447925e-11,-1.3941070875813965e-15) Dual{Cells()}(1.8112468527105341e-22,-5.252165358264221e-6,-1.8296819822883894e-10) Dual{Cells()}(1.8112468527105341e-22,7.797452766836911e-6,2.9434824466784217e-10) Dual{Cells()}(1.8112468527105341e-22,-2.5452119863786964e-6,-1.0645281575299565e-10) Dual{Cells()}(1.8112468527105341e-22,-3.7332402952071895e-11,-1.3766477826463684e-15) Dual{Cells()}(-7.113031334875176e-9,-9.198298244526114e-13,-3.7742733492915364e-17) Dual{Cells()}(-7.113031334875176e-9,-1.4132601976488768e-10,-5.792930417207591e-15) Dual{Cells()}(-7.113031334875176e-9,-2.5452119863786964e-6,-9.922635393634172e-11) Dual{Cells()}(-7.113031334875176e-9,4.219048346841129e-6,1.8960200910425742e-10) Dual{Cells()}(-7.113031334875176e-9,-1.673554700579005e-6,-7.361523623920193e-11) Dual{Cells()}(-7.113031334875176e-9,-1.3941403383802023e-10,-5.724265633872783e-15) Dual{Cells()}(-7.160180562035293e-9,-9.10233348936349e-13,-4.144438942601573e-17) Dual{Cells()}(-7.160180562035293e-9,-1.378217557300876e-10,-6.2669407922505696e-15) Dual{Cells()}(-7.160180562035293e-9,-1.673554700579005e-6,-6.980391634871531e-11) Dual{Cells()}(-7.160180562035293e-9,3.3352942667238123e-6,1.6375682063728914e-10) Dual{Cells()}(-7.160180562035293e-9,-1.6614648688483521e-6,-7.807809911291625e-11) Dual{Cells()}(-7.160180562035293e-9,-1.3596530737655816e-10,-6.19647717902537e-15) Dual{Cells()}(-7.210785445631531e-9,-9.065560096454895e-13,-4.3399227436756624e-17) Dual{Cells()}(-7.210785445631531e-9,-1.3528522451597388e-10,-6.467088023092876e-15) Dual{Cells()}(-7.210785445631531e-9,-1.6614648688483521e-6,-7.669759359642887e-11) Dual{Cells()}(-7.210785445631531e-9,1.661734533363372e-6,9.162025589290247e-11) Dual{Cells()}(-7.210785445631531e-9,-1.334727344941709e-10,-6.396412838000041e-15) Dual{Cells()}(-8.416551672648659e-9,-8.998844043718999e-13,-4.6259703759649744e-17) Dual{Cells()}(-8.416551672648659e-9,-1.3112083775170402e-10,-6.7510660831177536e-15) Dual{Cells()}(-8.416551672648659e-9,1.6647225866768925e-6,9.722519406227574e-11) Dual{Cells()}(-8.416551672648659e-9,-1.6644611492300297e-6,-8.24856800202872e-11) Dual{Cells()}(-8.416551672648659e-9,-1.2941672470667379e-10,-6.643964061685755e-15) Dual{Cells()}(-8.494334331406435e-9,-9.205436069847306e-13,-4.4708056874834187e-17) Dual{Cells()}(-8.494334331406435e-9,-1.3223158419910266e-10,-6.4312461606634545e-15) Dual{Cells()}(-8.494334331406435e-9,-1.6644611492300297e-6,-8.352150193420063e-11) Dual{Cells()}(-8.494334331406435e-9,3.3750444263389875e-6,1.7571175752318787e-10) Dual{Cells()}(-8.494334331406435e-9,-1.710319603837522e-6,-7.585842759986933e-11) Dual{Cells()}(-8.494334331406435e-9,-1.3052114362959927e-10,-6.331264384077138e-15) Dual{Cells()}(-8.544923946441184e-9,-9.503084772513584e-13,-4.1071904405213696e-17) Dual{Cells()}(-8.544923946441184e-9,-1.3458860775276e-10,-5.823166805625711e-15) Dual{Cells()}(-8.544923946441184e-9,-1.710319603837522e-6,-7.942525540666318e-11) Dual{Cells()}(-8.544923946441184e-9,4.353935420762107e-6,2.0563805371071648e-10) Dual{Cells()}(-8.544923946441184e-9,-2.643347424861651e-6,-1.0838072956824601e-10) Dual{Cells()}(-8.544923946441184e-9,-1.3285314670419923e-10,-5.7362771281609806e-15) Dual{Cells()}(-2.438777246224945e-22,-2.556800713437871e-13,-9.810240868236044e-18) Dual{Cells()}(-2.438777246224945e-22,-3.591685131480439e-11,-1.3790538435025407e-15) Dual{Cells()}(-2.438777246224945e-22,-2.643347424861651e-6,-1.1588224659830251e-10) Dual{Cells()}(-2.438777246224945e-22,8.152686282617651e-6,3.2102968669401706e-10) Dual{Cells()}(-2.438777246224945e-22,-5.509267230906891e-6,-1.993295385841465e-10) Dual{Cells()}(-2.438777246224945e-22,-3.545431772355933e-11,-1.3594430077621049e-15) Dual{Cells()}(3.801410286976874e-21,-2.570827256619984e-13,-9.26572025154131e-18) Dual{Cells()}(3.801410286976874e-21,-3.603357343956985e-11,-1.2993159842934176e-15) Dual{Cells()}(3.801410286976874e-21,-5.509267230906891e-6,-2.095408188431199e-10) Dual{Cells()}(3.801410286976874e-21,1.1042157060260045e-5,4.0074058025274323e-10) Dual{Cells()}(3.801410286976874e-21,-5.532817969121123e-6,-1.867667404332662e-10) Dual{Cells()}(3.801410286976874e-21,-3.556957586591291e-11,-1.2813635068735237e-15) Dual{Cells()}(-1.922265961583801e-23,-2.578614033548671e-13,-8.705334134238961e-18) Dual{Cells()}(-1.922265961583801e-23,-3.606238244866309e-11,-1.2177091358236485e-15) Dual{Cells()}(-1.922265961583801e-23,-5.532817969121123e-6,-1.9829960538883142e-10) Dual{Cells()}(-1.922265961583801e-23,7.26096262796896e-6,2.3818062084702987e-10) Dual{Cells()}(-1.922265961583801e-23,-1.7280727404358065e-6,-3.220539399930165e-11) Dual{Cells()}(-1.922265961583801e-23,-3.5598168177805226e-11,-1.2014435760827883e-15) Dual{Cells()}(8.24475237734664e-9,-7.021971554196476e-13,-1.83250401361118e-17) Dual{Cells()}(8.24475237734664e-9,-9.732423697902455e-11,-2.537275115916337e-15) Dual{Cells()}(8.24475237734664e-9,-1.7280727404358065e-6,-4.8299149862044334e-11) Dual{Cells()}(8.24475237734664e-9,2.718191506816987e-6,6.957246343320677e-11) Dual{Cells()}(8.24475237734664e-9,-9.899246632948941e-7,-1.2290522086473989e-11) Dual{Cells()}(8.24475237734664e-9,-9.607665215160141e-11,-2.5091440875498935e-15) Dual{Cells()}(8.510618038468134e-9,-6.562109883641741e-13,-1.1699882936311498e-17) Dual{Cells()}(8.510618038468134e-9,-8.953257745376184e-11,-1.590460468240767e-15) Dual{Cells()}(8.510618038468134e-9,-9.899246632948941e-7,-2.5555229939230866e-11) Dual{Cells()}(8.510618038468134e-9,1.913095428386929e-6,4.1723445987627276e-11) Dual{Cells()}(8.510618038468134e-9,-9.229921740273367e-7,-9.538141600101562e-12) Dual{Cells()}(8.510618038468134e-9,-8.840227625593379e-11,-1.5810723088564071e-15) Dual{Cells()}(8.700412380869608e-9,-6.1051321022025e-13,-8.281990962621067e-18) Dual{Cells()}(8.700412380869608e-9,-8.200769555912586e-11,-1.105287754165275e-15) Dual{Cells()}(8.700412380869608e-9,-9.229921740273367e-7,-1.7530288050635084e-11) Dual{Cells()}(8.700412380869608e-9,9.231557844056086e-7,2.153249050712231e-11) Dual{Cells()}(8.700412380869608e-9,-8.099216950249306e-11,-1.1049745284377772e-15) Dual{Cells()}(8.047754936043836e-9,-6.444242312278599e-13,-1.005638269228653e-17) Dual{Cells()}(8.047754936043836e-9,-8.427727711332571e-11,-1.2729031009314807e-15) Dual{Cells()}(8.047754936043836e-9,9.708556411025412e-7,2.4843895399425928e-11) Dual{Cells()}(8.047754936043836e-9,-9.706825527611996e-7,-1.969374978055019e-11) Dual{Cells()}(8.047754936043836e-9,-8.816663999714394e-11,-1.937719449265882e-15) Dual{Cells()}(8.021587751770688e-9,-6.875741480579514e-13,-1.3317340053757858e-17) Dual{Cells()}(8.021587751770688e-9,-8.871512428664645e-11,-1.6741100589168102e-15) Dual{Cells()}(8.021587751770688e-9,-9.706825527611996e-7,-1.2718332806620824e-11) Dual{Cells()}(8.021587751770688e-9,2.006741788581347e-6,4.754972088506165e-11) Dual{Cells()}(8.021587751770688e-9,-1.035879029457997e-6,-2.7458425803482253e-11) Dual{Cells()}(8.021587751770688e-9,-9.080366371563392e-11,-2.410631852232097e-15) Dual{Cells()}(7.933135561567651e-9,-7.339304662951265e-13,-1.956765711422213e-17) Dual{Cells()}(7.933135561567651e-9,-9.346552529992191e-11,-2.4439898713911607e-15) Dual{Cells()}(7.933135561567651e-9,-1.035879029457997e-6,-1.563693293020909e-11) Dual{Cells()}(7.933135561567651e-9,2.8465740983989917e-6,7.621862339853178e-11) Dual{Cells()}(7.933135561567651e-9,-1.8105079746909491e-6,-5.1265819431051305e-11) Dual{Cells()}(7.933135561567651e-9,-9.289479427936708e-11,-3.295175975516831e-15) Dual{Cells()}(1.3202153966547943e-21,-2.712009869270641e-13,-9.070392068884203e-18) Dual{Cells()}(1.3202153966547943e-21,-3.4282445765860815e-11,-1.1277233098758797e-15) Dual{Cells()}(1.3202153966547943e-21,-1.8105079746909491e-6,-3.644697795301498e-11) Dual{Cells()}(1.3202153966547943e-21,7.63805327109203e-6,2.4904463930439403e-10) Dual{Cells()}(1.3202153966547943e-21,-5.827477331725621e-6,-2.0554199608639988e-10) Dual{Cells()}(1.3202153966547943e-21,-3.341102870772784e-11,-1.4664867469210549e-15) Dual{Cells()}(-6.670646184743306e-22,-2.7114590327162833e-13,-9.616716591885462e-18) Dual{Cells()}(-6.670646184743306e-22,-3.4212758698459774e-11,-1.1939619066121197e-15) Dual{Cells()}(-6.670646184743306e-22,-5.827477331725621e-6,-1.9450347771056387e-10) Dual{Cells()}(-6.670646184743306e-22,1.1648194202817445e-5,4.1552793676949196e-10) Dual{Cells()}(-6.670646184743306e-22,-5.820649217422293e-6,-2.1665023402582167e-10) Dual{Cells()}(-6.670646184743306e-22,-3.3169764927771746e-11,-1.541298228213847e-15) Dual{Cells()}(-1.0942371657854798e-22,-2.70558631908463e-13,-1.0151040433592634e-17) Dual{Cells()}(-1.0942371657854798e-22,-3.407575547134541e-11,-1.2584121107237468e-15) Dual{Cells()}(-1.0942371657854798e-22,-5.820649217422293e-6,-2.0670701537205725e-10) Dual{Cells()}(-1.0942371657854798e-22,8.636988113265265e-6,3.318274299486253e-10) Dual{Cells()}(-1.0942371657854798e-22,-2.816271680981782e-6,-1.1960706411686733e-10) Dual{Cells()}(-1.0942371657854798e-22,-3.28685470872773e-11,-1.6135968243680349e-15) Dual{Cells()}(-7.970468013385688e-9,-1.0172727439292627e-12,-4.247773499413535e-17) Dual{Cells()}(-7.970468013385688e-9,-1.2720473952010127e-10,-5.230893212247989e-15) Dual{Cells()}(-7.970468013385688e-9,-2.816271680981782e-6,-1.1189469081948157e-10) Dual{Cells()}(-7.970468013385688e-9,4.665421054488722e-6,2.1306636049797412e-10) Dual{Cells()}(-7.970468013385688e-9,-1.8488997017331804e-6,-8.26603575623398e-11) Dual{Cells()}(-7.970468013385688e-9,-1.2144976149541058e-10,-6.623951625427887e-15) Dual{Cells()}(-8.017070633062726e-9,-1.0046100720392776e-12,-4.655487239234547e-17) Dual{Cells()}(-8.017070633062726e-9,-1.24034906266621e-10,-5.662864750084069e-15) Dual{Cells()}(-8.017070633062726e-9,-1.8488997017331804e-6,-7.86658836417371e-11) Dual{Cells()}(-8.017070633062726e-9,3.6815241967026167e-6,1.83766728369263e-10) Dual{Cells()}(-8.017070633062726e-9,-1.8323822807255217e-6,-8.761224511789569e-11) Dual{Cells()}(-8.017070633062726e-9,-1.1717472757595872e-10,-7.081033054018664e-15) Dual{Cells()}(-8.066861702577385e-9,-9.991589014750358e-13,-4.869172667965599e-17) Dual{Cells()}(-8.066861702577385e-9,-1.2178330159101941e-10,-5.847966263094892e-15) Dual{Cells()}(-8.066861702577385e-9,-1.8323822807255217e-6,-8.621435708852762e-11) Dual{Cells()}(-8.066861702577385e-9,1.832619486868715e-6,1.0260238518779812e-10) Dual{Cells()}(-8.066861702577385e-9,-1.1442368270095238e-10,-7.26568294809057e-15) Dual{Cells()}(-9.245586316263551e-9,-9.96224141363345e-13,-5.1020251160771505e-17) Dual{Cells()}(-9.245586316263551e-9,-1.1862586817529614e-10,-6.084189106644513e-15) Dual{Cells()}(-9.245586316263551e-9,1.8420379953323685e-6,1.0727028232226903e-10) Dual{Cells()}(-9.245586316263551e-9,-1.8418011457187982e-6,-9.094743808515594e-11) Dual{Cells()}(-9.245586316263551e-9,-1.1722752125359106e-10,-5.998792163004418e-15) Dual{Cells()}(-9.323798590171159e-9,-1.0181637974445856e-12,-4.928085825112141e-17) Dual{Cells()}(-9.323798590171159e-9,-1.196849179432002e-10,-5.8006644679311774e-15) Dual{Cells()}(-9.323798590171159e-9,-1.8418011457187982e-6,-9.211850853303563e-11) Dual{Cells()}(-9.323798590171159e-9,3.732744518136268e-6,1.9376306910087508e-10) Dual{Cells()}(-9.323798590171159e-9,-1.890704389030437e-6,-8.359702775942459e-11) Dual{Cells()}(-9.323798590171159e-9,-1.182803052921195e-10,-5.7207873450068624e-15) Dual{Cells()}(-9.373806401815454e-9,-1.049980026492756e-12,-4.525456962849082e-17) Dual{Cells()}(-9.373806401815454e-9,-1.2185453264067344e-10,-5.257329837334269e-15) Dual{Cells()}(-9.373806401815454e-9,-1.890704389030437e-6,-8.756665646371685e-11) Dual{Cells()}(-9.373806401815454e-9,4.8108162174750724e-6,2.2665050830267262e-10) Dual{Cells()}(-9.373806401815454e-9,-2.9198684949666603e-6,-1.1941199544382688e-10) Dual{Cells()}(-9.373806401815454e-9,-1.2042896530819093e-10,-5.187687551140034e-15) Dual{Cells()}(1.9689701622439362e-21,-2.823120995136248e-13,-1.0808852460909291e-17) Dual{Cells()}(1.9689701622439362e-21,-3.2522518010904936e-11,-1.2460024141763007e-15) Dual{Cells()}(1.9689701622439362e-21,-2.9198684949666603e-6,-1.277078223432659e-10) Dual{Cells()}(1.9689701622439362e-21,9.00262934083383e-6,3.537394009115398e-10) Dual{Cells()}(1.9689701622439362e-21,-6.082695898420734e-6,-2.196474567846663e-10) Dual{Cells()}(1.9689701622439362e-21,-3.214261632490109e-11,-1.2302304000241036e-15) Dual{Cells()}(8.536533002115656e-21,-2.8380299694022734e-13,-1.0210069078951816e-17) Dual{Cells()}(8.536533002115656e-21,-3.2628442861960843e-11,-1.1743581974534134e-15) Dual{Cells()}(8.536533002115656e-21,-6.082695898420734e-6,-2.308967066228593e-10) Dual{Cells()}(8.536533002115656e-21,1.2190286424712436e-5,4.416063019431892e-10) Dual{Cells()}(8.536533002115656e-21,-6.107525366638496e-6,-2.058343840106802e-10) Dual{Cells()}(8.536533002115656e-21,-3.2247407346920707e-11,-1.1598920981600677e-15) Dual{Cells()}(-6.783632270952087e-22,-2.846116383852493e-13,-9.594056692140345e-18) Dual{Cells()}(-6.783632270952087e-22,-3.265555090758404e-11,-1.1010205679589681e-15) Dual{Cells()}(-6.783632270952087e-22,-6.107525366638496e-6,-2.1852483253628382e-10) Dual{Cells()}(-6.783632270952087e-22,8.014360591980994e-6,2.62544436199894e-10) Dual{Cells()}(-6.783632270952087e-22,-1.906770010783707e-6,-3.5607107848463386e-11) Dual{Cells()}(-6.783632270952087e-22,-3.227439624523914e-11,-1.0878840657005528e-15) Dual{Cells()}(9.059269846546044e-9,-7.74699915057705e-13,-2.021734207602728e-17) Dual{Cells()}(9.059269846546044e-9,-8.816538501060449e-11,-2.2986726974356095e-15) Dual{Cells()}(9.059269846546044e-9,-1.906770010783707e-6,-5.327272916978047e-11) Dual{Cells()}(9.059269846546044e-9,2.9990695565902866e-6,7.68423676291781e-11) Dual{Cells()}(9.059269846546044e-9,-1.0921234644283432e-6,-1.367097361854072e-11) Dual{Cells()}(9.059269846546044e-9,-8.714129331084368e-11,-2.2756679640558456e-15) Dual{Cells()}(9.34204548165381e-9,-7.239715333396961e-13,-1.294887112131174e-17) Dual{Cells()}(9.34204548165381e-9,-8.122567853329077e-11,-1.4477261589568982e-15) Dual{Cells()}(9.34204548165381e-9,-1.0921234644283432e-6,-2.8204722811672936e-11) Dual{Cells()}(9.34204548165381e-9,2.1107516431350486e-6,4.6176194824823124e-11) Dual{Cells()}(9.34204548165381e-9,-1.0184659317027282e-6,-1.0637008889168849e-11) Dual{Cells()}(9.34204548165381e-9,-8.02973539102249e-11,-1.4395944799250974e-15) Dual{Cells()}(9.541835853639472e-9,-6.738155164304736e-13,-9.198381734206388e-18) Dual{Cells()}(9.541835853639472e-9,-7.453409053999697e-11,-1.0111940323095451e-15) Dual{Cells()}(9.541835853639472e-9,-1.0184659317027282e-6,-1.938370069048309e-11) Dual{Cells()}(9.541835853639472e-9,1.0186148386638959e-6,2.385033756004054e-11) Dual{Cells()}(9.541835853639472e-9,-7.369905511138499e-11,-1.0103028090015125e-15) Dual{Cells()}(-2.9561335765216133e-16,-8.05446899878931e-13,-2.5225364498976463e-17) Dual{Cells()}(-2.9561335765216133e-16,-8.735992266488415e-11,-2.7358362095525177e-15) Dual{Cells()}(-2.9561335765216133e-16,1.1794265090136834e-6,5.027813648929737e-11) Dual{Cells()}(-2.9561335765216133e-16,-1.1792519754394526e-6,-3.6930514402647005e-11) Dual{Cells()}(-2.9561335765216133e-16,-8.636820466604366e-11,-2.7047870131256693e-15) Dual{Cells()}(-2.926539816083668e-16,-8.110417175669265e-13,-2.5400585605715454e-17) Dual{Cells()}(-2.926539816083668e-16,-8.675412789330359e-11,-2.716864633135527e-15) Dual{Cells()}(-2.926539816083668e-16,-1.1792519754394526e-6,-3.693051443718017e-11) Dual{Cells()}(-2.926539816083668e-16,2.3668405454221455e-6,8.75569389545852e-11) Dual{Cells()}(-2.926539816083668e-16,-1.1874152287768493e-6,-3.718616211706867e-11) Dual{Cells()}(-2.926539816083668e-16,-8.577603623258565e-11,-2.6862421135473387e-15) Dual{Cells()}(-2.9711663356468513e-16,-8.166365352323641e-13,-2.5575806690507126e-17) Dual{Cells()}(-2.9711663356468513e-16,-8.61566751032979e-11,-2.698154299310723e-15) Dual{Cells()}(-2.9711663356468513e-16,-1.1874152287768493e-6,-3.718616218374958e-11) Dual{Cells()}(-2.9711663356468513e-16,3.197734033631648e-6,1.1367062353834389e-10) Dual{Cells()}(-2.9711663356468513e-16,-2.010146639612245e-6,-6.29515581228954e-11) Dual{Cells()}(-2.9711663356468513e-16,-8.519193091552695e-11,-2.6679497239768213e-15) Dual{Cells()}(-2.9668064964118563e-23,-2.976467488005959e-13,-9.321840708044315e-18) Dual{Cells()}(-2.9668064964118563e-23,-3.1157525593569716e-11,-9.757550581778778e-16) Dual{Cells()}(-2.9668064964118563e-23,-2.010146639612245e-6,-6.295155822326274e-11) Dual{Cells()}(-2.9668064964118563e-23,8.4097805218336e-6,2.66964172946195e-10) Dual{Cells()}(-2.9668064964118563e-23,-6.399571617059546e-6,-2.0041473400886995e-10) Dual{Cells()}(-2.9668064964118563e-23,-3.080998946594185e-11,-9.648742772921468e-16) Dual{Cells()}(1.5647723788837184e-23,-2.979328409975378e-13,-9.330800674896156e-18) Dual{Cells()}(1.5647723788837184e-23,-3.1127451390277754e-11,-9.748132290819165e-16) Dual{Cells()}(1.5647723788837184e-23,-6.399571617059546e-6,-2.0041473407581244e-10) Dual{Cells()}(1.5647723788837184e-23,1.2805355197889978e-5,4.0462339459409846e-10) Dual{Cells()}(1.5647723788837184e-23,-6.405721374864238e-6,-2.0060732532013386e-10) Dual{Cells()}(1.5647723788837184e-23,-3.078058196092808e-11,-9.63953324232018e-16) Dual{Cells()}(-2.2238247763164848e-26,-2.982189331960017e-13,-9.339760643278508e-18) Dual{Cells()}(-2.2238247763164848e-26,-3.1097435175043335e-11,-9.738732161218513e-16) Dual{Cells()}(-2.2238247763164848e-26,-6.405721374864238e-6,-2.0060732535361994e-10) Dual{Cells()}(-2.2238247763164848e-26,6.405783521748874e-6,2.0421211503943622e-10) Dual{Cells()}(-2.2238247763164848e-26,-3.0751230527801224e-11,-9.630341273175616e-16) Dual{Cells()}(-5.3914193105244084e-11,-1.0389036890042598e-13,-4.626520398745947e-17) Dual{Cells()}(-5.3914193105244084e-11,-5.6815850761748616e-11,4.375550337269959e-15) Dual{Cells()}(-5.3914193105244084e-11,-5.780195215933987e-11,-7.399799580184444e-15) Dual{Cells()}(-5.3914193105244084e-11,1.911207393182297e-7,9.386598484129933e-11) Dual{Cells()}(-5.3914193105244084e-11,-1.910060176249397e-7,-8.51404253336332e-11) Dual{Cells()}(-5.4326670804895344e-11,-1.0499410838756904e-13,-4.675852684039535e-17) Dual{Cells()}(-5.4326670804895344e-11,-5.635677656958051e-11,2.09891048017109e-15) Dual{Cells()}(-5.4326670804895344e-11,-5.718341718311639e-11,-7.321210101372281e-15) Dual{Cells()}(-5.4326670804895344e-11,-1.910060176249397e-7,-8.515068144001207e-11) Dual{Cells()}(-5.4326670804895344e-11,3.8414430687733185e-7,1.8001457261925365e-10) Dual{Cells()}(-5.4326670804895344e-11,-1.930246440645311e-7,-8.604381095718108e-11) Dual{Cells()}(-5.459977593580194e-11,-1.0609769983353958e-13,-4.7251846263326083e-17) Dual{Cells()}(-5.459977593580194e-11,-5.580958078213773e-11,1.0078668638321752e-15) Dual{Cells()}(-5.459977593580194e-11,-5.6577904034750296e-11,-7.24426856884249e-15) Dual{Cells()}(-5.459977593580194e-11,-1.930246440645311e-7,-8.605365574710625e-11) Dual{Cells()}(-5.459977593580194e-11,1.9313713764704782e-7,9.49684269647524e-11) Dual{Cells()}(-6.0449377714998664e-9,-6.226569567518331e-13,-3.2578085947713496e-17) Dual{Cells()}(-6.0449377714998664e-9,-1.8448282803475203e-10,-9.623439503629145e-15) Dual{Cells()}(-6.0449377714998664e-9,-1.8795588813817542e-10,-9.868761185329677e-15) Dual{Cells()}(-6.0449377714998664e-9,1.1544468011882155e-6,6.839142321640111e-11) Dual{Cells()}(-6.0449377714998664e-9,-1.1540737398150858e-6,-5.821304929397512e-11) Dual{Cells()}(-6.122662682930023e-9,-6.396688615886512e-13,-3.156790987174421e-17) Dual{Cells()}(-6.122662682930023e-9,-1.8570393485555495e-10,-9.139432418484103e-15) Dual{Cells()}(-6.122662682930023e-9,-1.891778834371097e-10,-9.36601049691858e-15) Dual{Cells()}(-6.122662682930023e-9,-1.1540737398150858e-6,-5.884864479852414e-11) Dual{Cells()}(-6.122662682930023e-9,2.345754471442552e-6,1.2390827236211959e-10) Dual{Cells()}(-6.122662682930023e-9,-1.191305210140312e-6,-5.3662442366598977e-11) Dual{Cells()}(-6.175272761734931e-9,-6.636142676412482e-13,-2.90550996587521e-17) Dual{Cells()}(-6.175272761734931e-9,-1.8880717034716778e-10,-8.248684266586758e-15) Dual{Cells()}(-6.175272761734931e-9,-1.9232655162740567e-10,-8.44171304187321e-15) Dual{Cells()}(-6.175272761734931e-9,-1.191305210140312e-6,-5.605566803968628e-11) Dual{Cells()}(-6.175272761734931e-9,3.0396035934895362e-6,1.4533502750662056e-10) Dual{Cells()}(-6.175272761734931e-9,-1.8479165860129816e-6,-7.673233858593023e-11) Dual{Cells()}(-5.206358785939719e-22,-1.7909451158448966e-13,-6.941704692366125e-18) Dual{Cells()}(-5.206358785939719e-22,-5.036639180512415e-11,-1.9493146256085913e-15) Dual{Cells()}(-5.206358785939719e-22,-5.1304163535440394e-11,-1.991866665704643e-15) Dual{Cells()}(-5.206358785939719e-22,-1.8479165860129816e-6,-8.193708289864501e-11) Dual{Cells()}(-5.206358785939719e-22,5.708164733584203e-6,2.2716077919384258e-10) Dual{Cells()}(-5.206358785939719e-22,-3.86014629792137e-6,-1.4102125479972776e-10) Dual{Cells()}(-7.066372944080369e-21,-1.8025119840438836e-13,-6.553265352861323e-18) Dual{Cells()}(-7.066372944080369e-21,-5.053111155939816e-11,-1.8351532632959418e-15) Dual{Cells()}(-7.066372944080369e-21,-5.1472113011242725e-11,-1.873540527803233e-15) Dual{Cells()}(-7.066372944080369e-21,-3.86014629792137e-6,-1.4824721589925398e-10) Dual{Cells()}(-7.066372944080369e-21,7.740452245510545e-6,2.8345017953395224e-10) Dual{Cells()}(-7.066372944080369e-21,-3.880203764113407e-6,-1.3203533343880252e-10) Dual{Cells()}(6.109423526171683e-22,-1.8095020552613196e-13,-6.152871168123085e-18) Dual{Cells()}(6.109423526171683e-22,-5.056683709728147e-11,-1.7183794952833449e-15) Dual{Cells()}(6.109423526171683e-22,-5.1508274812527635e-11,-1.7525368804743117e-15) Dual{Cells()}(6.109423526171683e-22,-3.880203764113407e-6,-1.4024447645856292e-10) Dual{Cells()}(6.109423526171683e-22,5.094625774063319e-6,1.6822998312062552e-10) Dual{Cells()}(6.109423526171683e-22,-1.2143197538877968e-6,-2.240951674352913e-11) Dual{Cells()}(5.914001504556274e-9,-4.937620087220642e-13,-1.289177255556295e-17) Dual{Cells()}(5.914001504556274e-9,-1.3624046488963383e-10,-3.563111913912646e-15) Dual{Cells()}(5.914001504556274e-9,-1.38762289309142e-10,-3.6154503065289354e-15) Dual{Cells()}(5.914001504556274e-9,-1.2143197538877968e-6,-3.400698314026327e-11) Dual{Cells()}(5.914001504556274e-9,1.9105770995984915e-6,4.8648013855543574e-11) Dual{Cells()}(5.914001504556274e-9,-6.959818491944871e-7,-8.285581965780181e-12) Dual{Cells()}(6.133076818205081e-9,-4.612796727650992e-13,-8.114581097750106e-18) Dual{Cells()}(6.133076818205081e-9,-1.2451218893352702e-10,-2.2057008576068352e-15) Dual{Cells()}(6.133076818205081e-9,-1.2676189728303602e-10,-2.211500066787167e-15) Dual{Cells()}(6.133076818205081e-9,-6.959818491944871e-7,-1.7929638460105497e-11) Dual{Cells()}(6.133076818205081e-9,1.344278315780833e-6,2.8866578529905147e-11) Dual{Cells()}(6.133076818205081e-9,-6.480447312204566e-7,-6.3404286161645594e-12) Dual{Cells()}(6.2956654228676676e-9,-4.281700448720655e-13,-5.652580048894116e-18) Dual{Cells()}(6.2956654228676676e-9,-1.1309865406910037e-10,-1.5124102767462123e-15) Dual{Cells()}(6.2956654228676676e-9,-1.1507762782756455e-10,-1.496315852676012e-15) Dual{Cells()}(6.2956654228676676e-9,-6.480447312204566e-7,-1.2182225335362629e-11) Dual{Cells()}(6.2956654228676676e-9,6.482733356723981e-7,1.483046699635732e-11) Dual{Cells()}(5.629017571818563e-9,-4.553699223889856e-13,-6.96484010115369e-18) Dual{Cells()}(5.629017571818563e-9,-1.166250946467351e-10,-1.7697767194637993e-15) Dual{Cells()}(5.629017571818563e-9,-1.187368728258799e-10,-1.828393048442439e-15) Dual{Cells()}(5.629017571818563e-9,6.875238282112584e-7,1.74050070905141e-11) Dual{Cells()}(5.629017571818563e-9,-6.872880108738633e-7,-1.3687614917071793e-11) Dual{Cells()}(5.630665024392992e-9,-4.87915285182206e-13,-9.261457244465479e-18) Dual{Cells()}(5.630665024392992e-9,-1.2233674167699086e-10,-2.311068151622819e-15) Dual{Cells()}(5.630665024392992e-9,-1.2450907083574626e-10,-2.373016547585418e-15) Dual{Cells()}(5.630665024392992e-9,-6.872880108738633e-7,-8.783523241486458e-12) Dual{Cells()}(5.630665024392992e-9,1.424507109190151e-6,3.32177307379638e-11) Dual{Cells()}(5.630665024392992e-9,-7.369717645884898e-7,-1.9195465969411816e-11) Dual{Cells()}(5.589944104420457e-9,-5.236231617179137e-13,-1.3677655778477096e-17) Dual{Cells()}(5.589944104420457e-9,-1.2856022734009485e-10,-3.353124948840478e-15) Dual{Cells()}(5.589944104420457e-9,-1.3080316364452965e-10,-3.420852373044989e-15) Dual{Cells()}(5.589944104420457e-9,-7.369717645884898e-7,-1.0814865836069734e-11) Dual{Cells()}(5.589944104420457e-9,2.030079046629474e-6,5.328933178397974e-11) Dual{Cells()}(5.589944104420457e-9,-1.292847395026838e-6,-3.5884203195392946e-11) Dual{Cells()}(2.5208147414000955e-22,-1.9428944311216628e-13,-6.361728479982679e-18) Dual{Cells()}(2.5208147414000955e-22,-4.713661430572101e-11,-1.543649321197888e-15) Dual{Cells()}(2.5208147414000955e-22,-4.795380367726497e-11,-1.5698631967194072e-15) Dual{Cells()}(2.5208147414000955e-22,-1.292847395026838e-6,-2.5283843330047543e-11) Dual{Cells()}(2.5208147414000955e-22,5.469608732660204e-6,1.7451356668815154e-10) Dual{Cells()}(2.5208147414000955e-22,-4.176666052925939e-6,-1.4428387530308612e-10) Dual{Cells()}(-5.81221607805296e-22,-1.9447940559033013e-13,-6.7500063183257505e-18) Dual{Cells()}(-5.81221607805296e-22,-4.7044363419428726e-11,-1.6336388572514714e-15) Dual{Cells()}(-5.81221607805296e-22,-4.785922977935273e-11,-1.660273669879131e-15) Dual{Cells()}(-5.81221607805296e-22,-4.176666052925939e-6,-1.3628124792948918e-10) Dual{Cells()}(-5.81221607805296e-22,8.353555746689155e-6,2.9158266617730173e-10) Dual{Cells()}(-5.81221607805296e-22,-4.176794595690612e-6,-1.5220140231475527e-10) Dual{Cells()}(6.958531695099469e-22,-1.9429419932805378e-13,-7.130188309950944e-18) Dual{Cells()}(6.958531695099469e-22,-4.686187435601994e-11,-1.7211394785598515e-15) Dual{Cells()}(6.958531695099469e-22,-4.767305903491396e-11,-1.7481650615205443e-15) Dual{Cells()}(6.958531695099469e-22,-4.176794595690612e-6,-1.449470381352358e-10) Dual{Cells()}(6.958531695099469e-22,6.2034314221242144e-6,2.331498729822696e-10) Dual{Cells()}(6.958531695099469e-22,-2.0265420972060125e-6,-8.433081969665978e-11) Dual{Cells()}(-5.5687778889513225e-9,-7.329044648141034e-13,-2.989679581577095e-17) Dual{Cells()}(-5.5687778889513225e-9,-1.7489504750321716e-10,-7.144096870844708e-15) Dual{Cells()}(-5.5687778889513225e-9,-1.779134888275137e-10,-7.248650685766075e-15) Dual{Cells()}(-5.5687778889513225e-9,-2.0265420972060125e-6,-7.859308576968194e-11) Dual{Cells()}(-5.5687778889513225e-9,3.362024244783912e-6,1.5029566841187884e-10) Dual{Cells()}(-5.5687778889513225e-9,-1.335128606137104e-6,-5.838747230435735e-11) Dual{Cells()}(-5.61477444391407e-9,-7.271156496742122e-13,-3.286530213716704e-17) Dual{Cells()}(-5.61477444391407e-9,-1.7037162611314807e-10,-7.714877753174659e-15) Dual{Cells()}(-5.61477444391407e-9,-1.7329518129576483e-10,-7.820291091276929e-15) Dual{Cells()}(-5.61477444391407e-9,-1.335128606137104e-6,-5.533430715268343e-11) Dual{Cells()}(-5.61477444391407e-9,2.6641256379651976e-6,1.2999565215382317e-10) Dual{Cells()}(-5.61477444391407e-9,-1.3286526379050347e-6,-6.200239743693983e-11) Dual{Cells()}(-5.665998253145261e-9,-7.258164659454869e-13,-3.4467405900597507e-17) Dual{Cells()}(-5.665998253145261e-9,-1.6701685665971462e-10,-7.94750152567692e-15) Dual{Cells()}(-5.665998253145261e-9,-1.698630223145865e-10,-8.052096135137617e-15) Dual{Cells()}(-5.665998253145261e-9,-1.3286526379050347e-6,-6.087872859513068e-11) Dual{Cells()}(-5.665998253145261e-9,1.3289902436004748e-6,7.283007883451971e-11) Dual{Cells()}(-6.8674990843301715e-9,-7.191372161942371e-13,-3.7336033913002864e-17) Dual{Cells()}(-6.8674990843301715e-9,-1.6071821500928277e-10,-8.324343330909489e-15) Dual{Cells()}(-6.8674990843301715e-9,-1.6334874457351935e-10,-8.501887549836522e-15) Dual{Cells()}(-6.8674990843301715e-9,1.3320376217507286e-6,7.841168095549675e-11) Dual{Cells()}(-6.8674990843301715e-9,-1.3317128356539297e-6,-6.664482217890952e-11) Dual{Cells()}(-6.944968975491455e-9,-7.374109780231038e-13,-3.6137103621933705e-17) Dual{Cells()}(-6.944968975491455e-9,-1.6191174848865027e-10,-7.917264944427655e-15) Dual{Cells()}(-6.944968975491455e-9,-1.645472305811157e-10,-8.081970455624756e-15) Dual{Cells()}(-6.944968975491455e-9,-1.3317128356539297e-6,-6.742217283829514e-11) Dual{Cells()}(-6.944968975491455e-9,2.703959401213011e-6,1.4190839754002724e-10) Dual{Cells()}(-6.944968975491455e-9,-1.3719193691690333e-6,-6.137214385475686e-11) Dual{Cells()}(-6.996793992374649e-9,-7.633642271588419e-13,-3.3233140334469975e-17) Dual{Cells()}(-6.996793992374649e-9,-1.6469244612793047e-10,-7.157513853372733e-15) Dual{Cells()}(-6.996793992374649e-9,-1.673647327135728e-10,-7.298956819343547e-15) Dual{Cells()}(-6.996793992374649e-9,-1.3719193691690333e-6,-6.417713125610044e-11) Dual{Cells()}(-6.996793992374649e-9,3.4969345509479896e-6,1.6628851438345987e-10) Dual{Cells()}(-6.996793992374649e-9,-2.1246823612358877e-6,-8.772693619383118e-11) Dual{Cells()}(-1.1156711602908333e-21,-2.0573709527813599e-13,-7.938937166355999e-18) Dual{Cells()}(-1.1156711602908333e-21,-4.394001548319342e-11,-1.693526838702407e-15) Dual{Cells()}(-1.1156711602908333e-21,-4.465224496459201e-11,-1.7249970562694657e-15) Dual{Cells()}(-1.1156711602908333e-21,-2.1246823612358877e-6,-9.373370769644218e-11) Dual{Cells()}(-1.1156711602908333e-21,6.55864057946511e-6,2.5977601600165264e-10) Dual{Cells()}(-1.1156711602908333e-21,-4.433869420231679e-6,-1.6128060953438995e-10) Dual{Cells()}(-2.679473879780805e-21,-2.0697766426729527e-13,-7.49618999667123e-18) Dual{Cells()}(-2.679473879780805e-21,-4.4082892998441864e-11,-1.5951759580704016e-15) Dual{Cells()}(-2.679473879780805e-21,-4.479752598429959e-11,-1.6237281222721533e-15) Dual{Cells()}(-2.679473879780805e-21,-4.433869420231679e-6,-1.69545554654877e-10) Dual{Cells()}(-2.679473879780805e-21,8.889061057956013e-6,3.2420604974571206e-10) Dual{Cells()}(-2.679473879780805e-21,-4.455102550327686e-6,-1.510539785130812e-10) Dual{Cells()}(1.269172940643374e-22,-2.0770296593221372e-13,-7.040130473753092e-18) Dual{Cells()}(1.269172940643374e-22,-4.4115531776081366e-11,-1.494547453311376e-15) Dual{Cells()}(1.269172940643374e-22,-4.483052138966044e-11,-1.5201325765399465e-15) Dual{Cells()}(1.269172940643374e-22,-4.455102550327686e-6,-1.6041865872609654e-10) Dual{Cells()}(1.269172940643374e-22,5.848207217023265e-6,1.925405448297298e-10) Dual{Cells()}(1.269172940643374e-22,-1.3930155129394478e-6,-2.5819534749548236e-11) Dual{Cells()}(6.722521644655778e-9,-5.662586663563411e-13,-1.4780096318291856e-17) Dual{Cells()}(6.722521644655778e-9,-1.1894632044823088e-10,-3.1087636160031437e-15) Dual{Cells()}(6.722521644655778e-9,-1.2086414737155361e-10,-3.1498950154259694e-15) Dual{Cells()}(6.722521644655778e-9,-1.3930155129394478e-6,-3.89765331162669e-11) Dual{Cells()}(6.722521644655778e-9,2.191502673830093e-6,5.5930280772836786e-11) Dual{Cells()}(6.722521644655778e-9,-7.982467841641594e-7,-9.685797382910964e-12) Dual{Cells()}(6.957477712451009e-9,-5.291062743516516e-13,-9.360506081041091e-18) Dual{Cells()}(6.957477712451009e-9,-1.0903156581086388e-10,-1.9396994160181536e-15) Dual{Cells()}(6.957477712451009e-9,-1.1075268662618148e-10,-1.9479442224533407e-15) Dual{Cells()}(6.957477712451009e-9,-7.982467841641594e-7,-2.0583637675606797e-11) Dual{Cells()}(6.957477712451009e-9,1.5422410274968582e-6,3.3349437126375023e-11) Dual{Cells()}(6.957477712451009e-9,-7.437739299739873e-7,-7.460272795996254e-12) Dual{Cells()}(7.12919134086875e-9,-4.916678588914026e-13,-6.566105743105672e-18) Dual{Cells()}(7.12919134086875e-9,-9.941711523022405e-11,-1.3414229956628458e-15) Dual{Cells()}(7.12919134086875e-9,-1.0094350530194113e-10,-1.3339845094270353e-15) Dual{Cells()}(7.12919134086875e-9,-7.437739299739873e-7,-1.4046229598533215e-11) Dual{Cells()}(7.12919134086875e-9,7.439747822623783e-7,1.7169145804982615e-11) Dual{Cells()}(6.46584427990479e-9,-5.187561760506189e-13,-7.878095523057934e-18) Dual{Cells()}(6.46584427990479e-9,-1.0209808998951937e-10,-1.541631762884749e-15) Dual{Cells()}(6.46584427990479e-9,-1.0371269652370917e-10,-1.583917655892843e-15) Dual{Cells()}(6.46584427990479e-9,7.831114185750773e-7,1.9737938676065807e-11) Dual{Cells()}(6.46584427990479e-9,-7.829050890323881e-7,-1.5549582400906938e-11) Dual{Cells()}(6.457810022759787e-9,-5.55717883891418e-13,-1.0507811567445541e-17) Dual{Cells()}(6.457810022759787e-9,-1.0735265399846721e-10,-2.0227599882837063e-15) Dual{Cells()}(6.457810022759787e-9,-1.090217005503141e-10,-2.0683333621230286e-15) Dual{Cells()}(6.457810022759787e-9,-7.829050890323881e-7,-9.89775799975588e-12) Dual{Cells()}(6.457810022759787e-9,1.6223454898705208e-6,3.7692602213941306e-11) Dual{Cells()}(6.457810022759787e-9,-8.392234707657e-7,-2.1848984306728626e-11) Dual{Cells()}(6.400615040659686e-9,-5.961295170128868e-13,-1.5568479648256856e-17) Dual{Cells()}(6.400615040659686e-9,-1.1305108800719039e-10,-2.9491179185230004e-15) Dual{Cells()}(6.400615040659686e-9,-1.1478201343567936e-10,-3.0005067513321503e-15) Dual{Cells()}(6.400615040659686e-9,-8.392234707657e-7,-1.2209193139921832e-11) Dual{Cells()}(6.400615040659686e-9,2.31101046925876e-6,6.057423855169087e-11) Dual{Cells()}(6.400615040659686e-9,-1.4715585692621e-6,-4.085932819995628e-11) Dual{Cells()}(6.844136009116366e-22,-2.210393116089217e-13,-7.250234323563393e-18) Dual{Cells()}(6.844136009116366e-22,-4.148106941053095e-11,-1.3607208237581554e-15) Dual{Cells()}(6.844136009116366e-22,-4.211270001070779e-11,-1.3810578288229692e-15) Dual{Cells()}(6.844136009116366e-22,-1.4715585692621e-6,-2.8696885988520207e-11) Dual{Cells()}(6.844136009116366e-22,6.223084532493292e-6,1.9886168257706428e-10) Dual{Cells()}(6.844136009116366e-22,-4.7514421484224585e-6,-1.644871633198764e-10) Dual{Cells()}(-6.43516224307495e-22,-2.2120007518402439e-13,-7.694224370379223e-18) Dual{Cells()}(-6.43516224307495e-22,-4.140421407044126e-11,-1.4407045175021547e-15) Dual{Cells()}(-6.43516224307495e-22,-4.203418247431461e-11,-1.4614840691870697e-15) Dual{Cells()}(-6.43516224307495e-22,-4.7514421484224585e-6,-1.5533178769580104e-10) Dual{Cells()}(-6.43516224307495e-22,9.501850693311034e-6,3.3240216717954206e-10) Dual{Cells()}(-6.43516224307495e-22,-4.750324885291956e-6,-1.7352971042203556e-10) Dual{Cells()}(4.584555648814957e-22,-2.2092779207127253e-13,-8.128747690210531e-18) Dual{Cells()}(4.584555648814957e-22,-4.124672526577138e-11,-1.5185047136383544e-15) Dual{Cells()}(4.584555648814957e-22,-4.18739404038894e-11,-1.5397015562956637e-15) Dual{Cells()}(4.584555648814957e-22,-4.750324885291956e-6,-1.6524081995549965e-10) Dual{Cells()}(4.584555648814957e-22,7.0535521252146225e-6,2.658138762000777e-10) Dual{Cells()}(4.584555648814957e-22,-2.3031438983292047e-6,-9.61377735479547e-11) Dual{Cells()}(-6.393284842138327e-9,-8.325946769938822e-13,-3.407981211087909e-17) Dual{Cells()}(-6.393284842138327e-9,-1.5399267940511556e-10,-6.309508561615864e-15) Dual{Cells()}(-6.393284842138327e-9,-1.5632817048705347e-10,-6.392386078591782e-15) Dual{Cells()}(-6.393284842138327e-9,-2.3031438983292047e-6,-8.960636905321542e-11) Dual{Cells()}(-6.393284842138327e-9,3.819051549239913e-6,1.7127415347926517e-10) Dual{Cells()}(-6.393284842138327e-9,-1.5155964974661388e-6,-6.651517839973223e-11) Dual{Cells()}(-6.440000742159829e-9,-8.247720573104813e-13,-3.7438951591302984e-17) Dual{Cells()}(-6.440000742159829e-9,-1.5011107735235876e-10,-6.8232261806018355e-15) Dual{Cells()}(-6.440000742159829e-9,-1.5237613942484544e-10,-6.907729333793343e-15) Dual{Cells()}(-6.440000742159829e-9,-1.5155964974661388e-6,-6.305813586890839e-11) Dual{Cells()}(-6.440000742159829e-9,3.0220139274653513e-6,1.480152521374264e-10) Dual{Cells()}(-6.440000742159829e-9,-1.5061141180103779e-6,-7.058328828157637e-11) Dual{Cells()}(-6.490936862138272e-9,-8.222023634223599e-13,-3.922910020321861e-17) Dual{Cells()}(-6.490936862138272e-9,-1.4727467671543214e-10,-7.037435274366057e-15) Dual{Cells()}(-6.490936862138272e-9,-1.4948332287571536e-10,-7.121850197426422e-15) Dual{Cells()}(-6.490936862138272e-9,-1.5061141180103779e-6,-6.932303308170812e-11) Dual{Cells()}(-6.490936862138272e-9,1.5064116982123325e-6,8.285852311277221e-11) Dual{Cells()}(-7.689418737158015e-9,-8.155921178656489e-13,-4.2098868900914117e-17) Dual{Cells()}(-7.689418737158015e-9,-1.4237059953920912e-10,-7.333968197404053e-15) Dual{Cells()}(-7.689418737158015e-9,-1.4443825511166876e-10,-7.465841376448442e-15) Dual{Cells()}(-7.689418737158015e-9,1.509622289089954e-6,8.842825722821085e-11) Dual{Cells()}(-7.689418737158015e-9,-1.5093346646431852e-6,-7.507350552989103e-11) Dual{Cells()}(-7.766886011630594e-9,-8.351284366140643e-13,-4.0711374706860975e-17) Dual{Cells()}(-7.766886011630594e-9,-1.4351727959607845e-10,-6.983245492781778e-15) Dual{Cells()}(-7.766886011630594e-9,-1.4559018387767936e-10,-7.106005880825878e-15) Dual{Cells()}(-7.766886011630594e-9,-1.5093346646431852e-6,-7.599138003083878e-11) Dual{Cells()}(-7.766886011630594e-9,3.062136962871186e-6,1.5990259954601496e-10) Dual{Cells()}(-7.766886011630594e-9,-1.5525123556360904e-6,-6.908057718527929e-11) Dual{Cells()}(-7.818068160987157e-9,-8.630957211864968e-13,-3.7415848360203435e-17) Dual{Cells()}(-7.818068160987157e-9,-1.4603500972571885e-10,-6.321302133886488e-15) Dual{Cells()}(-7.818068160987157e-9,-1.4813607325396566e-10,-6.42745008916859e-15) Dual{Cells()}(-7.818068160987157e-9,-1.5525123556360904e-6,-7.229516469728001e-11) Dual{Cells()}(-7.818068160987157e-9,3.954221643505574e-6,1.872373106321544e-10) Dual{Cells()}(-7.818068160987157e-9,-2.401414253690783e-6,-9.87203326800527e-11) Dual{Cells()}(-2.9936425694247e-21,-2.3237672278144287e-13,-8.937163112611552e-18) Dual{Cells()}(-2.9936425694247e-21,-3.896699470137796e-11,-1.4971041983154235e-15) Dual{Cells()}(-2.9936425694247e-21,-3.952662053392722e-11,-1.5209263542981709e-15) Dual{Cells()}(-2.9936425694247e-21,-2.401414253690783e-6,-1.0552638375136409e-10) Dual{Cells()}(-2.9936425694247e-21,7.409006556539735e-6,2.9238720494675647e-10) Dual{Cells()}(-2.9936425694247e-21,-5.007513576856994e-6,-1.8153929738894997e-10) Dual{Cells()}(8.270489422016154e-22,-2.3370213516421373e-13,-8.439945542885235e-18) Dual{Cells()}(8.270489422016154e-22,-3.909329029323964e-11,-1.4107329021691981e-15) Dual{Cells()}(8.270489422016154e-22,-3.965457900793034e-11,-1.4324672420722645e-15) Dual{Cells()}(8.270489422016154e-22,-5.007513576856994e-6,-1.908409244515774e-10) Dual{Cells()}(8.270489422016154e-22,1.0037525396674684e-5,3.649599263900021e-10) Dual{Cells()}(8.270489422016154e-22,-5.0299328382462535e-6,-1.7007334386340457e-10) Dual{Cells()}(-3.049105675731234e-22,-2.344546337897832e-13,-7.928039720751715e-18) Dual{Cells()}(-3.049105675731234e-22,-3.912338671002473e-11,-1.322341598451246e-15) Dual{Cells()}(-3.049105675731234e-22,-3.968480082673599e-11,-1.3419540988506935e-15) Dual{Cells()}(-3.049105675731234e-22,-5.0299328382462535e-6,-1.8059140014819478e-10) Dual{Cells()}(-3.049105675731234e-22,6.601725552286195e-6,2.1685327031513846e-10) Dual{Cells()}(-3.049105675731234e-22,-1.5717136713977703e-6,-2.923276437645761e-11) Dual{Cells()}(7.530469788711358e-9,-6.387586757375154e-13,-1.666803305000458e-17) Dual{Cells()}(7.530469788711358e-9,-1.0554738865804698e-10,-2.7572571778266644e-15) Dual{Cells()}(7.530469788711358e-9,-1.0705393778839741e-10,-2.7903316225005497e-15) Dual{Cells()}(7.530469788711358e-9,-1.5717136713977703e-6,-4.394742064969638e-11) Dual{Cells()}(7.530469788711358e-9,2.4724445514866066e-6,6.321655147766555e-11) Dual{Cells()}(7.530469788711358e-9,-9.005176400037144e-7,-1.1087566890314718e-11) Dual{Cells()}(7.781440118799506e-9,-5.969278724299399e-13,-1.0602765419359265e-17) Dual{Cells()}(7.781440118799506e-9,-9.697271221254545e-11,-1.7307540676027973e-15) Dual{Cells()}(7.781440118799506e-9,-9.833202667457248e-11,-1.7403651960638065e-15) Dual{Cells()}(7.781440118799506e-9,-9.005176400037144e-7,-2.3238219782887128e-11) Dual{Cells()}(7.781440118799506e-9,1.7402135200469587e-6,3.7835200426775885e-11) Dual{Cells()}(7.781440118799506e-9,-8.394999783764848e-7,-8.581985942148775e-12) Dual{Cells()}(7.962438636860999e-9,-5.551337301420553e-13,-7.474197288498913e-18) Dual{Cells()}(7.962438636860999e-9,-8.868121905394516e-11,-1.2046559785480389e-15) Dual{Cells()}(7.962438636860999e-9,-8.989659713212466e-11,-1.2030001480647885e-15) Dual{Cells()}(7.962438636860999e-9,-8.394999783764848e-7,-1.591147079050676e-11) Dual{Cells()}(7.962438636860999e-9,8.396791113264009e-7,1.9509759884995635e-11) Dual{Cells()}(7.301827824954548e-9,-5.821336704254005e-13,-8.787145778509278e-18) Dual{Cells()}(7.301827824954548e-9,-9.07873176849663e-11,-1.3649062518987273e-15) Dual{Cells()}(7.301827824954548e-9,-9.206305389536061e-11,-1.3975760641519071e-15) Dual{Cells()}(7.301827824954548e-9,8.787175212011798e-7,2.2073178898856204e-11) Dual{Cells()}(7.301827824954548e-9,-8.785340886959291e-7,-1.7412737568235345e-11) Dual{Cells()}(7.2840490106887005e-9,-6.235185810782796e-13,-1.175115929042316e-17) Dual{Cells()}(7.2840490106887005e-9,-9.563759759095619e-11,-1.7979357295090313e-15) Dual{Cells()}(7.2840490106887005e-9,-9.695996028513783e-11,-1.8333106782752165e-15) Dual{Cells()}(7.2840490106887005e-9,-8.785340886959291e-7,-1.1014191801145308e-11) Dual{Cells()}(7.2840490106887005e-9,1.8202076843084027e-6,4.217083980860455e-11) Dual{Cells()}(7.2840490106887005e-9,-9.414803745360164e-7,-2.4502886998308124e-11) Dual{Cells()}(7.210344462252323e-9,-6.686362139209409e-13,-1.745835204215019e-17) Dual{Cells()}(7.210344462252323e-9,-1.008800842055813e-10,-2.631811306406183e-15) Dual{Cells()}(7.210344462252323e-9,-1.0225551142688719e-10,-2.672043278019355e-15) Dual{Cells()}(7.210344462252323e-9,-9.414803745360164e-7,-1.3605565651083545e-11) Dual{Cells()}(7.210344462252323e-9,2.59195226293455e-6,6.786161247405205e-11) Dual{Cells()}(7.210344462252323e-9,-1.650268084166687e-6,-4.5834359818300636e-11) Dual{Cells()}(-1.7547982382523256e-22,-2.477888720471877e-13,-8.138922210044966e-18) Dual{Cells()}(-1.7547982382523256e-22,-3.7036828230325327e-11,-1.2165486092884176e-15) Dual{Cells()}(-1.7547982382523256e-22,-3.753957070451196e-11,-1.2325901832089757e-15) Dual{Cells()}(-1.7547982382523256e-22,-1.650268084166687e-6,-3.2111832687631324e-11) Dual{Cells()}(-1.7547982382523256e-22,6.97652165797987e-6,2.2320397163734604e-10) Dual{Cells()}(-1.7547982382523256e-22,-5.326178749625376e-6,-1.8468327896300883e-10) Dual{Cells()}(1.58592455021758e-21,-2.479202853715511e-13,-8.638750490610313e-18) Dual{Cells()}(1.58592455021758e-21,-3.697123360395435e-11,-1.2885368044521616e-15) Dual{Cells()}(1.58592455021758e-21,-3.7472849860104706e-11,-1.3049625085452584e-15) Dual{Cells()}(1.58592455021758e-21,-5.326178749625376e-6,-1.7437651482758504e-10) Dual{Cells()}(1.58592455021758e-21,1.06500726736099e-5,3.7320709192747296e-10) Dual{Cells()}(1.58592455021758e-21,-5.323819231980774e-6,-1.9484933670989463e-10) Dual{Cells()}(-1.3794286845958767e-21,-2.4756077326594136e-13,-9.127729846665244e-18) Dual{Cells()}(-1.3794286845958767e-21,-3.6832790534798366e-11,-1.3585794898139598e-15) Dual{Cells()}(-1.3794286845958767e-21,-3.7332402952071895e-11,-1.3753709306178242e-15) Dual{Cells()}(-1.3794286845958767e-21,-5.323819231980774e-6,-1.8552711475169054e-10) Dual{Cells()}(-1.3794286845958767e-21,7.90363880657594e-6,2.984644959252196e-10) Dual{Cells()}(-1.3794286845958767e-21,-2.5797451618409066e-6,-1.0793904420611493e-10) Dual{Cells()}(-7.2170407937606684e-9,-9.322816268837876e-13,-3.826511249326679e-17) Dual{Cells()}(-7.2170407937606684e-9,-1.3755151968128915e-10,-5.649678295043871e-15) Dual{Cells()}(-7.2170407937606684e-9,-1.3941403383802023e-10,-5.71564866900165e-15) Dual{Cells()}(-7.2170407937606684e-9,-2.5797451618409066e-6,-1.0061486370182907e-10) Dual{Cells()}(-7.2170407937606684e-9,4.2760948901003754e-6,1.9224337470813505e-10) Dual{Cells()}(-7.2170407937606684e-9,-1.696071830424322e-6,-7.463846457154447e-11) Dual{Cells()}(-7.264297640034852e-9,-9.224251285031916e-13,-4.201528995582777e-17) Dual{Cells()}(-7.264297640034852e-9,-1.3415565733604706e-10,-6.116525759169579e-15) Dual{Cells()}(-7.264297640034852e-9,-1.3596530737655816e-10,-6.184181659203856e-15) Dual{Cells()}(-7.264297640034852e-9,-1.696071830424322e-6,-7.077802912620325e-11) Dual{Cells()}(-7.264297640034852e-9,3.3799345581394765e-6,1.660254810763144e-10) Dual{Cells()}(-7.264297640034852e-9,-1.6835916843253134e-6,-7.915869776913233e-11) Dual{Cells()}(-7.3148383454835e-9,-9.18585985202644e-13,-4.3993480243866627e-17) Dual{Cells()}(-7.3148383454835e-9,-1.3170511504626254e-10,-6.314569366512739e-15) Dual{Cells()}(-7.3148383454835e-9,-1.334727344941709e-10,-6.382420907442855e-15) Dual{Cells()}(-7.3148383454835e-9,-1.6835916843253134e-6,-7.776201188397238e-11) Dual{Cells()}(-7.3148383454835e-9,1.683857780760839e-6,9.288186467702903e-11) Dual{Cells()}(-8.52028468612855e-9,-9.119267790961803e-13,-4.685449167760188e-17) Dual{Cells()}(-8.52028468612855e-9,-1.277564226489413e-10,-6.555773868600526e-15) Dual{Cells()}(-8.52028468612855e-9,-1.2941672470667379e-10,-6.659860293691255e-15) Dual{Cells()}(-8.52028468612855e-9,1.686884578233103e-6,9.848120994654889e-11) Dual{Cells()}(-8.52028468612855e-9,-1.6866264931589683e-6,-8.354380613275057e-11) Dual{Cells()}(-8.598117361464371e-9,-9.327461671433198e-13,-4.52793830585382e-17) Dual{Cells()}(-8.598117361464371e-9,-1.2885445006701116e-10,-6.247863775957861e-15) Dual{Cells()}(-8.598117361464371e-9,-1.3052114362959927e-10,-6.345061981300964e-15) Dual{Cells()}(-8.598117361464371e-9,-1.6866264931589683e-6,-8.459652289802891e-11) Dual{Cells()}(-8.598117361464371e-9,3.4197532340342695e-6,1.77968876717609e-10) Dual{Cells()}(-8.598117361464371e-9,-1.7328664325354376e-6,-7.682605481736686e-11) Dual{Cells()}(-8.648629042125489e-9,-9.627675675165705e-13,-4.159450524175701e-17) Dual{Cells()}(-8.648629042125489e-9,-1.3116189936360397e-10,-5.66137409376588e-15) Dual{Cells()}(-8.648629042125489e-9,-1.3285314670419923e-10,-5.7458920845166046e-15) Dual{Cells()}(-8.648629042125489e-9,-1.7328664325354376e-6,-8.044324378542531e-11) Dual{Cells()}(-8.648629042125489e-9,4.411043170722466e-6,2.0826530568231075e-10) Dual{Cells()}(-8.648629042125489e-9,-2.6779117603733926e-6,-1.0975998300177923e-10) Dual{Cells()}(-8.154100909303395e-21,-2.590091153468259e-13,-9.935022437442576e-18) Dual{Cells()}(-8.154100909303395e-21,-3.500354613413561e-11,-1.3418069938609166e-15) Dual{Cells()}(-8.154100909303395e-21,-3.545431772355933e-11,-1.360894191226411e-15) Dual{Cells()}(-8.154100909303395e-21,-2.6779117603733926e-6,-1.1736084930068585e-10) Dual{Cells()}(-8.154100909303395e-21,8.258929093156144e-6,3.2511928881513036e-10) Dual{Cells()}(-8.154100909303395e-21,-5.580946615909778e-6,-2.0186970578312924e-10) Dual{Cells()}(2.6312986870352606e-21,-2.6042279300460557e-13,-9.3837290622566e-18) Dual{Cells()}(2.6312986870352606e-21,-3.5117374046200176e-11,-1.2647860311734544e-15) Dual{Cells()}(2.6312986870352606e-21,-3.556957586591291e-11,-1.2822653358901647e-15) Dual{Cells()}(2.6312986870352606e-21,-5.580946615909778e-6,-2.1221085045168326e-10) Dual{Cells()}(2.6312986870352606e-21,1.1185675190482972e-5,4.058496150725456e-10) Dual{Cells()}(2.6312986870352606e-21,-5.604657627200488e-6,-1.8915044330941328e-10) Dual{Cells()}(-1.7252370326699251e-22,-2.6120520399167497e-13,-8.816400670109748e-18) Dual{Cells()}(-1.7252370326699251e-22,-3.514574944188886e-11,-1.1859478128993806e-15) Dual{Cells()}(-1.7252370326699251e-22,-3.5598168177805226e-11,-1.2017913259911898e-15) Dual{Cells()}(-1.7252370326699251e-22,-5.604657627200488e-6,-2.0082815377114541e-10) Dual{Cells()}(-1.7252370326699251e-22,7.355138093759144e-6,2.4122623296936877e-10) Dual{Cells()}(-1.7252370326699251e-22,-1.7504094614358322e-6,-3.263024165948508e-11) Dual{Cells()}(8.346662697587351e-9,-7.112597933376387e-13,-1.8561636623830205e-17) Dual{Cells()}(8.346662697587351e-9,-9.48606387883595e-11,-2.477303432785909e-15) Dual{Cells()}(8.346662697587351e-9,-9.607665215160141e-11,-2.5047730060324376e-15) Dual{Cells()}(8.346662697587351e-9,-1.7504094614358322e-6,-4.892073766341276e-11) Dual{Cells()}(8.346662697587351e-9,2.753299064278383e-6,7.048068947414525e-11) Dual{Cells()}(8.346662697587351e-9,-1.0026979542918176e-6,-1.2462695809414253e-11) Dual{Cells()}(8.614648058332732e-9,-6.646802463060216e-13,-1.185623938264823e-17) Dual{Cells()}(8.614648058332732e-9,-8.730020252629852e-11,-1.5618050623721416e-15) Dual{Cells()}(8.614648058332732e-9,-8.840227625593379e-11,-1.5710854413947732e-15) Dual{Cells()}(8.614648058332732e-9,-1.0026979542918176e-6,-2.5886276426489738e-11) Dual{Cells()}(8.614648058332732e-9,1.9377968609562125e-6,4.2279411909595187e-11) Dual{Cells()}(8.614648058332732e-9,-9.349225395053664e-7,-9.675101486571713e-12) Dual{Cells()}(8.805694883250425e-9,-6.184248109902095e-13,-8.396872943369646e-18) Dual{Cells()}(8.805694883250425e-9,-8.000158762739681e-11,-1.0921011267957629e-15) Dual{Cells()}(8.805694883250425e-9,-8.099216950249306e-11,-1.0925662105172054e-15) Dual{Cells()}(8.805694883250425e-9,-9.349225395053664e-7,-1.7761722748787427e-11) Dual{Cells()}(8.805694883250425e-9,9.350841516873073e-7,2.182182089491372e-11) Dual{Cells()}(8.325319419726905e-9,-7.271983820701546e-13,-1.8421858164782638e-17) Dual{Cells()}(8.325319419726905e-9,-8.750948033645312e-11,2.3694215751155774e-14) Dual{Cells()}(8.325319419726905e-9,-8.816663999714394e-11,-1.2540470301861377e-15) Dual{Cells()}(8.325319419726905e-9,1.0731187318899977e-6,3.824829731518345e-11) Dual{Cells()}(8.325319419726905e-9,-1.072942328571282e-6,-3.137391294113827e-11) Dual{Cells()}(8.300424727120423e-9,-7.437387971018562e-13,-2.1666452511770964e-17) Dual{Cells()}(8.300424727120423e-9,-8.751110102889869e-11,2.410470273134867e-14) Dual{Cells()}(8.300424727120423e-9,-9.080366371563392e-11,-1.6455496390314395e-15) Dual{Cells()}(8.300424727120423e-9,-1.072942328571282e-6,-2.5958778734030562e-11) Dual{Cells()}(8.300424727120423e-9,2.16324357364217e-6,7.364727456572367e-11) Dual{Cells()}(8.300424727120423e-9,-1.0901221865673462e-6,-3.841838545642118e-11) Dual{Cells()}(8.206219657440303e-9,-7.505874445922754e-13,-2.764920884904337e-17) Dual{Cells()}(8.206219657440303e-9,-8.700605801435204e-11,2.4464699992353672e-14) Dual{Cells()}(8.206219657440303e-9,-9.289479427936708e-11,-2.367563815442986e-15) Dual{Cells()}(8.206219657440303e-9,-1.0901221865673462e-6,-2.989544559582697e-11) Dual{Cells()}(8.206219657440303e-9,2.9312600457301255e-6,1.1154633520280647e-10) Dual{Cells()}(8.206219657440303e-9,-1.840957207723041e-6,-7.040126715255077e-11) Dual{Cells()}(2.11383420598512e-22,-2.67299367166801e-13,-1.187104909855613e-17) Dual{Cells()}(2.11383420598512e-22,-3.11304450024748e-11,8.809409407433237e-15) Dual{Cells()}(2.11383420598512e-22,-3.341102870772784e-11,-1.0778626613012196e-15) Dual{Cells()}(2.11383420598512e-22,-1.840957207723041e-6,-6.066609935967083e-11) Dual{Cells()}(2.11383420598512e-22,7.5569933875605965e-6,3.310006409076762e-10) Dual{Cells()}(2.11383420598512e-22,-5.715971371064478e-6,-2.6277333802685014e-10) Dual{Cells()}(-2.371035677700827e-22,-2.646492734271478e-13,-1.2389510364940188e-17) Dual{Cells()}(-2.371035677700827e-22,-3.093937342740694e-11,8.76263075848327e-15) Dual{Cells()}(-2.371035677700827e-22,-3.3169764927771746e-11,-1.1370535692813826e-15) Dual{Cells()}(-2.371035677700827e-22,-5.715971371064478e-6,-2.572887738220488e-10) Dual{Cells()}(-2.371035677700827e-22,1.1370436146057207e-5,5.350910687245926e-10) Dual{Cells()}(-2.371035677700827e-22,-5.654400401205099e-6,-2.7313599818883037e-10) Dual{Cells()}(4.58503628598729e-23,-2.615679452145563e-13,-1.289652963044852e-17) Dual{Cells()}(4.58503628598729e-23,-3.0719990750966995e-11,8.707301776196916e-15) Dual{Cells()}(4.58503628598729e-23,-3.28685470872773e-11,-1.1947026867832798e-15) Dual{Cells()}(4.58503628598729e-23,-5.654400401205099e-6,-2.690047506613221e-10) Dual{Cells()}(4.58503628598729e-23,8.338162396233389e-6,4.1831406283849154e-10) Dual{Cells()}(4.58503628598729e-23,-2.683698144922506e-6,-1.4307079286508008e-10) Dual{Cells()}(-8.79517832304171e-9,-9.648825606008596e-13,-5.270591335908812e-17) Dual{Cells()}(-8.79517832304171e-9,-1.2144976149541058e-10,-4.943673788651075e-15) Dual{Cells()}(-8.79517832304171e-9,-2.683698144922506e-6,-1.4186276294442917e-10) Dual{Cells()}(-8.79517832304171e-9,4.420136560996243e-6,2.575406216078517e-10) Dual{Cells()}(-8.79517832304171e-9,-1.7363160014296809e-6,-9.871863488070809e-11) Dual{Cells()}(-8.784523822549057e-9,-9.342560959739123e-13,-5.65854036646495e-17) Dual{Cells()}(-8.784523822549057e-9,-1.1717472757595872e-10,-5.339842526517368e-15) Dual{Cells()}(-8.784523822549057e-9,-1.7363160014296809e-6,-9.949886555293566e-11) Dual{Cells()}(-8.784523822549057e-9,3.4318164499661776e-6,2.1958067387313732e-10) Dual{Cells()}(-8.784523822549057e-9,-1.695382339552825e-6,-1.0455636279818636e-10) Dual{Cells()}(-8.819301330749213e-9,-9.197783342714937e-13,-5.864494533996395e-17) Dual{Cells()}(-8.819301330749213e-9,-1.1442368270095238e-10,-5.513323506248051e-15) Dual{Cells()}(-8.819301330749213e-9,-1.695382339552825e-6,-1.05792850878505e-10) Dual{Cells()}(-8.819301330749213e-9,1.69549768301386e-6,1.1972350158157492e-10) Dual{Cells()}(-9.349343241376377e-9,-1.0082319965481587e-12,-5.16199914383595e-17) Dual{Cells()}(-9.349343241376377e-9,-1.1722752125359106e-10,-6.0098493046250676e-15) Dual{Cells()}(-9.349343241376377e-9,1.864029690807952e-6,1.0852691649014754e-10) Dual{Cells()}(-9.349343241376377e-9,-1.863911455054702e-6,-9.201320988622696e-11) Dual{Cells()}(-9.427621642520603e-9,-1.0303356236193826e-12,-4.985722739906067e-17) Dual{Cells()}(-9.427621642520603e-9,-1.182803052921195e-10,-5.7303190273034555e-15) Dual{Cells()}(-9.427621642520603e-9,-1.863911455054702e-6,-9.320005146707702e-11) Dual{Cells()}(-9.427621642520603e-9,3.7772366563870144e-6,1.9602867990232944e-10) Dual{Cells()}(-9.427621642520603e-9,-1.9132058906913967e-6,-8.45732807589296e-11) Dual{Cells()}(-9.477576853713032e-9,-1.0624170595663304e-12,-4.5782301888656e-17) Dual{Cells()}(-9.477576853713032e-9,-1.2042896530819093e-10,-5.194166291097816e-15) Dual{Cells()}(-9.477576853713032e-9,-1.9132058906913967e-6,-8.859112080832913e-11) Dual{Cells()}(-9.477576853713032e-9,4.867708127111958e-6,2.292910160671947e-10) Dual{Cells()}(-9.477576853713032e-9,-2.9543807450381935e-6,-1.208040788470367e-10) Dual{Cells()}(-1.7881870120929877e-20,-2.856378681643124e-13,-1.0934991105467442e-17) Dual{Cells()}(-1.7881870120929877e-20,-3.214261632490109e-11,-1.2311459842883956e-15) Dual{Cells()}(-1.7881870120929877e-20,-2.9543807450381935e-6,-1.2919615932689e-10) Dual{Cells()}(-1.7881870120929877e-20,9.108732881585565e-6,3.578652948712465e-10) Dual{Cells()}(-1.7881870120929877e-20,-6.154319708293179e-6,-2.2221529207258978e-10) Dual{Cells()}(2.2060018363865607e-21,-2.871411869405443e-13,-1.0329432962698707e-17) Dual{Cells()}(2.2060018363865607e-21,-3.2247407346920707e-11,-1.160405229248773e-15) Dual{Cells()}(2.2060018363865607e-21,-6.154319708293179e-6,-2.335914101147965e-10) Dual{Cells()}(2.2060018363865607e-21,1.2333691501009636e-5,4.4676738108714286e-10) Dual{Cells()}(2.2060018363865607e-21,-6.179339258167924e-6,-2.0824659556851318e-10) Dual{Cells()}(-6.645515726875606e-23,-2.879550691537689e-13,-9.706474615757214e-18) Dual{Cells()}(-6.645515726875606e-23,-3.227439624523914e-11,-1.0879908446886908e-15) Dual{Cells()}(-6.645515726875606e-23,-6.179339258167924e-6,-2.2107889771202684e-10) Dual{Cells()}(-6.645515726875606e-23,8.108513773636684e-6,2.656269509175565e-10) Dual{Cells()}(-6.645515726875606e-23,-1.929141953117446e-6,-3.604463958946384e-11) Dual{Cells()}(9.161076767142538e-9,-7.83779692188373e-13,-2.045768717127788e-17) Dual{Cells()}(9.161076767142538e-9,-8.714129331084368e-11,-2.272025985283417e-15) Dual{Cells()}(9.161076767142538e-9,-1.929141953117446e-6,-5.39037803405223e-11) Dual{Cells()}(9.161076767142538e-9,3.034178266868153e-6,7.776697076874431e-11) Dual{Cells()}(9.161076767142538e-9,-1.1049483886777038e-6,-1.385141191795663e-11) Dual{Cells()}(9.44595876396202e-9,-7.32489803544085e-13,-1.3108818112752721e-17) Dual{Cells()}(9.44595876396202e-9,-8.02973539102249e-11,-1.4317651310461117e-15) Dual{Cells()}(9.44595876396202e-9,-1.1049483886777038e-6,-2.854169641083334e-11) Dual{Cells()}(9.44595876396202e-9,2.135523021438037e-6,4.6745375024162565e-11) Dual{Cells()}(9.44595876396202e-9,-1.030493602916619e-6,-1.0781396331421834e-11) Dual{Cells()}(9.646989869966748e-9,-6.818021639514232e-13,-9.316544879742428e-18) Dual{Cells()}(9.646989869966748e-9,-7.369905511138499e-11,-1.0006451646082236e-15) Dual{Cells()}(9.646989869966748e-9,-1.030493602916619e-6,-1.962149411127435e-11) Dual{Cells()}(9.646989869966748e-9,1.0305679837738943e-6,2.414610989630604e-11) Dual{Cells()}(-3.0023425584600093e-16,-8.146468290984644e-13,-2.5513468820036475e-17) Dual{Cells()}(-3.0023425584600093e-16,-8.636820466604366e-11,-2.7047815918750138e-15) Dual{Cells()}(-3.0023425584600093e-16,1.1927625355350173e-6,5.084817569067148e-11) Dual{Cells()}(-3.0023425584600093e-16,-1.1926753526835221e-6,-3.735089315014922e-11) Dual{Cells()}(-2.972342720503301e-16,-8.202416467867549e-13,-2.5688689765888646e-17) Dual{Cells()}(-2.972342720503301e-16,-8.577603623258565e-11,-2.6862367294753e-15) Dual{Cells()}(-2.972342720503301e-16,-1.1926753526835221e-6,-3.7350893185198344e-11) Dual{Cells()}(-2.972342720503301e-16,2.3936005521879733e-6,8.854737578853153e-11) Dual{Cells()}(-2.972342720503301e-16,-1.2008386032265717e-6,-3.760654077753806e-11) Dual{Cells()}(-3.017584281524479e-16,-8.258364644522167e-13,-2.5863910689510297e-17) Dual{Cells()}(-3.017584281524479e-16,-8.519193091552695e-11,-2.6679443765860267e-15) Dual{Cells()}(-3.017584281524479e-16,-1.2008386032265717e-6,-3.760654084522234e-11) Dual{Cells()}(-3.017584281524479e-16,3.23368923510293e-6,1.1494902549443276e-10) Dual{Cells()}(-3.017584281524479e-16,-2.0327646141089784e-6,-6.365988328165267e-11) Dual{Cells()}(-2.059464901669253e-23,-3.009868752712055e-13,-9.426439717739758e-18) Dual{Cells()}(-2.059464901669253e-23,-3.080998946594185e-11,-9.648723433935339e-16) Dual{Cells()}(-2.059464901669253e-23,-2.0327646141089784e-6,-6.365988338353723e-11) Dual{Cells()}(-2.059464901669253e-23,8.504165671696638e-6,2.699603772994624e-10) Dual{Cells()}(-2.059464901669253e-23,-6.4713699466113185e-6,-2.0266323610928972e-10) Dual{Cells()}(-1.7038372806936188e-23,-3.0127296746812626e-13,-9.435399676339596e-18) Dual{Cells()}(-1.7038372806936188e-23,-3.078058196092808e-11,-9.639513921805026e-16) Dual{Cells()}(-1.7038372806936188e-23,-6.4713699466113185e-6,-2.026632361772439e-10) Dual{Cells()}(-1.7038372806936188e-23,1.2948920715385118e-5,4.091597762830211e-10) Dual{Cells()}(-1.7038372806936188e-23,-6.477519686918872e-6,-2.0285582687322057e-10) Dual{Cells()}(3.981096324495012e-23,-3.015590596666092e-13,-9.444359636490536e-18) Dual{Cells()}(3.981096324495012e-23,-3.0751230527801224e-11,-9.630321971090074e-16) Dual{Cells()}(3.981096324495012e-23,-6.477519686918872e-6,-2.0285582690721273e-10) Dual{Cells()}(3.981096324495012e-23,6.47755073970846e-6,2.064999955674472e-10)], [1, 5, 10, 14, 18, 23, 28, 33, 38, 43, 48, 53, 57, 61, 66, 71, 76, 81, 86, 92, 98, 103, 108, 114, 120, 126, 132, 138, 144, 150, 155, 160, 166, 172, 178, 184, 190, 196, 202, 207, 212, 218, 224, 230, 236, 242, 248, 254, 259, 264, 270, 276, 282, 288, 294, 300, 306, 311, 316, 322, 328, 334, 340, 346, 352, 358, 363, 368, 374, 380, 386, 392, 398, 404, 410, 415, 420, 426, 432, 438, 444, 450, 456, 462, 467, 472, 478, 484, 490, 496, 501, 506, 512, 517, 522, 528, 534, 540, 546, 552, 558, 564, 569, 574, 580, 586, 592, 598, 604, 610, 616, 621, 626, 632, 638, 644, 650, 656, 662, 668, 673, 678, 684, 690, 696, 702, 708, 714, 720, 725, 730, 736, 742, 748, 754, 760, 766, 772, 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VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, parameters::@NamedTuple{Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, Cp::BattMo.Cp, Cs::BattMo.Cs}, secondary_variables::@NamedTuple{Charge::Charge, Ocp::BattMo.Ocp, ReactionRateConst::BattMo.ReactionRateConst, SolidDiffFlux::BattMo.SolidDiffFlux}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, Conductivity::BattMo.Conductivity, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, mass_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{5, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, solid_diffusion_bc::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, mass_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, solid_diffusion_bc::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cp::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Cs::LinearAlgebra.Adjoint{Float64, 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Dual{Cells()}(56160.80518255706,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56081.014522630445,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56432.79388074449,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(54233.26543635135,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53933.557043899425,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(54006.823330127416,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56043.39047920962,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(55963.78542496587,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56312.89985236127,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(54352.00214013236,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(54048.44541040617,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(54121.75892081898,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(55947.94748092571,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(55868.50490060507,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56215.303714481255,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(18284.862189243428,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(18285.58702838993,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(18287.115874050953,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56478.93949710714,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56398.84259247835,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56759.15854982508,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53968.42188274875,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53674.18128461633,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53746.365422457515,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56290.12180242409,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56210.183706766526,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56565.55210592754,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(54124.71050845034,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53827.1641357265,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53899.994146976416,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56144.78037365495,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56065.020429464996,0.0,0.0,0.0,0.0,0.0,1.0,0.0) 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Dual{Cells()}(2.232886135329195,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2308537113150892,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2268049700548653,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.227303668104269,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2320459898157528,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2344073867713,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2329892176372943,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.230934305682953,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2268394712543054,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.227279511753954,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.231986771499097,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.23433160271205,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.223856953749589,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.223833158413244,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.223786223505315,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2274175674912358,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2323304262500088,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.234772420603444,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2327162286818183,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2307195612364983,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.226746160754506,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.227367001763347,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2322040619457075,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.234610237268876,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2328178037550335,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.230799784830867,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2267814316882837,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2273279773143537,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2321066697242142,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.234485215347881,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2328963433543505,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2308617464122578,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.226808446608078,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2273004614564806,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.232038054487434,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2343972191710844,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2337875241600074,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.231547462715708,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2270990099264254,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2272768006049537,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2319802182677098,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2343232372029904,1.0,0.0,0.0,0.0,0.0,0.0,0.0)], SolidDiffFlux = ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(-7.23966568419794e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.275758899990967e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.348144260640358e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.112521472895733e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.114584230027363e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.128898958772835e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.2871374168599747e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.290151834214645e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.288118855325437e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.059448439496463e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.061277804564084e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0739249267985294e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4980331100010465e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.500570646749335e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.499711760447871e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.019598121852916e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0212688785746164e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0326592024407176e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5279512274821414e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.529852117975122e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5289863699347448e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.988934705195317e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.990496603990717e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.000932929397894e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5517183891318735e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5531002920666333e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5522272101387568e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9648822826583436e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.966365456460193e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.976066147787242e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.5067684947164066e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.5294812109773485e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.574985699665382e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1053208349629686e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1073580594609264e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1214656532529534e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4372655182199455e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4415391785426633e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4407647647291773e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.053840809718355e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.055646582466527e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.06811599607699e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5022021877580978e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5046519827409393e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5037923145104573e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0153229522560437e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0169779046029085e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0282343229041274e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5312047485929417e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.533035409575851e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5321687374104337e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9856219579347474e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.987172653097686e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9975070857159154e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.554377610573545e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5557004053292742e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5548264496807438e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.962219949682733e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.963694805721465e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.973314536301111e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.2416965847649064e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.256336887545882e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.2856433901591207e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0979820493078946e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0999850970807125e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.113860362960053e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4664837695281618e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4698053227134994e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4689856144796525e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0484312785156e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.050214694965086e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0625129336125446e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5062369296949195e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5086015064860912e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.507741029646347e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0111823861810676e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.01282224145298e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0239491832256304e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5343674167312722e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5361296021598287e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5352620005263124e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9824072957802136e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.983947221197429e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.994182995748064e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5569750099465537e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.558239874040429e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.557365052958607e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.959626690516846e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.96109351451752e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.970634499108389e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.169833452560532e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.178067177083408e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.194530416736724e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0909066640551526e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0928763668792334e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1065254324072727e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4746173765260132e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.477655581472796e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4768034622963757e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.043209278809953e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0449714855271267e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.057104724007813e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5101434898086595e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5124252742887916e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5115639646742187e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.007171554478264e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.008796976287688e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.019798721196642e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5374442393368804e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.539139597708321e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.538271064636506e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.979285065259296e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.980814630575596e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9909547703380196e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5595116418388884e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5607197461568768e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5598440633112978e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.957099190408372e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.958558253452539e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9680225860863055e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2688601312056687e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2724954313169923e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2797503738559738e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.084111689821272e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0860499232314396e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0994818746281575e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4798543280307796e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.48277169448966e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4819158208588958e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0381650772608e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0399071397017066e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0518812245593097e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5139277372769735e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5161290596297133e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.51526689556174e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.003286238473e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.004897850116238e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0157785537523995e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5404402818099593e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.542070350150379e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5412008873844267e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.976249907897936e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.977769500320533e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.987816828984401e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.561994992597321e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.563147055239741e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.562270435671452e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9546343835703765e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9560859438684943e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9654756092598114e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.761450596579409e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.770148505844164e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.787416688928428e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.077583361294102e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.079491960963844e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.092715659566329e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4846517124186342e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4874687334884117e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4866120157609297e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.033289725321506e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.035012635120302e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.046833112571334e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5175952960716726e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5197183920722177e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.518855354363239e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.99952289351668e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0011212809415397e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0118850007323033e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.543360721300535e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5449269176663314e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5440565311180236e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.973296756640515e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9748067426199966e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9847638956051005e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.564590928164028e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.565676584528707e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5647969914048995e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9522294821003507e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.953673787275156e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9629906746048475e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.4653504614125854e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.4637601203849881e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.4605605337324469e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.071306208591003e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.073186872566852e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0862106729052764e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4892655865152653e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4919865871684906e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4911291745862193e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0285750076832626e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.030279689134555e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.041951831803844e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5211515841566097e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.52319859570454e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.52233466769648e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.995878655736743e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9974643699347296e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0081150918043254e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5462108972929976e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.54771451191276e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5468432123075427e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9704208106754764e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9719215373534814e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9817909724125533e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5709838952735488e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.57175613115472e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5708321996974594e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.949883281128907e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9513206061199904e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9605666450388776e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1399952680858206e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1238812996589263e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.09244752904026e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0652657260371666e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.067120019197769e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.079951781285958e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4937232142893466e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.49635111691305e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4954929832913504e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.024013417594331e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.025700733465304e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.037229565943337e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5246018529166003e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5265748277473735e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5257099953877458e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.992351509192627e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.993925071669338e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.004466748235316e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.548996468189121e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5504386473979533e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5495664499343127e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9676175104586927e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9691093063019275e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9788933115410694e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.6706144854217378e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.6636985899311077e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.6609882125551147e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.947638499028958e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.94906996117738e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9582503218907275e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.885705605960299e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.92168141160558e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.993834815621617e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.112344216967556e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1144067339330056e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1287129580293327e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.2869992268030792e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.2900167990690675e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.2879831659177487e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.059038415838141e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.060867443838562e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0734952861153426e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4976816377989167e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5002304545249373e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.499370936992766e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.018249479629293e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0199196243326717e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0312477024949766e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5267397414202476e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5286803883583148e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5278124970635783e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.986623145237649e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9881845547391444e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9985158983255573e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5495961634616732e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5510488584719776e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.550172113268836e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9643733998189235e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9658565569371535e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9755343543593036e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.3714004362351307e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.3941020414869686e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.439584747251656e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.105138325301429e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.107175312869336e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.121274173756238e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4371141212758225e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4413922088991698e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.440617405609725e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0533634978369334e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.055168904742301e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.067615926417827e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5017900182274564e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5042530868735065e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5033926786934603e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.013769957658393e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0154242616657343e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.026609164517867e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5298041951640768e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5316809167003667e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.530811773968131e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.983637308382788e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9851876412632947e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9954320900046256e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5525533969176225e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5539371705662887e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5530600704027175e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9618295817563276e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.963304432617253e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.97290660611009e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.228224635136929e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.242864122728749e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.272169048418702e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.097788438430937e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.09979124902426e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1136572781964186e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4663226704756693e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4696492215177958e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4688292109715276e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.047875324255371e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.049658343713351e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0619305619623155e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5057534651415377e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5081336615882783e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5072723176891023e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.009397122812684e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.011036294786785e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0220812086162154e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.53275158143838e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5345670175990944e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5336965740859413e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.980715707855028e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.982255364198349e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9924145524380515e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5554184844057562e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5567354929060546e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5558579949950467e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9593361513199875e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9608029770987663e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9703308910090615e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.1685297974805568e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.176763539567227e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.1932268193118134e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0906957113243856e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.092665171298195e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1063041999864214e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4744417494946417e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4774854657052602e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.476633032424049e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.042562106498208e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.044323883072786e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.056426902815668e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5095769796760404e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5118771217092478e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5110147976475926e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.005122402755251e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.006747107656175e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.01765490573057e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5355834168161378e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.53734022177332e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.536468426008664e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.977855533691355e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9793849037407194e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.989460409229142e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5581948949801742e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5594472070017727e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5585692648289024e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.956890754592567e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.958349822985329e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9678047676537366e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2687479861298597e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2723832898112154e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2796382395475344e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0838766960583753e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.085814675877362e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.099235474466963e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.479658096209805e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.482581654813135e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4817254308420593e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0374127131147176e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.039154310634921e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.051093347322731e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.51326511263886e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5154879675413763e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.514624619200923e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0009369980496205e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.002547849063071e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.013321059924661e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.538300498619965e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5400013687005976e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) 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Dual{Cells()}(50714.008918129126,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50626.22705275129,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50974.251531813745,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(49102.61566809153,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(48810.67623624748,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(48885.77522688723,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50584.95547439824,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50498.12678426105,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50842.28484767294,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(49264.49956744339,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(48964.73178734801,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(49038.98652068759,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50488.06565631293,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50401.970048464995,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50743.19868552988,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(49356.07686804561,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(49053.875374828414,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(49128.88371874192,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50412.355768409325,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50326.84147977574,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50665.793068259765,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(49428.24469290997,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(49124.11262182855,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(49199.714988555505,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50351.23184536138,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50266.187972165026,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50603.33476524151,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(17441.01714971673,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(17441.01758327121,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(17441.018452186276,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50695.62239930244,0.0,1.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(50607.97802433796,0.0,1.0,0.0,0.0,0.0,0.0,0.0) 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Dual{Cells()}(55250.800914072766,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55324.06654494789,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57356.762938039195,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57280.0966717838,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57625.68864124294,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(17617.248907148703,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(17617.50076261263,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(17618.00130097802,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57961.4199065968,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57885.08645263275,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(58243.80577540945,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55143.87235086758,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(54848.96125364445,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(54921.07004452501,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57744.78240732747,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57668.225792476114,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(58022.171053545106,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55317.887623279654,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55019.72889221526,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55092.35069084359,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57578.158217661,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57501.49034706658,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57851.53457532732,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55453.42811258291,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55152.86756899277,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55225.87823261761,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57449.55852349624,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57372.88617345219,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57720.41279306275,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55585.19893435378,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55280.70340547745,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55353.577251290444,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57344.74462545319,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57268.08040184347,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57613.415426484484,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(18298.31469498275,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(18298.99941009281,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(18300.454920158994,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57930.78630542087,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57854.41440587738,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(58212.46981008168,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55168.221192103796,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(54872.8520293456,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(54945.033862679506,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57721.6558689891,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57645.08177776568,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57998.503187345916,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55336.68341499181,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55038.180381698636,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55110.85625596391,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57560.623687073916,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57483.96035106824,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57833.67952102668,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55468.886196046646,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55167.98565762837,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55241.035400426736,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57435.29594481456,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57358.62365980942,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57705.85890944114,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(56089.560665311,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55736.32423317322,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(55793.996133635774,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57333.20720008871,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57256.55097500165,0.0,0.0,0.0,0.0,0.0,0.0,1.0), Dual{Cells()}(57601.649154814084,0.0,0.0,0.0,0.0,0.0,0.0,1.0)]), variable_definitions = JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi, Cp::BattMo.Cp, Cs::BattMo.Cs}, secondary_variables::@NamedTuple{Charge::Charge, Ocp::BattMo.Ocp, ReactionRateConst::BattMo.ReactionRateConst, SolidDiffFlux::BattMo.SolidDiffFlux}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Temperature::Temperature, Conductivity::BattMo.Conductivity, VolumeFraction::BattMo.VolumeFraction}, extra_variable_fields::Vector{Symbol}}}((primary_variables = (Phi = Phi(), Cp = BattMo.Cp(), Cs = BattMo.Cs()), secondary_variables = (Charge = Charge(), Ocp = BattMo.Ocp(), ReactionRateConst = BattMo.ReactionRateConst(), SolidDiffFlux = BattMo.SolidDiffFlux()), parameters = (ECTransmissibilities = BattMo.ECTransmissibilities(), Volume = BattMo.Volume(), Temperature = Temperature(), Conductivity = BattMo.Conductivity(), VolumeFraction = BattMo.VolumeFraction()), extra_variable_fields = Symbol[])), equations = (charge_conservation = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(1.8533640699234344e-10,0.2005703635230071,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8533640699234344e-10,-0.20052343039743692,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8533640699234344e-10,-4.682415135833489e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8533640699234344e-10,-1.089742118355779e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8855910067894219e-10,-0.20052343039743692,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8855910067894219e-10,0.40356030732751835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8855910067894219e-10,-0.20299050751368675,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8855910067894219e-10,-4.625909335296199e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8855910067894219e-10,-1.103230416881065e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.993825451535875e-10,-0.20299050751368675,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.993825451535875e-10,0.20303632668441782,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.993825451535875e-10,-4.570749885955028e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.993825451535875e-10,-1.1167187154063596e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010476007719798636,0.20956535058223372,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010476007719798636,-0.20952040947650302,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010476007719798636,-4.48272125719074e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010476007719798636,-1.1389315879777716e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005212293199123512,-0.20952040947650302,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005212293199123512,0.42155230532851423,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005212293199123512,-0.21198747159146722,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005212293199123512,-4.4309018555285054e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005212293199123512,-1.1524198865030587e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000526374035624143,-0.21198747159146722,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000526374035624143,0.21203139084090022,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000526374035624143,-4.3802658614495723e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000526374035624143,-1.1659081850283529e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044215884054080065,0.2371786364829297,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044215884054080065,-0.23709844474423794,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044215884054080065,-3.964397024009026e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044215884054080065,-4.041879730201765e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044215884054080065,-1.2897114964926225e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004457494514805054,-0.23709844474423794,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004457494514805054,0.47674328108296926,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004457494514805054,-0.2395654709815373,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004457494514805054,-3.923806830015161e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004457494514805054,-3.9996968914400136e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004457494514805054,-1.3031997950179155e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872423351420355,-0.2395654709815373,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872423351420355,0.2396440268877882,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872423351420355,-3.884038876045418e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872423351420355,-3.958384868109045e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872423351420355,-1.3166880935432048e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012065303157392997,0.24617250465799148,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012065303157392997,-0.24609524622983903,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012065303157392997,-3.820274947643707e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012065303157392997,-3.892178857939561e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012065303157392997,-1.3389009661146236e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006007325557530605,-0.24609524622983903,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006007325557530605,0.49473400086864,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006007325557530605,-0.2485622632755634,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006007325557530605,-3.7825665982205606e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006007325557530605,-3.853045832887497e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006007325557530605,-1.3523892646399076e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057976347146944,-0.2485622632755634,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057976347146944,0.2486380027269364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057976347146944,-3.745594950002553e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057976347146944,-3.8146914116637796e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057976347146944,-1.3658775631651993e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005473010190603119,0.27374232422609746,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005473010190603119,-0.27367284992869007,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005473010190603119,-3.437214200483858e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005473010190603119,-3.495318731507813e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005473010190603119,-1.4896808746294714e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517509695051328,-0.27367284992869007,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517509695051328,0.5498815482283141,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517509695051328,-0.2761398442017817,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517509695051328,-3.406655101927216e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517509695051328,-3.463722990574256e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517509695051328,-1.5031691731547763e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010990519632451165,-0.2761398442017817,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010990519632451165,0.2762080891416518,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010990519632451165,-3.376634340972666e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010990519632451165,-3.4326930713147356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010990519632451165,-1.5166574716800542e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013654822068801659,0.28273680420849684,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013654822068801659,-0.28266953914902376,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013654822068801659,-3.328331526886644e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013654822068801659,-3.382785716975315e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013654822068801659,-1.5388703442514624e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006802466454331672,-0.28266953914902376,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006802466454331672,0.5678727502841631,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006802466454331672,-0.2851365273886485,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006802466454331672,-3.2996689107234336e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006802466454331672,-3.353182151933868e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006802466454331672,-1.5523586427767562e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006852354784462998,-0.2851365273886485,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006852354784462998,0.2852026398485643,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006852354784462998,-3.2714955301788886e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006852354784462998,-3.3240919919866546e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006852354784462998,-1.5658469413020603e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006269823763166964,0.3103081568257127,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006269823763166964,-0.31024686133876855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006269823763166964,-3.0337363954342868e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006269823763166964,-3.0789157964582305e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006269823763166964,-1.689650252766321e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006315050033471254,-0.31024686133876855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006315050033471254,0.623021508618958,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006315050033471254,-0.31271383422872395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006315050033471254,-3.0099031812639963e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006315050033471254,-3.0543705797720035e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006315050033471254,-1.703138551291628e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012584873773169175,-0.31271383422872395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012584873773169175,0.312774172439924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012584873773169175,-2.9864413809936652e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012584873773169175,-3.0302134705174595e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012584873773169175,-1.7166268498169047e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001524729574852902,0.319303047424361,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001524729574852902,-0.31924347510660755,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001524729574852902,-2.948590660764738e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001524729574852902,-2.991252717358e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001524729574852902,-1.738839722388312e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007599032406343006,-0.31924347510660755,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007599032406343006,0.6410130356706624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007599032406343006,-0.3217104438251721,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007599032406343006,-2.9260710607312906e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007599032406343006,-2.96807954733448e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007599032406343006,-1.752328020913608e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007648262701860531,-0.3217104438251721,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007648262701860531,0.32176911195930447,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007648262701860531,-2.9038927169696855e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007648262701860531,-2.945262533074349e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007648262701860531,-1.765816319438913e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007067424516666672,0.3468754539235147,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007067424516666672,-0.34682060352816885,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007067424516666672,-2.7150061023630325e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007067424516666672,-2.7511372359132438e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007067424516666672,-1.8896196309031951e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007113269530630563,-0.34682060352816885,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007113269530630563,0.6961626294758332,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007113269530630563,-0.349287561413501,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007113269530630563,-2.6959005516697648e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007113269530630563,-2.7315217853798815e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007113269530630563,-1.9031079294284773e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014180694169839817,-0.349287561413501,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014180694169839817,0.3493416455323129,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014180694169839817,-2.677061934925435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014180694169839817,-2.71218398398529e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014180694169839817,-1.9165962279537764e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016843003233560552,0.3558706333671825,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016843003233560552,-0.3558171641580422,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016843003233560552,-2.646605138076018e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016843003233560552,-2.6809276849503128e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016843003233560552,-1.9388091005251803e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000839717852431575,-0.3558171641580422,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000839717852431575,0.7141543858640595,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000839717852431575,-0.358284119040198,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000839717852431575,-2.6284466479440532e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000839717852431575,-2.662296959988429e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000839717852431575,-1.95229739905046e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008445824145490688,-0.358284119040198,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008445824145490688,0.3583368602075593,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008445824145490688,-2.6105355625798823e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008445824145490688,-2.64392331657146e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008445824145490688,-1.9657856975757648e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1491593108825033e-9,-4.682415135833489e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1491593108825033e-9,0.20518807492650515,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1491593108825033e-9,-0.2050953516390158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1491593108825033e-9,-4.578766230197391e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1491593108825033e-9,-1.1147382906228831e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1685289773803224e-9,-4.625909335296199e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1685289773803224e-9,-0.2050953516390158,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1685289773803224e-9,0.4127493916202039,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1685289773803224e-9,-0.20756242088710855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1685289773803224e-9,-4.5247178067672846e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1685289773803224e-9,-1.128226589148176e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.353523582636834e-9,-4.570749885955028e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.353523582636834e-9,-0.20756242088710855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.353523582636834e-9,0.20765296185183146,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.353523582636834e-9,-4.47192943745923e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.353523582636834e-9,-1.1417148876734616e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010677154896708422,-4.48272125719074e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010677154896708422,0.2141811232196115,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010677154896708422,-0.21409230333466533,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010677154896708422,-4.3876279598217874e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010677154896708422,-1.1639277602448785e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312873688902108,-4.4309018555285054e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312873688902108,-0.21409230333466533,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312873688902108,0.43073946833034915,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312873688902108,-0.21655935853664068,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312873688902108,-4.337969888198889e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312873688902108,-1.1774160587701642e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00053642819440052,-4.3802658614495723e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00053642819440052,-0.21655935853664068,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00053642819440052,0.2166461745099032,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00053642819440052,-4.2894224212284765e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00053642819440052,-1.1909043572954616e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716226963717977,-3.964397024009026e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716226963717977,0.24174894674966826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716226963717977,-0.24167027303577035,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716226963717977,-3.889827289092631e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716226963717977,-1.314707668759735e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047609088666767134,-3.923806830015161e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047609088666767134,-0.24167027303577035,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047609088666767134,0.4858854458110506,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047609088666767134,-0.2441372944746838,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047609088666767134,-3.850741269955887e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047609088666767134,-1.3281959672850256e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476893565980802,-3.884038876045418e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476893565980802,-0.2441372944746838,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476893565980802,0.24421439335647116,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476893565980802,-3.812432460030967e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476893565980802,-1.3416842658103149e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012263831869692048,-3.820274947643707e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012263831869692048,0.2507429066245714,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012263831869692048,-0.2506670577051761,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012263831869692048,-3.7509780204957785e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012263831869692048,-1.3638971383817294e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006106640978928091,-3.7825665982205606e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006106640978928091,-0.2506670577051761,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006106640978928091,0.5038762377423278,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006106640978928091,-0.2531340704527996,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006106640978928091,-3.714617982620096e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006106640978928091,-1.3773854369070187e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000615718971548638,-3.745594950002553e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000615718971548638,-0.2531340704527996,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000615718971548638,0.253208455046627,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000615718971548638,-3.678955695379046e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000615718971548638,-1.3908737354323064e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005572577101290988,-3.437214200483858e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005572577101290988,0.27831295340535966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005572577101290988,-0.2782446197058122,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005572577101290988,-3.381008983788658e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005572577101290988,-1.5146770468965717e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561717550554374,-3.406655101927216e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561717550554374,-0.2782446197058122,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561717550554374,0.559023964277036,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561717550554374,-0.28071161084009544,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561717550554374,-3.351436357450451e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561717550554374,-1.5281653454218668e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118975238918886,-3.376634340972666e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118975238918886,-0.28071161084009544,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118975238918886,0.28077875511222394,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118975238918886,-3.322376335436937e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118975238918886,-1.5416536439471661e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001385369856658938,-3.328331526886644e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001385369856658938,0.28730749359062074,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001385369856658938,-0.28724129786929753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001385369856658938,-3.275601940274246e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001385369856658938,-1.5638665165185643e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006901948319520857,-3.2996689107234336e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006901948319520857,-0.28724129786929753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006901948319520857,0.5770152139121366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006901948319520857,-0.289708283256924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006901948319520857,-3.247836132633881e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006901948319520857,-1.5773548150438567e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006951749449397963,-3.2714955301788886e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006951749449397963,-0.289708283256924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006951749449397963,0.28977336266537823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006951749449397963,-3.220536884112869e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006951749449397963,-1.5908431135691519e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006369468290078243,-3.0337363954342868e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006369468290078243,0.3148789993725678,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006369468290078243,-0.31481859191154876,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006369468290078243,-2.9898632422206377e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006369468290078243,-1.714646425033431e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006414776341235599,-3.0099031812639963e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006414776341235599,-0.31481859191154876,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006414776341235599,0.632164093509126,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006414776341235599,-0.317285562637247,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006414776341235599,-2.9667115045234867e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006414776341235599,-1.728134723558726e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012784244629547251,-2.9864413809936652e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012784244629547251,-0.317285562637247,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012784244629547251,0.3173450403676659,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012784244629547251,-2.9439154306805334e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012784244629547251,-1.741623022084023e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015446635277641607,-2.948590660764738e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015446635277641607,0.3238739315953911,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015446635277641607,-0.3238151980253215,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015446635277641607,-2.907127987248732e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015446635277641607,-1.7638358946554203e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007698740641980222,-2.9260710607312906e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007698740641980222,-0.3238151980253215,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007698740641980222,0.650155653570958,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007698740641980222,-0.32628216475559263,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007698740641980222,-2.8852347017100257e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007698740641980222,-1.777324193180726e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007747894010685253,-2.9038927169696855e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007747894010685253,-0.32628216475559263,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007747894010685253,0.3263400194499345,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007747894010685253,-2.863668592304481e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007747894010685253,-1.7908124917060103e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000716721831635666,-2.7150061023630325e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000716721831635666,0.351446446195146,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000716721831635666,-0.35139230655834397,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000716721831635666,-2.6798114198042553e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000716721831635666,-1.914615803170275e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000721313667560239,-2.6959005516697648e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000721313667560239,-0.35139230655834397,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000721313667560239,0.7053053332246725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000721313667560239,-0.353859262888923,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000721313667560239,-2.6611961478615783e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000721313667560239,-1.9281041016955487e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00143803551293437,-2.677061934925435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00143803551293437,-0.353859262888923,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00143803551293437,0.35391265604390104,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00143803551293437,-2.6428376388768723e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00143803551293437,-1.9415924002208563e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017042568077116826,-2.646605138076018e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017042568077116826,0.3604416556047651,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017042568077116826,-0.3603888616722105,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017042568077116826,-2.6131500646516778e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017042568077116826,-1.9638052727922501e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496995125596334,-2.6284466479440532e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496995125596334,-0.3603888616722105,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496995125596334,0.7232971134423842,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496995125596334,-0.3628558151134924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496995125596334,-2.595446084473217e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496995125596334,-1.977293571317552e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008545572394724344,-2.6105355625798823e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008545572394724344,-0.3628558151134924,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008545572394724344,0.36290789935042306,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008545572394724344,-2.5779803117840957e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008545572394724344,-1.9907818698428528e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.910087472591227e-9,-4.578766230197391e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.910087472591227e-9,0.20975795618501572,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.910087472591227e-9,-0.209667258520317,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.910087472591227e-9,-4.479602895044709e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.910087472591227e-9,-1.1397344628899892e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.036689280041098e-9,-4.5247178067672846e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.036689280041098e-9,-0.209667258520317,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.036689280041098e-9,0.4218912199777562,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.036689280041098e-9,-0.21213432040620525,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.036689280041098e-9,-4.4278550890144935e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.036689280041098e-9,-1.1532227614152825e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6040092167912843e-8,-4.47192943745923e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6040092167912843e-8,-0.21213432040620525,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6040092167912843e-8,0.2122229292542341,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6040092167912843e-8,-4.3772882548272236e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6040092167912843e-8,-1.1667110599405708e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001087551655004788,-4.3876279598217874e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001087551655004788,0.21875114456281758,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001087551655004788,-0.21866418456778935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001087551655004788,-4.296482303673933e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001087551655004788,-1.1889239325119826e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005412105485994656,-4.337969888198889e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005412105485994656,-0.21866418456778935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005412105485994656,0.4398814063232115,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005412105485994656,-0.22113123328324893,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005412105485994656,-4.2488532068114404e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005412105485994656,-1.2024122310372754e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463409385393109,-4.2894224212284765e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463409385393109,-0.22113123328324893,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463409385393109,0.2212162717751029,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463409385393109,-4.202267758872858e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463409385393109,-1.215900529562564e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048659690208301007,-3.889827289092631e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048659690208301007,0.2463193048867137,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048659690208301007,-0.24624209254959545,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048659690208301007,-3.818009384321601e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048659690208301007,-1.339703841026839e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910231062875717,-3.850741269955887e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910231062875717,-0.24624209254959545,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910231062875717,0.4950276481900461,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910231062875717,-0.24870910945354105,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910231062875717,-3.780345499610304e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910231062875717,-1.3531921395521314e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009776136584366884,-3.812432460030967e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009776136584366884,-0.24870910945354105,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009776136584366884,0.24878480461639083,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009776136584366884,-3.7434170205671166e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009776136584366884,-1.3666804380774162e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00124624126539498,-3.7509780204957785e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00124624126539498,0.2553133514729941,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00124624126539498,-0.2552388613144601,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00124624126539498,-3.684148899792478e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00124624126539498,-1.3888933106488244e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205981428814918,-3.714617982620096e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205981428814918,-0.2552388613144601,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205981428814918,0.5130185083858891,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205981428814918,-0.2577058699917608,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205981428814918,-3.6490661681046155e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205981428814918,-1.402381609174122e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006256430116282001,-3.678955695379046e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006256430116282001,-0.2577058699917608,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006256430116282001,0.2577789475850375,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006256430116282001,-3.614644933214544e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006256430116282001,-1.415869907699413e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000567215508423674,-3.381008983788658e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000567215508423674,0.28288361390347994,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000567215508423674,-0.28281638373137613,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000567215508423674,-3.3266114944053356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000567215508423674,-1.5396732191636846e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716849881730944,-3.351436357450451e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716849881730944,-0.28281638373137613,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716849881730944,0.5681664050718725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716849881730944,-0.28528337187722347,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716849881730944,-3.2979783546745516e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716849881730944,-1.553161517688989e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138900478155669,-3.322376335436937e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138900478155669,-0.28528337187722347,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138900478155669,0.2853494506425557,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138900478155669,-3.269833699623502e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138900478155669,-1.5666498162142778e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014052617313277103,-3.275601940274246e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014052617313277103,0.2918782114308972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014052617313277103,-0.29181305136182495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014052617313277103,-3.224516340067415e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014052617313277103,-1.588862688785693e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007001450507425087,-3.247836132633881e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007001450507425087,-0.29181305136182495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007001450507425087,0.5861577000472314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007001450507425087,-0.29428003402980385,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007001450507425087,-3.197605917755585e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007001450507425087,-1.602350987310967e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007051166037495797,-3.220536884112869e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007051166037495797,-0.29428003402980385,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007051166037495797,0.2943441123901492,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007051166037495797,-3.17114075756515e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007051166037495797,-1.6158392858362706e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006469124055107102,-2.9898632422206377e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006469124055107102,0.3194498635151826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006469124055107102,-0.3193903185133606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006469124055107102,-2.947240514011864e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006469124055107102,-1.739642597300527e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006514512275899102,-2.9667115045234867e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006514512275899102,-0.3193903185133606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006514512275899102,0.6413066955227814,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006514512275899102,-0.3218572871668206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006514512275899102,-2.9247414465390617e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006514512275899102,-1.7531308958258308e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012983636349769279,-2.9439154306805334e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012983636349769279,-0.3218572871668206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012983636349769279,0.32191592881475345,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012983636349769279,-2.9025831706584944e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012983636349769279,-1.7666191943511084e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015646026166062112,-2.907127987248732e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015646026166062112,0.3284448356064041,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015646026166062112,-0.32838691729495945,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015646026166062112,-2.8668148365474654e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015646026166062112,-1.788832066922516e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007798474021110155,-2.8852347017100257e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007798474021110155,-0.32838691729495945,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007798474021110155,0.659298287214194,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007798474021110155,-0.3308538821191389,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007798474021110155,-2.845522104208079e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007798474021110155,-1.8023203654478268e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007847551533901511,-2.863668592304481e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007847551533901511,-0.3308538821191389,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007847551533901511,0.3309109458182451,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007847551533901511,-2.8245432316769776e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007847551533901511,-1.815808663973099e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000726702980168324,-2.6798114198042553e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000726702980168324,0.3560174539806495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000726702980168324,-0.35596400673267514,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000726702980168324,-2.6455172578770285e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000726702980168324,-1.9396119754373943e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007313020668905095,-2.6611961478615783e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007313020668905095,-0.35596400673267514,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007313020668905095,0.7144480493084312,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007313020668905095,-0.3584309615678775,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007313020668905095,-2.6273736372525128e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007313020668905095,-1.953100273962664e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014580050623225224,-2.6428376388768723e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014580050623225224,-0.3584309615678775,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014580050623225224,0.3584836813743104,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014580050623225224,-2.6094771186894608e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014580050623225224,-1.9665885724879737e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001724216132686428,-2.6131500646516778e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001724216132686428,0.3650126922200102,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001724216132686428,-0.36496055653924836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001724216132686428,-2.5805299970799483e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001724216132686428,-1.9888014450593914e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000859682551941487,-2.595446084473217e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000859682551941487,-0.36496055653924836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000859682551941487,0.7324398524591483,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000859682551941487,-0.3674275085933026,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000859682551941487,-2.5632636778194167e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000859682551941487,-2.0022897435846778e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008645335256785211,-2.5779803117840957e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008645335256785211,-0.3674275085933026,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008645335256785211,0.36747895224241406,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008645335256785211,-2.5462268189402185e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008645335256785211,-2.0157780421099475e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.990474033900996e-8,-4.479602895044709e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.990474033900996e-8,0.21432791086569042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.990474033900996e-8,-0.21423915196020607,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.990474033900996e-8,-4.384640347038194e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.990474033900996e-8,-1.1647306351570949e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.065343959041483e-8,-4.4278550890144935e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.065343959041483e-8,-0.21423915196020607,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.065343959041483e-8,0.43103310577480697,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.065343959041483e-8,-0.2167062069473801,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.065343959041483e-8,-4.335049443730841e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.065343959041483e-8,-1.1782189336823839e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0091570314379275e-7,-4.3772882548272236e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0091570314379275e-7,-0.2167062069473801,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0091570314379275e-7,0.21679296466972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0091570314379275e-7,-4.286566906839584e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0091570314379275e-7,-1.1917072322076757e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011073644472028642,-4.296482303673933e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011073644472028642,0.22332123060269435,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011073644472028642,-0.2232360539511837,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011073644472028642,-4.209043646342121e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011073644472028642,-1.2139201047790897e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005511225760724094,-4.2488532068114404e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005511225760724094,-0.2232360539511837,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005511225760724094,0.4490233950139679,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005511225760724094,-0.22570309657235837,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005511225760724094,-4.163321751732423e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005511225760724094,-1.2274084033043793e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562416888365515,-4.202267758872858e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562416888365515,-0.22570309657235837,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562416888365515,0.2257864291578421,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562416888365515,-4.118581822483076e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562416888365515,-1.24089670182967e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004974199518120566,-3.818009384321601e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004974199518120566,0.2508897082676753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004974199518120566,-0.25081390376551155,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004974199518120566,-3.748793831919208e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004974199518120566,-1.3647000132939452e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000501822148566836,-3.780345499610304e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000501822148566836,-0.25081390376551155,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000501822148566836,0.5041698861772745,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000501822148566836,-0.2532809163789619,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000501822148566836,-3.7124758973744684e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000501822148566836,-1.3781883118192422e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009992409553635808,-3.7434170205671166e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009992409553635808,-0.2532809163789619,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009992409553635808,0.2533552582619123,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009992409553635808,-3.676854508367046e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009992409553635808,-1.3916766103445212e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001266104162810376,-3.684148899792478e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001266104162810376,0.25988383693199407,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001266104162810376,-0.2598106574726772,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001266104162810376,-3.619658137067489e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001266104162810376,-1.4138894829159363e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006305344984615655,-3.6490661681046155e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006305344984615655,-0.2598106574726772,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006305344984615655,0.5221608110297065,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006305344984615655,-0.26227766229153765,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006305344984615655,-3.5857866032415634e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006305344984615655,-1.4273777814412282e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006355695593699768,-3.614644933214544e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006355695593699768,-0.26227766229153765,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006355695593699768,0.26234947825527605,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006355695593699768,-3.5525427798246856e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006355695593699768,-1.44086607996652e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005771743330668638,-3.3266114944053356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005771743330668638,0.28745430422109663,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005771743330668638,-0.28738814227983217,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005771743330668638,-3.273935938130978e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005771743330668638,-1.5646693914307947e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005816532116699102,-3.2979783546745516e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005816532116699102,-0.28738814227983217,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005816532116699102,0.5773088694395602,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005816532116699102,-0.2898551275780589,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005816532116699102,-3.2461982353300145e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005816532116699102,-1.578157689956086e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011588275294090998,-3.269833699623502e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011588275294090998,-0.2898551275780589,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011588275294090998,0.28992017434352124,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011588275294090998,-3.218926386725517e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011588275294090998,-1.5916459884813704e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014251581555663109,-3.224516340067415e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014251581555663109,0.2964489564081658,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014251581555663109,-0.29638479986833266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014251581555663109,-3.174999054640852e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014251581555663109,-1.6138588610527886e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007100974682279344,-3.197605917755585e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007100974682279344,-0.29638479986833266,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007100974682279344,0.5953002076543348,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007100974682279344,-0.29885177994105055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007100974682279344,-3.1489051058049285e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007100974682279344,-1.6273471595780763e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007150606131619767,-3.17114075756515e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007150606131619767,-0.29885177994105055,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007150606131619767,0.2989148877961551,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007150606131619767,-3.123236398308853e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007150606131619767,-1.6408354581033683e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006568792692823361,-2.947240514011864e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006568792692823361,0.3240207483367166,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006568792692823361,-0.3239620413124693,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006568792692823361,-2.905815523023537e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006568792692823361,-1.7646387695676425e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006614259622754716,-2.9247414465390617e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006614259622754716,-0.3239620413124693,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006614259622754716,0.6504493139392058,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006614259622754716,-0.326429007980365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006614259622754716,-2.8839419199313435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006614259622754716,-1.7781270680929395e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001318305235378231,-2.9025831706584944e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001318305235378231,-0.326429007980365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001318305235378231,0.3264868369241449,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001318305235378231,-2.862395053664767e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001318305235378231,-1.7916153666182192e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001584546035516221,-2.8668148365474654e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001584546035516221,0.3330157586376966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001584546035516221,-0.3329586330657731,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001584546035516221,-2.8276040734092482e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001584546035516221,-1.8138282391896354e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007898228510142179,-2.845522104208079e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007898228510142179,-0.3329586330657731,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007898228510142179,0.668440935955254,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007898228510142179,-0.335425596061523,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007898228510142179,-2.806887526198356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007898228510142179,-1.8273165377149318e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007947231246593792,-2.8245432316769776e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007947231246593792,-0.335425596061523,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007947231246593792,0.3354818902966754,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007947231246593792,-2.7864722352014843e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007947231246593792,-1.8408048362402164e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007366857715667705,-2.6455172578770285e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007366857715667705,0.36058847668869437,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007366857715667705,-0.36053570416029457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007366857715667705,-2.6120895006257424e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007366857715667705,-1.964608147704514e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007412920087067072,-2.6273736372525128e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007412920087067072,-0.36053570416029457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007412920087067072,0.7235907772609227,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007412920087067072,-0.36300265755625644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007412920087067072,-2.5943998354474407e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007412920087067072,-1.9780964462297942e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014779777996941803,-2.6094771186894608e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014779777996941803,-0.36300265755625644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014779777996941803,0.3630547209668174,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014779777996941803,-2.5769480899554536e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014779777996941803,-1.9915847447551134e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017441778563852697,-2.5805299970799483e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017441778563852697,0.36958374267788385,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017441778563852697,-0.3695322488574751,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017441778563852697,-2.5487140676184486e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017441778563852697,-2.0137976173265007e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696667501320402,-2.5632636778194167e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696667501320402,-0.3695322488574751,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696667501320402,0.741582602491899,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696667501320402,-0.37199919957522753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696667501320402,-2.5318693826581465e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696667501320402,-2.0272859158518096e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008745110517291811,-2.5462268189402185e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008745110517291811,-0.37199919957522753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008745110517291811,0.3720500183791778,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008745110517291811,-2.5152458339400514e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008745110517291811,-2.0407742143770758e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7050078230810667e-7,-4.384640347038194e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7050078230810667e-7,0.2188979343510397,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7050078230810667e-7,-0.21881103280096634,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7050078230810667e-7,-4.293617392226473e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7050078230810667e-7,-1.1897268074241995e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742342860810311e-7,-4.335049443730841e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742342860810311e-7,-0.21881103280096634,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742342860810311e-7,0.44017504544565383,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742342860810311e-7,-0.22127808131480217,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742342860810311e-7,-4.246051393740041e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742342860810311e-7,-1.2032151059494923e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.458399052498621e-7,-4.286566906839584e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.458399052498621e-7,-0.22127808131480217,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.458399052498621e-7,0.22136306392404942,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.458399052498621e-7,-4.199526983839933e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.458399052498621e-7,-1.2167034044747813e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271826620298715,-4.209043646342121e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271826620298715,0.22789137743114105,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271826620298715,-0.22780791219803903,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271826620298715,-4.125090501088101e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271826620298715,-1.2389162770461937e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005610372869349425,-4.163321751732423e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005610372869349425,-0.22780791219803903,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005610372869349425,0.4581654313779564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005610372869349425,-0.23027494908611484,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005610372869349425,-4.081163582763224e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005610372869349425,-1.2524045755714838e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661452023308472,-4.118581822483076e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661452023308472,-0.23027494908611484,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661452023308472,0.23035664311072576,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661452023308472,-4.0381617098669655e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661452023308472,-1.2658928740967755e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074767507393213,-3.748793831919208e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074767507393213,0.2554601544549113,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074767507393213,-0.25538570712915787,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074767507393213,-3.682041781575221e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074767507393213,-1.3896961855610532e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118849757313413,-3.7124758973744684e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118849757313413,-0.25538570712915787,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118849757313413,0.5133121578754256,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118849757313413,-0.2578527156792852,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118849757313413,-3.6469989560397674e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118849757313413,-1.4031844840863422e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193615506243685,-3.676854508367046e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193615506243685,-0.2578527156792852,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193615506243685,0.25792575205669604,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193615506243685,-3.612616504892634e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193615506243685,-1.4166727826116342e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012859715597977894,-3.619658137067489e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012859715597977894,0.26445436088804636,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012859715597977894,-0.2643824465663387,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012859715597977894,-3.55738517715066e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012859715597977894,-1.43888565518305e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006404730067912641,-3.5857866032415634e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006404730067912641,-0.2643824465663387,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006404730067912641,0.5313031440261815,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006404730067912641,-0.266849447724264,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006404730067912641,-3.52466321510555e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006404730067912641,-1.452373953708336e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006454984533462017,-3.5525427798246856e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006454984533462017,-0.266849447724264,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006454984533462017,0.2669200451126698,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006454984533462017,-3.492537438233201e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006454984533462017,-1.4658622522336302e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005871341202538281,-3.273935938130978e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005871341202538281,0.2920250229530984,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005871341202538281,-0.2919598956085316,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005871341202538281,-3.222901862913416e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005871341202538281,-1.5896655636978947e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005916221673678788,-3.2461982353300145e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005916221673678788,-0.2919598956085316,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005916221673678788,0.5864513562801096,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005916221673678788,-0.2944268781912624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005916221673678788,-3.196018257607665e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005916221673678788,-1.6031538622232075e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178756275215283,-3.218926386725517e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178756275215283,-0.2944268781912624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178756275215283,0.2944909249118662,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178756275215283,-3.169579252046064e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178756275215283,-1.6166421607484775e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014450596013242589,-3.174999054640852e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014450596013242589,0.3010197272818967,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014450596013242589,-0.3009565436160022,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014450596013242589,-3.1269789844743024e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014450596013242589,-1.6388550333198934e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007200523249445694,-3.1489051058049285e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007200523249445694,-0.3009565436160022,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007200523249445694,0.6044427357609171,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007200523249445694,-0.30342352121031163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007200523249445694,-3.1016649212051e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007200523249445694,-1.652343331845194e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007250072046164223,-3.123236398308853e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007250072046164223,-0.30342352121031163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007250072046164223,0.3034856877300634,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007250072046164223,-3.0767572605650685e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007250072046164223,-1.6658316303704727e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006668476418217651,-2.905815523023537e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006668476418217651,0.3285916529712363,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006668476418217651,-0.32853376046751653,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006668476418217651,-2.8655384995344503e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006668476418217651,-1.7896349418347496e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006714020765812174,-2.8839419199313435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006714020765812174,-0.32853376046751653,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006714020765812174,0.6595919480771949,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006714020765812174,-0.331000725231697,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006714020765812174,-2.844264645802008e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006714020765812174,-1.8031232403600477e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001338249724065121,-2.862395053664767e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001338249724065121,-0.331000725231697,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001338249724065121,0.33105776388574987,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001338249724065121,-2.8233042362344713e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001338249724065121,-1.8166115388853264e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016044929857126462,-2.8276040734092482e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016044929857126462,0.3375866999142797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016044929857126462,-0.33753034548006444,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016044929857126462,-2.7894511039999998e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016044929857126462,-1.8388244114567494e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007998000108549729,-2.806887526198356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007998000108549729,-0.33753034548006444,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007998000108549729,0.677583599184163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007998000108549729,-0.33999730672082384,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007998000108549729,-2.769287674172906e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007998000108549729,-1.8523127099820308e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008046929161574304,-2.7864722352014843e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008046929161574304,-0.33999730672082384,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008046929161574304,0.3400528521589033,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008046929161574304,-2.749413562657069e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008046929161574304,-1.8658010085073238e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007466742063687026,-2.6120895006257424e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007466742063687026,0.3651595137569839,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007466742063687026,-0.36510739894421135,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007466742063687026,-2.5794957334294385e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007466742063687026,-1.9896043199715824e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007512872554869687,-2.5943998354474407e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007512872554869687,-0.36510739894421135,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007512872554869687,0.7327335166383143,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007512872554869687,-0.3675743509544678,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007512872554869687,-2.5622432018865312e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007512872554869687,-2.0030926184968897e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014979615451655595,-2.5769480899554536e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014979615451655595,-0.3675743509544678,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014979615451655595,0.36762577429202825,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014979615451655595,-2.5452198569196835e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014979615451655595,-2.016580917022161e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764141593353568,-2.5487140676184486e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764141593353568,0.37415480646953764,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764141593353568,-0.3741039387203719,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764141593353568,-2.5176729110627817e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764141593353568,-2.038793789593588e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796519146853489,-2.5318693826581465e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796519146853489,-0.3741039387203719,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796519146853489,0.7507253631389419,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796519146853489,-0.37657088815046824,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796519146853489,-2.501234606642732e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796519146853489,-2.0522820881188672e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844896246035947,-2.5152458339400514e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844896246035947,-0.37657088815046824,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844896246035947,0.3766210972809667,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844896246035947,-2.4850095120405067e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844896246035947,-2.0657703866441766e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023714126524274e-6,-4.293617392226473e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023714126524274e-6,0.22346802240247837,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023714126524274e-6,-0.22338290181590875,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023714126524274e-6,-4.2062940349373324e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023714126524274e-6,-1.2147229796913096e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1158017871707542e-6,-4.246051393740041e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1158017871707542e-6,-0.22338290181590875,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1158017871707542e-6,0.44931703571337167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1158017871707542e-6,-0.22584994424748947,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1158017871707542e-6,-4.160631490821914e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1158017871707542e-6,-1.2282112782166023e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218866052283478e-6,-4.199526983839933e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218866052283478e-6,-0.22584994424748947,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218866052283478e-6,0.22593322317740866,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218866052283478e-6,-4.115949012311188e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218866052283478e-6,-1.2416995767418903e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011470087736299443,-4.125090501088101e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011470087736299443,0.23246158144847387,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011470087736299443,-0.23237975996552512,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011470087736299443,-4.044418669291648e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011470087736299443,-1.2639124493133016e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709558529314959,-4.081163582763224e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709558529314959,-0.23237975996552512,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709558529314959,0.4673075126263695,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709558529314959,-0.2348467914536327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709558529314959,-4.002183130926133e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709558529314959,-1.277400747838594e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760527587651813,-4.0381617098669655e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760527587651813,-0.2348467914536327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760527587651813,0.23492691035994465,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760527587651813,-3.96082003086304e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760527587651813,-1.2908890463638837e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174378365868055,-3.682041781575221e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174378365868055,0.2600306411824899,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174378365868055,-0.2599575030546087,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174378365868055,-3.6176240829736504e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174378365868055,-1.4146923578281616e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218565485055293,-3.6469989560397674e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218565485055293,-0.2599575030546087,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218565485055293,0.5224544615192073,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218565485055293,-0.26242450775288956,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218565485055293,-3.5837904083033924e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218565485055293,-1.428180656353452e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010392943353687242,-3.612616504892634e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010392943353687242,-0.26242450775288956,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010392943353687242,0.26249628391880747,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010392943353687242,-3.5505833973520504e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010392943353687242,-1.4416689548787392e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013058432042246074,-3.55738517715066e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013058432042246074,0.2690249213716537,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013058432042246074,-0.2689542289556222,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013058432042246074,-3.497217607723939e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013058432042246074,-1.463881827450158e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00065041354393126,-3.52466321510555e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00065041354393126,-0.2689542289556222,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00065041354393126,0.5404455058385459,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00065041354393126,-0.2714212266367573,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00065041354393126,-3.465587700270394e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00065041354393126,-1.477370125975443e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006554295654396782,-3.492537438233201e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006554295654396782,-0.2714212266367573,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006554295654396782,0.2714906463422616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006554295654396782,-3.4345245279561036e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006554295654396782,-1.4908584245007283e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005970948258780771,-3.222901862913416e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005970948258780771,0.2965957687809435,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005970948258780771,-0.2965316439586448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005970948258780771,-3.173433749598582e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005970948258780771,-1.6146617359649965e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006015918213762626,-3.196018257607665e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006015918213762626,-0.2965316439586448,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006015918213762626,0.5955938645602703,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006015918213762626,-0.298998623949972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006015918213762626,-3.1473654073998076e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006015918213762626,-1.6281500344903107e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011986866375929648,-3.169579252046064e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011986866375929648,-0.298998623949972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011986866375929648,0.29906170112316127,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011986866375929648,-3.121721683549112e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011986866375929648,-1.6416383330155793e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014649667115686233,-3.1269789844743024e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014649667115686233,0.3055905228859613,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014649667115686233,-0.3055282828183748,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014649667115686233,-3.080389262115938e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014649667115686233,-1.663851205587007e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007300099476518807,-3.1016649212051e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007300099476518807,-0.3055282828183748,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007300099476518807,0.6135852834523033,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007300099476518807,-0.30799525804427025,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007300099476518807,-3.055820649577082e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007300099476518807,-1.6773395041122871e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007349566943525401,-3.0767572605650685e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007349566943525401,-0.30799525804427025,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007349566943525401,0.3080565111066271,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007349566943525401,-3.0316406970913857e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007349566943525401,-1.6908278026375754e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006768178120015592,-2.8655384995344503e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006768178120015592,0.33316257660038784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006768178120015592,-0.3331054761283541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006768178120015592,-2.826362392694733e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006768178120015592,-1.814631114101849e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006813798785702533,-2.844264645802008e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006813798785702533,-0.3331054761283541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006813798785702533,0.6687345972930521,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006813798785702533,-0.33557243906666445,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006813798785702533,-2.8056639634205018e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006813798785702533,-1.8281194126271373e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013581976979738916,-2.8233042362344713e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013581976979738916,-0.33557243906666445,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013581976979738916,0.335628708933766,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013581976979738916,-2.785266396809514e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013581976979738916,-1.8416077111524298e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016244426805264744,-2.7894511039999998e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016244426805264744,0.3421576587023977,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016244426805264744,-0.3421020546722298,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016244426805264744,-2.7523137069509782e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016244426805264744,-1.8638205837238473e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008097784875335405,-2.769287674172906e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008097784875335405,-0.3421020546722298,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008097784875335405,0.6867262763229728,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008097784875335405,-0.34456901422769776,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008097784875335405,-2.7326815415238077e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008097784875335405,-1.8773088822491334e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814664135327398,-2.749413562657069e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814664135327398,-0.34456901422769776,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814664135327398,0.3446238307168308,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814664135327398,-2.7133273788329996e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814664135327398,-1.8907971807744103e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000756766065262553,-2.5794957334294385e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000756766065262553,0.369730564650683,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000756766065262553,-0.3696790911819167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000756766065262553,-2.5477051382806122e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000756766065262553,-2.0146004922386972e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007613805753850857,-2.5622432018865312e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007613805753850857,-0.3696790911819167,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007613805753850857,0.741876267017759,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007613805753850857,-0.372146041857551,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007613805753850857,-2.5308737393301983e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007613805753850857,-2.0280887907639894e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015181481086284493,-2.5452198569196835e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015181481086284493,-0.372146041857551,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015181481086284493,0.37219684084598886,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015181481086284493,-2.5142632159738145e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015181481086284493,-2.0415770892892782e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001784107078472459,-2.5176729110627817e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001784107078472459,0.3787258831106093,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001784107078472459,-0.37867562621675804,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001784107078472459,-2.4873785744457702e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001784107078472459,-2.0637899618606938e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896379119005912,-2.501234606642732e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896379119005912,-0.37867562621675804,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896379119005912,0.7598681340171493,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896379119005912,-0.3811425744052623,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896379119005912,-2.4713321236433435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896379119005912,-2.077278260385998e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944691123245922,-2.4850095120405067e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944691123245922,-0.3811425744052623,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944691123245922,0.38119218849034336,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944691123245922,-2.455491330482863e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944691123245922,-2.0907665589112597e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.372440103096718e-6,-4.2062940349373324e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.372440103096718e-6,0.22803817112231056,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.372440103096718e-6,-0.2279547597163307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.372440103096718e-6,-4.122449371528376e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.372440103096718e-6,-1.2397191519584154e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3949130470633273e-6,-4.160631490821914e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3949130470633273e-6,-0.2279547597163307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3949130470633273e-6,0.45845907356132826,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3949130470633273e-6,-0.23042179642587773,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3949130470633273e-6,-4.078578346658924e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3949130470633273e-6,-1.2532074504837047e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770285702317708e-6,-4.115949012311188e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770285702317708e-6,-0.23042179642587773,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770285702317708e-6,0.23050343889170286,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770285702317708e-6,-4.035630612710127e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770285702317708e-6,-1.266695749009001e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001166842455558356,-4.044418669291648e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001166842455558356,0.23703183933332864,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001166842455558356,-0.2369515978599029,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001166842455558356,-3.966839587065754e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001166842455558356,-1.2889086215804072e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808781035904638,-4.002183130926133e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808781035904638,-0.2369515978599029,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808781035904638,0.47644963618335406,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808781035904638,-0.23941862425596291,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808781035904638,-3.926199648693902e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808781035904638,-1.302396920105698e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859641999161888,-3.96082003086304e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859641999161888,-0.23941862425596291,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859641999161888,0.2394972278793303,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859641999161888,-3.886383453691268e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859641999161888,-1.3158852186309916e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273913092919894,-3.6176240829736504e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273913092919894,0.264601166341694,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273913092919894,-0.26452929192747393,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273913092919894,-3.555420453733337e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273913092919894,-1.4396885300952614e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000531820688386722,-3.5837904083033924e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000531820688386722,-0.26452929192747393,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000531820688386722,0.5315967954645647,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000531820688386722,-0.2669962929709107,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000531820688386722,-3.522734441419895e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000531820688386722,-1.4531768286205546e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010592119635967798,-3.5505833973520504e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010592119635967798,-0.2669962929709107,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010592119635967798,0.26706685190776724,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010592119635967798,-3.490643637032465e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010592119635967798,-1.4666651271458302e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325718914269067,-3.497217607723939e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325718914269067,0.2735955165452037,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325718914269067,-0.2735260049764908,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325718914269067,-3.439050483568491e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325718914269067,-1.4888779997172452e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006603560213053256,-3.465587700270394e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006603560213053256,-0.2735260049764908,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006603560213053256,0.5495878950319526,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006603560213053256,-0.27599299935297184,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006603560213053256,-3.408458885744553e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006603560213053256,-1.5023662982425486e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006653628024584178,-3.4345245279561036e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006653628024584178,-0.27599299935297184,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006653628024584178,0.27606128024851434,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006653628024584178,-3.37840648032378e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006653628024584178,-1.5158545967678275e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000607056428589653,-3.173433749598582e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000607056428589653,0.30116654046679125,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000607056428589653,-0.30110338755710725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000607056428589653,-3.125460639716883e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000607056428589653,-1.639657908232105e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006115621628180912,-3.1473654073998076e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006115621628180912,-0.30110338755710725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006115621628180912,0.6047363933099169,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006115621628180912,-0.3035703650736706,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006115621628180912,-3.1001710444450296e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006115621628180912,-1.6531462067574138e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012186185843295696,-3.121721683549112e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012186185843295696,-0.3035703650736706,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012186185843295696,0.3036325018266097,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012186185843295696,-3.075287265312516e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012186185843295696,-1.666634505282687e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014848803229649307,-3.080389262115938e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014848803229649307,0.31016134212332885,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014848803229649307,-0.3101000176765495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014848803229649307,-3.0351669420373458e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014848803229649307,-1.6888473778541172e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007399707606235705,-3.055820649577082e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007399707606235705,-0.3101000176765495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007399707606235705,0.6227278498676431,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007399707606235705,-0.3125669906376057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007399707606235705,-3.011311342446141e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007399707606235705,-1.702335676379391e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00074490949476835,-3.0316406970913857e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00074490949476835,-0.3125669906376057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00074490949476835,0.31262735690375326,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00074490949476835,-2.9878276779171763e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00074490949476835,-1.7158239749046958e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006867901460770726,-2.826362392694733e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006867901460770726,0.3377335184505921,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006867901460770726,-0.33767718843706224,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006867901460770726,-2.788242687425338e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006867901460770726,-1.839627286368954e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006913597564199289,-2.8056639634205018e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006913597564199289,-0.33767718843706224,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006913597564199289,0.6778772609774734,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006913597564199289,-0.34014414962266665,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006913597564199289,-2.7680966551754384e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006913597564199289,-1.8531155848942649e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013781499115513667,-2.785266396809514e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013781499115513667,-0.34014414962266665,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013781499115513667,0.3401996713427064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013781499115513667,-2.7482395683303067e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013781499115513667,-1.8666038834195401e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016443943422364301,-2.7523137069509782e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016443943422364301,0.3467286343072306,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016443943422364301,-0.34667376076970846,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016443943422364301,-2.716151877704279e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016443943422364301,-1.888816755990944e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008197578912469293,-2.7326815415238077e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008197578912469293,-0.34667376076970846,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008197578912469293,0.6958689668242076,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008197578912469293,-0.3491407187059829,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008197578912469293,-2.697030259554951e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008197578912469293,-1.9023050545162556e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008246363942664198,-2.7133273788329996e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008246363942664198,-0.3491407187059829,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008246363942664198,0.3491948253182153,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008246363942664198,-2.678175910876658e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008246363942664198,-1.9157933530415312e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007691759975582878,-2.5477051382806122e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007691759975582878,0.37430162886251306,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007691759975582878,-0.3742507809674968,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007691759975582878,-2.516688396703568e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007691759975582878,-2.0395966645057983e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007736781388136754,-2.5308737393301983e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007736781388136754,-0.3742507809674968,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007736781388136754,0.75101902799927,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007736781388136754,-0.3767177303568772,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007736781388136754,-2.500262900628813e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007736781388136754,-2.053084963031093e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015428940877110979,-2.5142632159738145e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015428940877110979,-0.3767177303568772,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015428940877110979,0.3767679201500241,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015428940877110979,-2.484050366100146e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015428940877110979,-2.0665732615563612e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040760495063824,-2.4873785744457702e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040760495063824,0.3832969721400878,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040760495063824,-0.38324731143139823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040760495063824,-2.4578044331704595e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040760495063824,-2.088786134127799e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996255725716362,-2.4713321236433435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996255725716362,-0.38324731143139823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996255725716362,0.7690109147622237,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996255725716362,-0.3857142584222146,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996255725716362,-2.4421359931287712e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996255725716362,-2.1022744326531064e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044504082702411,-2.455491330482863e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044504082702411,-0.3857142584222146,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044504082702411,0.3857632915719023,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044504082702411,-2.426666010977523e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044504082702411,-2.1157627311783316e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.2019523613117655e-6,-4.041879730201765e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.2019523613117655e-6,-4.122449371528376e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.2019523613117655e-6,0.23260837692002723,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.2019523613117655e-6,-0.2325266071574775,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.2019523613117655e-6,-1.2647153242255193e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241749189498227e-6,-3.9996968914400136e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241749189498227e-6,-4.078578346658924e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241749189498227e-6,-0.2325266071574775,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241749189498227e-6,0.4676011562075676,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241749189498227e-6,-0.2349936384773468,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241749189498227e-6,-1.2782036227508105e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137820370940725e-5,-3.958384868109045e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137820370940725e-5,-4.035630612710127e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137820370940725e-5,-0.2349936384773468,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137820370940725e-5,0.23507370780134712,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137820370940725e-5,-1.291691921276099e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011866831576175898,-3.892178857939561e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011866831576175898,-3.966839587065754e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011866831576175898,0.24160214801669186,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011866831576175898,-0.24152342644176242,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011866831576175898,-1.3139047938475135e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005908037633012285,-3.853045832887497e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005908037633012285,-3.926199648693902e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005908037633012285,-0.24152342644176242,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005908037633012285,0.48559179966649346,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005908037633012285,-0.243990448030606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005908037633012285,-1.327393092372799e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958792511583389,-3.8146914116637796e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958792511583389,-3.886383453691268e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958792511583389,-0.243990448030606,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958792511583389,0.24406759286739863,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958792511583389,-1.3408813908980948e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373455291143204,-3.495318731507813e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373455291143204,-3.555420453733337e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373455291143204,0.2691717279673213,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373455291143204,-0.26910107410699863,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373455291143204,-1.464684702362371e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00054178532864404,-3.463722990574256e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00054178532864404,-3.522734441419895e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00054178532864404,-0.26910107410699863,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00054178532864404,0.5407391581780592,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00054178532864404,-0.2715680716794405,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00054178532864404,-1.4781730008876673e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010791308285829182,-3.4326930713147356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010791308285829182,-3.490643637032465e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010791308285829182,-0.2715680716794405,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010791308285829182,0.27163745421265395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010791308285829182,-1.491661299412942e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013455985872212323,-3.382785716975315e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013455985872212323,-3.439050483568491e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013455985872212323,0.278166144692429,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013455985872212323,-0.27809777494300636,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013455985872212323,-1.5138741719843608e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006703003902088542,-3.353182151933868e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006703003902088542,-3.408458885744553e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006703003902088542,-0.27809777494300636,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006703003902088542,0.5587303102653961,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006703003902088542,-0.2805647661757659,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006703003902088542,-1.5273624705096578e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000675298110444735,-3.3240919919866546e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000675298110444735,-3.37840648032378e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000675298110444735,-0.2805647661757659,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000675298110444735,0.28063194524556595,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000675298110444735,-1.5408507690349408e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006170189334533441,-3.0789157964582305e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006170189334533441,-3.125460639716883e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006170189334533441,0.3057373368466703,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006170189334533441,-0.3056751266169005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006170189334533441,-1.6646540804992137e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006215332076714352,-3.0543705797720035e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006215332076714352,-3.1001710444450296e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006215332076714352,-0.3056751266169005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006215332076714352,0.6138789416158855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006215332076714352,-0.30814210176850493,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006215332076714352,-1.6781423790245125e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012385521364808745,-3.0302134705174595e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012385521364808745,-3.075287265312516e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012385521364808745,-0.30814210176850493,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012385521364808745,0.308203325938931,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012385521364808745,-1.6916306775497994e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015048015698105321,-2.991252717358e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015048015698105321,-3.0351669420373458e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015048015698105321,0.31473218396070496,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015048015698105321,-0.31467174837975603,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015048015698105321,-1.7138435501212158e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007499353377148,-2.96807954733448e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007499353377148,-3.011311342446141e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007499353377148,-0.31467174837975603,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007499353377148,0.6318704341954438,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007499353377148,-0.31713871917360503,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007499353377148,-1.7273318486465054e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007548661663814828,-2.945262533074349e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007548661663814828,-2.9878276779171763e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007548661663814828,-0.31713871917360503,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007548661663814828,0.31719822415772964,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007548661663814828,-1.7408201471717957e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006967651275673662,-2.7511372359132438e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006967651275673662,-2.788242687425338e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006967651275673662,0.3423044777894163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006967651275673662,-0.3422488975278371,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006967651275673662,-1.8646234586360583e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007013422181423816,-2.7315217853798815e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007013422181423816,-2.7680966551754384e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007013422181423816,-0.3422488975278371,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007013422181423816,0.6870199385538226,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007013422181423816,-0.3447158570304042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007013422181423816,-1.8781117571613646e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001398107356402997,-2.71218398398529e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001398107356402997,-2.7482395683303067e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001398107356402997,-0.3447158570304042,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001398107356402997,0.3447706504259329,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001398107356402997,-1.8916000556866454e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016643471870506023,-2.6809276849503128e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016643471870506023,-2.716151877704279e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016643471870506023,0.35129962607037657,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016643471870506023,-0.35124546389345723,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016643471870506023,-1.9138129282580608e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008297378293003335,-2.662296959988429e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008297378293003335,-2.697030259554951e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008297378293003335,-0.35124546389345723,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008297378293003335,0.7050116701688124,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008297378293003335,-0.3537124202730371,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008297378293003335,-1.9273012267833561e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00083460930192217,-2.64392331657146e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00083460930192217,-2.678175910876658e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00083460930192217,-0.3537124202730371,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00083460930192217,0.35376583534426415,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00083460930192217,-1.940789525308642e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000848725039182008,-2.516688396703568e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000848725039182008,0.37884784173245045,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000848725039182008,-0.37882246838919975,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000848725039182008,-2.064592836772941e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008477014531874644,-2.500262900628813e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008477014531874644,-0.37882246838919975,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008477014531874644,0.7601370953648767,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008477014531874644,-0.3812894165385572,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008477014531874644,-2.0780811352982159e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016963846769265777,-2.484050366100146e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016963846769265777,-0.3812894165385572,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016963846769265777,0.3813144661991616,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016963846769265777,-2.091569433823535e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001824098552175271,-2.4578044331704595e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001824098552175271,0.38784378386745066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001824098552175271,-0.3878189944448883,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001824098552175271,-2.1137823063949552e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009096391297053797,-2.4421359931287712e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009096391297053797,-0.3878189944448883,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009096391297053797,0.7781295688120181,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009096391297053797,-0.39028594028013797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009096391297053797,-2.1272706049202074e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009144589520454408,-2.426666010977523e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009144589520454408,-0.39028594028013797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009144589520454408,0.3903104210161381,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009144589520454408,-2.14075890344551e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.63866578545813e-10,-1.089742118355779e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.63866578545813e-10,0.20057036352301166,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.63866578545813e-10,-0.20052343039744147,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.63866578545813e-10,-4.6824151358334894e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.668247879372277e-10,-1.103230416881065e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.668247879372277e-10,-0.20052343039744147,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.668247879372277e-10,0.4035603073275189,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.668247879372277e-10,-0.20299050751368278,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.668247879372277e-10,-4.6259093352962e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.214600150420574e-10,-1.1167187154063596e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.214600150420574e-10,-0.20299050751368278,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.214600150420574e-10,0.20303632668441385,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.214600150420574e-10,-4.57074988595503e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010475509375191432,-1.1389315879777716e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010475509375191432,0.2095653505822392,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010475509375191432,-0.20952040947650852,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010475509375191432,-4.482721257190744e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000521204303185045,-1.1524198865030587e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000521204303185045,-0.20952040947650852,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000521204303185045,0.42155230532851923,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000521204303185045,-0.21198747159146675,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000521204303185045,-4.430901855528503e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005263492553635504,-1.1659081850283529e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005263492553635504,-0.21198747159146675,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005263492553635504,0.21203139084089975,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005263492553635504,-4.3802658614495723e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044214320829052853,-1.2897114964926225e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044214320829052853,0.2371786364829408,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044214320829052853,-0.23709844474424904,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044214320829052853,-3.964397024009029e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044214320829052853,-4.041879730201758e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044573317042960887,-1.3031997950179155e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044573317042960887,-0.23709844474424904,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044573317042960887,0.47674328108298203,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044573317042960887,-0.23956547098153894,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044573317042960887,-3.923806830015163e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00044573317042960887,-3.99969689144001e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872104020753096,-1.3166880935432048e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872104020753096,-0.23956547098153894,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872104020753096,0.23964402688778982,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872104020753096,-3.884038876045418e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0008872104020753096,-3.9583848681090455e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012063972245228533,-1.3389009661146236e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012063972245228533,0.24617250465799345,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012063972245228533,-0.246095246229841,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012063972245228533,-3.8202749476437066e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012063972245228533,-3.892178857939561e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006006656648603712,-1.3523892646399076e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006006656648603712,-0.246095246229841,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006006656648603712,0.4947340008686522,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006006656648603712,-0.24856226327557368,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006006656648603712,-3.7825665982205606e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006006656648603712,-3.853045832887494e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057314798200717,-1.3658775631651993e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057314798200717,-0.24856226327557368,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057314798200717,0.24863800272694667,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057314798200717,-3.745594950002554e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006057314798200717,-3.814691411663779e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000547253145826224,-1.4896808746294714e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000547253145826224,0.273742324226101,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000547253145826224,-0.2736728499286936,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000547253145826224,-3.437214200483858e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000547253145826224,-3.495318731507812e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517009587485952,-1.5031691731547763e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517009587485952,-0.2736728499286936,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517009587485952,0.5498815482283093,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517009587485952,-0.27613984420177323,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517009587485952,-3.406655101927216e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005517009587485952,-3.463722990574252e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001098954027124215,-1.5166574716800542e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001098954027124215,-0.27613984420177323,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001098954027124215,0.2762080891416433,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001098954027124215,-3.376634340972668e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001098954027124215,-3.4326930713147356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013649872795035312,-1.5388703442514624e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013649872795035312,0.28273680420849584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013649872795035312,-0.28266953914902276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013649872795035312,-3.328331526886643e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013649872795035312,-3.382785716975315e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006799976422854008,-1.5523586427767562e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006799976422854008,-0.28266953914902276,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006799976422854008,0.5678727502841806,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006799976422854008,-0.285136527388667,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006799976422854008,-3.2996689107234356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006799976422854008,-3.353182151933872e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006849896087488435,-1.5658469413020603e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006849896087488435,-0.285136527388667,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006849896087488435,0.28520263984858285,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006849896087488435,-3.271495530178892e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006849896087488435,-3.324091991986651e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006267931778420192,-1.689650252766321e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006267931778420192,0.3103081568257085,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006267931778420192,-0.31024686133876433,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006267931778420192,-3.033736395434288e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006267931778420192,-3.078915796458229e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006313077516280748,-1.703138551291628e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006313077516280748,-0.31024686133876433,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006313077516280748,0.623021508618972,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006313077516280748,-0.3127138342287422,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006313077516280748,-3.0099031812639905e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006313077516280748,-3.054370579772003e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012581008664431458,-1.7166268498169047e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012581008664431458,-0.3127138342287422,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012581008664431458,0.31277417243994227,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012581008664431458,-2.9864413809936628e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012581008664431458,-3.030213470517456e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015237849038363372,-1.738839722388312e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015237849038363372,0.319303047424361,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015237849038363372,-0.31924347510660755,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015237849038363372,-2.9485906607647475e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015237849038363372,-2.9912527173580045e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007594275945576813,-1.752328020913608e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007594275945576813,-0.31924347510660755,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007594275945576813,0.6410130356706474,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007594275945576813,-0.3217104438251572,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007594275945576813,-2.9260710607312916e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007594275945576813,-2.96807954733448e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007643573104699547,-1.765816319438913e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007643573104699547,-0.3217104438251572,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007643573104699547,0.32176911195928953,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007643573104699547,-2.9038927169696757e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007643573104699547,-2.9452625330743504e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007063689693787496,-1.8896196309031951e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007063689693787496,0.34687545392352526,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007063689693787496,-0.3468206035281794,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007063689693787496,-2.7150061023630328e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007063689693787496,-2.7511372359132445e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007109381565653562,-1.9031079294284773e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007109381565653562,-0.3468206035281794,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007109381565653562,0.6961626294758283,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007109381565653562,-0.3492875614134855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007109381565653562,-2.6959005516697654e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007109381565653562,-2.7315217853798886e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014173070689880054,-1.9165962279537764e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014173070689880054,-0.3492875614134855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014173070689880054,0.3493416455322974,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014173070689880054,-2.6770619349254445e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014173070689880054,-2.7121839839852878e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016840700263217132,-1.9388091005251803e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016840700263217132,0.35587063336719404,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016840700263217132,-0.35581716415805376,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016840700263217132,-2.6466051380760195e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016840700263217132,-2.6809276849503128e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008396018768625826,-1.95229739905046e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008396018768625826,-0.35581716415805376,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008396018768625826,0.7141543858641044,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008396018768625826,-0.35828411904023144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008396018768625826,-2.628446647944056e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008396018768625826,-2.662296959988428e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008444681646483979,-1.9657856975757648e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008444681646483979,-0.35828411904023144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008444681646483979,0.3583368602075927,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008444681646483979,-2.610535562579884e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008444681646483979,-2.6439233165714593e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1272100992066578e-9,-1.1147382906228831e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1272100992066578e-9,-4.6824151358334894e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1272100992066578e-9,0.20518807492650665,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1272100992066578e-9,-0.2050953516390173,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1272100992066578e-9,-4.578766230197389e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1463156531744643e-9,-1.128226589148176e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1463156531744643e-9,-4.6259093352962e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1463156531744643e-9,-0.2050953516390173,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1463156531744643e-9,0.41274939162019725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1463156531744643e-9,-0.20756242088710036,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1463156531744643e-9,-4.524717806767283e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.27382767594304e-9,-1.1417148876734616e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.27382767594304e-9,-4.57074988595503e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.27382767594304e-9,-0.20756242088710036,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.27382767594304e-9,0.20765296185182328,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.27382767594304e-9,-4.471929437459232e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010676632162548592,-1.1639277602448785e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010676632162548592,-4.482721257190744e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010676632162548592,0.2141811232196086,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010676632162548592,-0.21409230333466245,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010676632162548592,-4.387627959821786e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312611238661411,-1.1774160587701642e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312611238661411,-4.430901855528503e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312611238661411,-0.21409230333466245,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312611238661411,0.43073946833034366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312611238661411,-0.2165593585366381,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005312611238661411,-4.337969888198889e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005364022045325416,-1.1909043572954616e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005364022045325416,-4.3802658614495723e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005364022045325416,-0.2165593585366381,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005364022045325416,0.21664617450990062,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005364022045325416,-4.2894224212284785e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716049907238214,-1.314707668759735e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716049907238214,-3.964397024009029e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716049907238214,0.24174894674968003,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716049907238214,-0.24167027303578212,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004716049907238214,-3.88982728909263e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047607234304293967,-1.3281959672850256e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047607234304293967,-3.923806830015163e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047607234304293967,-0.24167027303578212,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047607234304293967,0.4858854458110535,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047607234304293967,-0.24413729447467494,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00047607234304293967,-3.850741269955886e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476530648914622,-1.3416842658103149e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476530648914622,-3.884038876045418e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476530648914622,-0.24413729447467494,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476530648914622,0.2442143933564623,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009476530648914622,-3.812432460030967e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012262256706453668,-1.3638971383817294e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012262256706453668,-3.8202749476437066e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012262256706453668,0.25074290662457877,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012262256706453668,-0.2506670577051835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012262256706453668,-3.750978020495777e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006105849202281808,-1.3773854369070187e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006105849202281808,-3.7825665982205606e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006105849202281808,-0.2506670577051835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006105849202281808,0.5038762377423407,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006105849202281808,-0.25313407045280517,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006105849202281808,-3.714617982620099e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006156406794679441,-1.3908737354323064e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006156406794679441,-3.745594950002554e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006156406794679441,-0.25313407045280517,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006156406794679441,0.25320845504663253,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006156406794679441,-3.6789556953790456e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000557200521051746,-1.5146770468965717e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000557200521051746,-3.437214200483858e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000557200521051746,0.2783129534053571,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000557200521051746,-0.27824461970580966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000557200521051746,-3.381008983788658e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005616578267197774,-1.5281653454218668e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005616578267197774,-3.406655101927216e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005616578267197774,-0.27824461970580966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005616578267197774,0.5590239642770245,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005616578267197774,-0.28071161084008656,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005616578267197774,-3.3514363574504505e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118858272778888,-1.5416536439471661e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118858272778888,-3.376634340972668e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118858272778888,-0.28071161084008656,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118858272778888,0.28077875511221506,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001118858272778888,-3.322376335436936e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013847918659731255,-1.5638665165185643e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013847918659731255,-3.328331526886643e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013847918659731255,0.2873074935906187,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013847918659731255,-0.2872412978692955,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013847918659731255,-3.275601940274246e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006899040050500498,-1.5773548150438567e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006899040050500498,-3.2996689107234356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006899040050500498,-0.2872412978692955,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006899040050500498,0.5770152139121162,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006899040050500498,-0.2897082832569057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006899040050500498,-3.247836132633872e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006948878368087682,-1.5908431135691519e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006948878368087682,-3.271495530178892e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006948878368087682,-0.2897082832569057,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006948878368087682,0.2897733626653599,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006948878368087682,-3.2205368841128695e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006367246567973345,-1.714646425033431e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006367246567973345,-3.033736395434288e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006367246567973345,0.31487899937259967,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006367246567973345,-0.3148185919115806,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006367246567973345,-2.98986324222063e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006412460504007018,-1.728134723558726e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006412460504007018,-3.0099031812639905e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006412460504007018,-0.3148185919115806,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006412460504007018,0.6321640935092144,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006412460504007018,-0.3172855626373036,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006412460504007018,-2.9667115045234877e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012779706453098284,-1.741623022084023e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012779706453098284,-2.9864413809936628e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012779706453098284,-0.3172855626373036,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012779706453098284,0.31734504036772254,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012779706453098284,-2.9439154306805293e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015438420818603981,-1.7638358946554203e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015438420818603981,-2.9485906607647475e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015438420818603981,0.32387393159531896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015438420818603981,-0.3238151980252494,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015438420818603981,-2.9071279872487307e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007694604306303723,-1.777324193180726e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007694604306303723,-2.9260710607312916e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007694604306303723,-0.3238151980252494,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007694604306303723,0.6501556535709078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007694604306303723,-0.32628216475561467,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007694604306303723,-2.885234701710022e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000774381653713663,-1.7908124917060103e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000774381653713663,-2.9038927169696757e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000774381653713663,-0.32628216475561467,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000774381653713663,0.32634001944995655,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000774381653713663,-2.8636685923044903e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007163962276989475,-1.914615803170275e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007163962276989475,-2.7150061023630328e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007163962276989475,0.35144644619513743,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007163962276989475,-0.3513923065583354,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007163962276989475,-2.6798114198042553e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007209747708044009,-1.9281041016955487e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007209747708044009,-2.6959005516697654e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007209747708044009,-0.3513923065583354,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007209747708044009,0.7053053332246053,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007209747708044009,-0.3538592628888644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007209747708044009,-2.6611961478615816e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014373709426718313,-1.9415924002208563e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014373709426718313,-2.6770619349254445e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014373709426718313,-0.3538592628888644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014373709426718313,0.3539126560438424,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014373709426718313,-2.6428376388768628e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017040777580717276,-1.9638052727922501e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017040777580717276,-2.6466051380760195e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017040777580717276,0.3604416556047587,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017040777580717276,-0.36038886167220413,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017040777580717276,-2.6131500646516764e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496093547808236,-1.977293571317552e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496093547808236,-2.628446647944056e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496093547808236,-0.36038886167220413,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496093547808236,0.7232971134423762,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496093547808236,-0.3628558151134908,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008496093547808236,-2.5954460844732163e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000854468420137616,-1.9907818698428528e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000854468420137616,-2.610535562579884e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000854468420137616,-0.3628558151134908,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000854468420137616,0.36290789935042145,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000854468420137616,-2.5779803117840946e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.887793287738857e-9,-1.1397344628899892e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.887793287738857e-9,-4.578766230197389e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.887793287738857e-9,0.20975795618501525,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.887793287738857e-9,-0.20966725852031654,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.887793287738857e-9,-4.479602895044711e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.01413314293588e-9,-1.1532227614152825e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.01413314293588e-9,-4.524717806767283e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.01413314293588e-9,-0.20966725852031654,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.01413314293588e-9,0.4218912199777573,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.01413314293588e-9,-0.21213432040620683,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.01413314293588e-9,-4.427855089014493e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.59588644125358e-8,-1.1667110599405708e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.59588644125358e-8,-4.471929437459232e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.59588644125358e-8,-0.21213432040620683,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.59588644125358e-8,0.2122229292542357,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.59588644125358e-8,-4.377288254827222e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010874951742766647,-1.1889239325119826e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010874951742766647,-4.387627959821786e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010874951742766647,0.2187511445628179,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010874951742766647,-0.2186641845677897,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010874951742766647,-4.2964823036739324e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005411821866713307,-1.2024122310372754e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005411821866713307,-4.337969888198889e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005411821866713307,-0.2186641845677897,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005411821866713307,0.4398814063232103,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005411821866713307,-0.22113123328324744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005411821866713307,-4.248853206811442e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463128591262763,-1.215900529562564e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463128591262763,-4.2894224212284785e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463128591262763,-0.22113123328324744,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463128591262763,0.2212162717751014,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005463128591262763,-4.2022677588728567e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048657751250906766,-1.339703841026839e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048657751250906766,-3.88982728909263e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048657751250906766,0.24631930488671733,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048657751250906766,-0.24624209254959908,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00048657751250906766,-3.818009384321603e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910027994387491,-1.3531921395521314e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910027994387491,-3.850741269955886e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910027994387491,-0.24624209254959908,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910027994387491,0.49502764819004974,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910027994387491,-0.24870910945354105,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004910027994387491,-3.780345499610301e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009775739169510054,-1.3666804380774162e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009775739169510054,-3.812432460030967e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009775739169510054,-0.24870910945354105,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009775739169510054,0.24878480461639083,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0009775739169510054,-3.7434170205671166e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012460548094335197,-1.3888933106488244e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012460548094335197,-3.750978020495777e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012460548094335197,0.2553133514729811,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012460548094335197,-0.2552388613144471,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012460548094335197,-3.684148899792479e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205044056840544,-1.402381609174122e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205044056840544,-3.714617982620099e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205044056840544,-0.2552388613144471,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205044056840544,0.5130185083858941,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205044056840544,-0.2577058699917788,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006205044056840544,-3.6490661681046155e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006255503405899194,-1.415869907699413e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006255503405899194,-3.6789556953790456e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006255503405899194,-0.2577058699917788,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006255503405899194,0.2577789475850555,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006255503405899194,-3.6146449332145435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005671472069864662,-1.5396732191636846e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005671472069864662,-3.381008983788658e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005671472069864662,0.2828836139034873,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005671472069864662,-0.2828163837313835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005671472069864662,-3.326611494405336e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716136800494833,-1.553161517688989e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716136800494833,-3.3514363574504505e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716136800494833,-0.2828163837313835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716136800494833,0.56816640507188,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716136800494833,-0.28528337187722347,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005716136800494833,-3.2979783546745516e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138760814277338,-1.5666498162142778e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138760814277338,-3.322376335436936e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138760814277338,-0.28528337187722347,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138760814277338,0.2853494506425557,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001138760814277338,-3.269833699623501e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014045880400960884,-1.588862688785693e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014045880400960884,-3.275601940274246e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014045880400960884,0.29187821143092235,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014045880400960884,-0.2918130513618501,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014045880400960884,-3.224516340067414e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006998060319650903,-1.602350987310967e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006998060319650903,-3.247836132633872e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006998060319650903,-0.2918130513618501,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006998060319650903,0.5861577000472824,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006998060319650903,-0.29428003402982966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006998060319650903,-3.197605917755591e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007047819880773985,-1.6158392858362706e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007047819880773985,-3.2205368841128695e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007047819880773985,-0.29428003402982966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007047819880773985,0.294344112390175,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007047819880773985,-3.171140757565153e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006466521100799543,-1.739642597300527e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006466521100799543,-2.98986324222063e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006466521100799543,0.31944986351526117,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006466521100799543,-0.31939031851343913,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006466521100799543,-2.9472405140118755e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006511799567775414,-1.7531308958258308e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006511799567775414,-2.9667115045234877e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006511799567775414,-0.31939031851343913,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006511799567775414,0.6413066955229474,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006511799567775414,-0.3218572871669081,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006511799567775414,-2.9247414465390705e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012978320059945498,-1.7666191943511084e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012978320059945498,-2.9439154306805293e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012978320059945498,-0.3218572871669081,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012978320059945498,0.32191592881484093,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012978320059945498,-2.9025831706585e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015638934518383569,-1.788832066922516e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015638934518383569,-2.9071279872487307e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015638934518383569,0.3284448356063776,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015638934518383569,-0.32838691729493297,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015638934518383569,-2.8668148365474522e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007794902864070921,-1.8023203654478268e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007794902864070921,-2.885234701710022e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007794902864070921,-0.32838691729493297,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007794902864070921,0.6592982872141541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007794902864070921,-0.33085388211912536,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007794902864070921,-2.8455221042080826e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000784403170132055,-1.815808663973099e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000784403170132055,-2.8636685923044903e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000784403170132055,-0.33085388211912536,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000784403170132055,0.33091094581823155,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000784403170132055,-2.8245432316769848e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007264211949389819,-1.9396119754373943e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007264211949389819,-2.6798114198042553e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007264211949389819,0.3560174539806155,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007264211949389819,-0.35596400673264117,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007264211949389819,-2.6455172578770264e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007310088354858239,-1.953100273962664e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007310088354858239,-2.6611961478615816e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007310088354858239,-0.35596400673264117,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007310088354858239,0.7144480493083707,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007310088354858239,-0.358430961567851,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007310088354858239,-2.6273736372524996e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001457429975141543,-1.9665885724879737e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001457429975141543,-2.6428376388768628e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001457429975141543,-0.358430961567851,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001457429975141543,0.3584836813742839,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001457429975141543,-2.6094771186894618e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017240809680033084,-1.9888014450593914e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017240809680033084,-2.6131500646516764e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017240809680033084,0.3650126922200128,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017240809680033084,-0.36496055653925097,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017240809680033084,-2.580529997079951e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008596145052851503,-2.0022897435846778e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008596145052851503,-2.5954460844732163e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008596145052851503,-0.36496055653925097,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008596145052851503,0.7324398524591517,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008596145052851503,-0.3674275085933033,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008596145052851503,-2.5632636778194177e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000864466481137414,-2.0157780421099475e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000864466481137414,-2.5779803117840946e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000864466481137414,-0.3674275085933033,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000864466481137414,0.3674789522424148,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000864466481137414,-2.546226818940217e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.988280225780207e-8,-1.1647306351570949e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.988280225780207e-8,-4.479602895044711e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.988280225780207e-8,0.21432791086569303,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.988280225780207e-8,-0.21423915196020868,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.988280225780207e-8,-4.3846403470381955e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.0631250874063104e-8,-1.1782189336823839e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.0631250874063104e-8,-4.427855089014493e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.0631250874063104e-8,-0.21423915196020868,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.0631250874063104e-8,0.43103310577481746,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.0631250874063104e-8,-0.216706206947388,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.0631250874063104e-8,-4.335049443730842e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0083432228947052e-7,-1.1917072322076757e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0083432228947052e-7,-4.377288254827222e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0083432228947052e-7,-0.216706206947388,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0083432228947052e-7,0.21679296466972792,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0083432228947052e-7,-4.2865669068395824e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001107301765187017,-1.2139201047790897e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001107301765187017,-4.2964823036739324e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001107301765187017,0.22332123060269754,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001107301765187017,-0.2232360539511869,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001107301765187017,-4.209043646342121e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005510910952583856,-1.2274084033043793e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005510910952583856,-4.248853206811442e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005510910952583856,-0.2232360539511869,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005510910952583856,0.44902339501397165,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005510910952583856,-0.22570309657235896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005510910952583856,-4.163321751732421e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562105279072057,-1.24089670182967e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562105279072057,-4.2022677588728567e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562105279072057,-0.22570309657235896,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562105279072057,0.2257864291578427,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005562105279072057,-4.1185818224830764e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004973983292710022,-1.3647000132939452e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004973983292710022,-3.818009384321603e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004973983292710022,0.25088970826768303,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004973983292710022,-0.25081390376551926,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0004973983292710022,-3.7487938319192075e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005017995141725367,-1.3781883118192422e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005017995141725367,-3.780345499610301e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005017995141725367,-0.25081390376551926,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005017995141725367,0.5041698861772836,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005017995141725367,-0.2532809163789632,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005017995141725367,-3.71247589737447e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000999196651934959,-1.3916766103445212e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000999196651934959,-3.7434170205671166e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000999196651934959,-0.2532809163789632,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000999196651934959,0.25335525826191363,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.000999196651934959,-3.6768545083670465e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001265883660982966,-1.4138894829159363e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001265883660982966,-3.684148899792479e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001265883660982966,0.2598838369319916,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001265883660982966,-0.2598106574726747,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001265883660982966,-3.61965813706749e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006304236306651017,-1.4273777814412282e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006304236306651017,-3.6490661681046155e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006304236306651017,-0.2598106574726747,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006304236306651017,0.5221608110296971,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006304236306651017,-0.2622776622915308,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006304236306651017,-3.5857866032415634e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006354599742086842,-1.44086607996652e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006354599742086842,-3.6146449332145435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006354599742086842,-0.2622776622915308,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006354599742086842,0.2623494782552692,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006354599742086842,-3.552542779824687e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005770928789662901,-1.5646693914307947e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005770928789662901,-3.326611494405336e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005770928789662901,0.2874543042210973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005770928789662901,-0.28738814227983284,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005770928789662901,-3.273935938130978e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005815681946931165,-1.578157689956086e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005815681946931165,-3.2979783546745516e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005815681946931165,-0.28738814227983284,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005815681946931165,0.5773088694395675,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005815681946931165,-0.28985512757806564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005815681946931165,-3.246198235330014e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011586610029331818,-1.5916459884813704e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011586610029331818,-3.269833699623501e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011586610029331818,-0.28985512757806564,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011586610029331818,0.28992017434352796,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011586610029331818,-3.218926386725518e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014243742645989362,-1.6138588610527886e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014243742645989362,-3.224516340067414e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014243742645989362,0.29644895640816327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014243742645989362,-0.2963847998683301,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014243742645989362,-3.174999054640853e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007097029511344584,-1.6273471595780763e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007097029511344584,-3.197605917755591e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007097029511344584,-0.2963847998683301,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007097029511344584,0.5953002076543317,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007097029511344584,-0.29885177994105006,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007097029511344584,-3.1489051058049285e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007146712973339162,-1.6408354581033683e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007146712973339162,-3.171140757565153e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007146712973339162,-0.29885177994105006,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007146712973339162,0.2989148877961546,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007146712973339162,-3.123236398308851e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006565749323259878,-1.7646387695676425e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006565749323259878,-2.9472405140118755e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006565749323259878,0.3240207483366435,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006565749323259878,-0.3239620413123962,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006565749323259878,-2.9058155230235294e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000661108851295031,-1.7781270680929395e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000661108851295031,-2.9247414465390705e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000661108851295031,-0.3239620413123962,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000661108851295031,0.650449313939159,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000661108851295031,-0.3264290079803913,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000661108851295031,-2.8839419199313428e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013176837236071161,-1.7916153666182192e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013176837236071161,-2.9025831706585e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013176837236071161,-0.3264290079803913,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013176837236071161,0.3264868369241712,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013176837236071161,-2.8623950536647684e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015839390556786775,-1.8138282391896354e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015839390556786775,-2.8668148365474522e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015839390556786775,0.33301575863772714,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015839390556786775,-0.33295863306580364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015839390556786775,-2.8276040734092523e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000789517178180057,-1.8273165377149318e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000789517178180057,-2.8455221042080826e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000789517178180057,-0.33295863306580364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000789517178180057,0.6684409359552171,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000789517178180057,-0.3354255960614556,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000789517178180057,-2.8068875261983465e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007944218844097346,-1.8408048362402164e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007944218844097346,-2.8245432316769848e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007944218844097346,-0.3354255960614556,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007944218844097346,0.335481890296608,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007944218844097346,-2.7864722352014775e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007364440209154931,-1.964608147704514e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007364440209154931,-2.6455172578770264e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007364440209154931,0.36058847668874366,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007364440209154931,-0.36053570416034386,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007364440209154931,-2.6120895006257434e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007410404889205572,-1.9780964462297942e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007410404889205572,-2.6273736372524996e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007410404889205572,-0.36053570416034386,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007410404889205572,0.7235907772610508,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007410404889205572,-0.36300265755633526,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007410404889205572,-2.5943998354474495e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014774844576792875,-1.9915847447551134e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014774844576792875,-2.6094771186894618e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014774844576792875,-0.36300265755633526,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014774844576792875,0.3630547209668962,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014774844576792875,-2.5769480899554523e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017440793693024074,-2.0137976173265007e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017440793693024074,-2.580529997079951e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017440793693024074,0.36958374267788047,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017440793693024074,-0.3695322488574717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017440793693024074,-2.5487140676184475e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696171852127805,-2.0272859158518096e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696171852127805,-2.5632636778194177e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696171852127805,-0.3695322488574717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696171852127805,0.7415826024918966,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696171852127805,-0.3719991995752285,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008696171852127805,-2.531869382658143e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008744622040076777,-2.0407742143770758e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008744622040076777,-2.546226818940217e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008744622040076777,-0.3719991995752285,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008744622040076777,0.3720500183791787,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008744622040076777,-2.515245833940056e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7048136408516715e-7,-1.1897268074241995e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7048136408516715e-7,-4.3846403470381955e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7048136408516715e-7,0.21889793435103433,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7048136408516715e-7,-0.21881103280096095,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7048136408516715e-7,-4.2936173922264716e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742146485241809e-7,-1.2032151059494923e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742146485241809e-7,-4.335049443730842e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742146485241809e-7,-0.21881103280096095,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742146485241809e-7,0.44017504544564906,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742146485241809e-7,-0.22127808131480278,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.742146485241809e-7,-4.24605139374004e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.457626711684202e-7,-1.2167034044747813e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.457626711684202e-7,-4.2865669068395824e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.457626711684202e-7,-0.22127808131480278,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.457626711684202e-7,0.22136306392405003,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.457626711684202e-7,-4.199526983839933e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271115474921114,-1.2389162770461937e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271115474921114,-4.209043646342121e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271115474921114,0.2278913774311414,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271115474921114,-0.2278079121980394,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011271115474921114,-4.125090501088101e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561001565647117,-1.2524045755714838e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561001565647117,-4.163321751732421e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561001565647117,-0.2278079121980394,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561001565647117,0.45816543137795973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561001565647117,-0.23027494908611784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000561001565647117,-4.081163582763225e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661098502800669,-1.2658928740967755e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661098502800669,-4.1185818224830764e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661098502800669,-0.23027494908611784,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661098502800669,0.23035664311072876,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005661098502800669,-4.038161709866967e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074520686084096,-1.3896961855610532e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074520686084096,-3.7487938319192075e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074520686084096,0.25546015445490955,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074520686084096,-0.2553857071291561,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005074520686084096,-3.682041781575222e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118591509085859,-1.4031844840863422e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118591509085859,-3.71247589737447e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118591509085859,-0.2553857071291561,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118591509085859,0.5133121578754218,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118591509085859,-0.2578527156792832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005118591509085859,-3.6469989560397674e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193109960130132,-1.4166727826116342e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193109960130132,-3.6768545083670465e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193109960130132,-0.2578527156792832,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193109960130132,0.25792575205669405,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0010193109960130132,-3.6126165048926355e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012857112278559517,-1.43888565518305e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012857112278559517,-3.61965813706749e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012857112278559517,0.2644543608880461,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012857112278559517,-0.2643824465663384,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012857112278559517,-3.557385177150658e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006403420955028934,-1.452373953708336e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006403420955028934,-3.5857866032415634e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006403420955028934,-0.2643824465663384,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006403420955028934,0.5313031440261812,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006403420955028934,-0.266849447724264,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006403420955028934,-3.5246632151055495e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006453690827026188,-1.4658622522336302e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006453690827026188,-3.552542779824687e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006453690827026188,-0.266849447724264,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006453690827026188,0.2669200451126698,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006453690827026188,-3.4925374382332016e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005870371938603738,-1.5896655636978947e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005870371938603738,-3.273935938130978e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005870371938603738,0.2920250229531065,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005870371938603738,-0.2919598956085397,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005870371938603738,-3.222901862913415e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005915210266971072,-1.6031538622232075e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005915210266971072,-3.246198235330014e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005915210266971072,-0.2919598956085397,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005915210266971072,0.586451356280105,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005915210266971072,-0.2944268781912498,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005915210266971072,-3.1960182576076645e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178558151680026,-1.6166421607484775e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178558151680026,-3.218926386725518e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178558151680026,-0.2944268781912498,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178558151680026,0.2944909249118536,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001178558151680026,-3.1695792520460635e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014441485731633021,-1.6388550333198934e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014441485731633021,-3.174999054640853e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014441485731633021,0.3010197272819105,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014441485731633021,-0.30095654361601604,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014441485731633021,-3.126978984474304e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007195937795624355,-1.652343331845194e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007195937795624355,-3.1489051058049285e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007195937795624355,-0.30095654361601604,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007195937795624355,0.6044427357609341,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007195937795624355,-0.30342352121031474,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007195937795624355,-3.1016649212051e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007245547822314035,-1.6658316303704727e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007245547822314035,-3.123236398308851e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007245547822314035,-0.30342352121031474,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007245547822314035,0.3034856877300665,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007245547822314035,-3.0767572605650685e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006664923572710425,-1.7896349418347496e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006664923572710425,-2.9058155230235294e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006664923572710425,0.3285916529712194,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006664923572710425,-0.3285337604674996,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006664923572710425,-2.8655384995344476e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006710319550866665,-1.8031232403600477e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006710319550866665,-2.8839419199313428e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006710319550866665,-0.3285337604674996,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006710319550866665,0.6595919480771865,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006710319550866665,-0.3310007252317054,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006710319550866665,-2.8442646458020073e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013375242524545292,-1.8166115388853264e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013375242524545292,-2.8623950536647684e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013375242524545292,-0.3310007252317054,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013375242524545292,0.33105776388575825,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013375242524545292,-2.8233042362344717e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016039786364786728,-1.8388244114567494e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016039786364786728,-2.8276040734092523e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016039786364786728,0.33758669991432233,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016039786364786728,-0.3375303454801071,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016039786364786728,-2.789451103999998e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007995409768233479,-1.8523127099820308e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007995409768233479,-2.8068875261983465e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007995409768233479,-0.3375303454801071,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007995409768233479,0.6775835991842494,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007995409768233479,-0.33999730672086753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007995409768233479,-2.7692876741729125e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008044376686679295,-1.8658010085073238e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008044376686679295,-2.7864722352014775e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008044376686679295,-0.33999730672086753,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008044376686679295,0.340052852158947,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008044376686679295,-2.7494135626570655e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007464688800674909,-1.9896043199715824e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007464688800674909,-2.6120895006257434e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007464688800674909,0.3651595137569704,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007464688800674909,-0.36510739894419786,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007464688800674909,-2.579495733429435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007510736763553719,-2.0030926184968897e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007510736763553719,-2.5943998354474495e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007510736763553719,-0.36510739894419786,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007510736763553719,0.7327335166382829,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007510736763553719,-0.3675743509544499,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007510736763553719,-2.5622432018865302e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014975425671351179,-2.016580917022161e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014975425671351179,-2.5769480899554523e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014975425671351179,-0.3675743509544499,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014975425671351179,0.3676257742920104,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014975425671351179,-2.5452198569196814e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764072651251086,-2.038793789593588e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764072651251086,-2.5487140676184475e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764072651251086,0.3741548064695621,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764072651251086,-0.3741039387203964,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001764072651251086,-2.51767291106278e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796172389651085,-2.0522820881188672e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796172389651085,-2.531869382658143e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796172389651085,-0.3741039387203964,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796172389651085,0.7507253631389328,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796172389651085,-0.37657088815043466,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008796172389651085,-2.5012346066427333e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844554336164134,-2.0657703866441766e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844554336164134,-2.515245833940056e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844554336164134,-0.37657088815043466,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844554336164134,0.3766210972809331,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008844554336164134,-2.4850095120405077e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023534325642583e-6,-1.2147229796913096e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023534325642583e-6,-4.2936173922264716e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023534325642583e-6,0.2234680224024669,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023534325642583e-6,-0.2233829018158973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1023534325642583e-6,-4.206294034937331e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1157835739673114e-6,-1.2282112782166023e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1157835739673114e-6,-4.24605139374004e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1157835739673114e-6,-0.2233829018158973,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1157835739673114e-6,0.4493170357133624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1157835739673114e-6,-0.22584994424749166,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1157835739673114e-6,-4.1606314908219145e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218790674572932e-6,-1.2416995767418903e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218790674572932e-6,-4.199526983839933e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218790674572932e-6,-0.22584994424749166,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218790674572932e-6,0.22593322317741085,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.218790674572932e-6,-4.1159490123111906e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011469267276859544,-1.2639124493133016e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011469267276859544,-4.125090501088101e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011469267276859544,0.23246158144846596,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011469267276859544,-0.2323797599655172,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011469267276859544,-4.044418669291645e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709146346400837,-1.277400747838594e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709146346400837,-4.081163582763225e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709146346400837,-0.2323797599655172,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709146346400837,0.4673075126263592,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709146346400837,-0.2348467914536303,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005709146346400837,-4.002183130926133e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760119732851148,-1.2908890463638837e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760119732851148,-4.038161709866967e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760119732851148,-0.2348467914536303,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760119732851148,0.23492691035994226,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005760119732851148,-3.9608200308630384e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174091367864288,-1.4146923578281616e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174091367864288,-3.682041781575222e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174091367864288,0.2600306411824944,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174091367864288,-0.2599575030546132,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005174091367864288,-3.617624082973651e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218265334293989,-1.428180656353452e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218265334293989,-3.6469989560397674e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218265334293989,-0.2599575030546132,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218265334293989,0.522454461519199,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218265334293989,-0.26242450775287685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005218265334293989,-3.583790408303388e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001039235571703937,-1.4416689548787392e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001039235571703937,-3.6126165048926355e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001039235571703937,-0.26242450775287685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001039235571703937,0.26249628391879476,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001039235571703937,-3.550583397352051e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013055364795948256,-1.463881827450158e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013055364795948256,-3.557385177150658e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013055364795948256,0.26902492137166,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013055364795948256,-0.26895422895562854,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013055364795948256,-3.497217607723939e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006502592838563024,-1.477370125975443e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006502592838563024,-3.5246632151055495e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006502592838563024,-0.26895422895562854,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006502592838563024,0.5404455058385471,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006502592838563024,-0.2714212266367521,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006502592838563024,-3.4655877002703924e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006552771520310981,-1.4908584245007283e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006552771520310981,-3.4925374382332016e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006552771520310981,-0.2714212266367521,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006552771520310981,0.27149064634225645,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006552771520310981,-3.434524527956102e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005969797868553487,-1.6146617359649965e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005969797868553487,-3.222901862913415e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005969797868553487,0.2965957687809397,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005969797868553487,-0.29653164395864096,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005969797868553487,-3.1734337495985814e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006014718089011028,-1.6281500344903107e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006014718089011028,-3.1960182576076645e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006014718089011028,-0.29653164395864096,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006014718089011028,0.5955938645602672,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006014718089011028,-0.2989986239499726,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006014718089011028,-3.147365407399809e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001198451528560308,-1.6416383330155793e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001198451528560308,-3.1695792520460635e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001198451528560308,-0.2989986239499726,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001198451528560308,0.2990617011231619,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001198451528560308,-3.1217216835491114e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014639065156638411,-1.663851205587007e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014639065156638411,-3.126978984474304e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014639065156638411,0.3055905228859524,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014639065156638411,-0.3055282828183659,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014639065156638411,-3.080389262115935e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007294763039974534,-1.6773395041122871e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007294763039974534,-3.1016649212051e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007294763039974534,-0.3055282828183659,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007294763039974534,0.6135852834522887,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007294763039974534,-0.30799525804426453,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007294763039974534,-3.055820649577087e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007344302067142117,-1.6908278026375754e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007344302067142117,-3.0767572605650685e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007344302067142117,-0.30799525804426453,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007344302067142117,0.30805651110662136,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007344302067142117,-3.0316406970913857e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006764027182257471,-1.814631114101849e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006764027182257471,-2.8655384995344476e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006764027182257471,0.33316257660041493,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006764027182257471,-0.3331054761283812,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006764027182257471,-2.8263623926947322e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006809476025991966,-1.8281194126271373e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006809476025991966,-2.8442646458020073e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006809476025991966,-0.3331054761283812,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006809476025991966,0.6687345972930844,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006809476025991966,-0.33557243906666967,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006809476025991966,-2.8056639634205008e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001357350259987147,-1.8416077111524298e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001357350259987147,-2.8233042362344717e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001357350259987147,-0.33557243906666967,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001357350259987147,0.3356287089337712,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001357350259987147,-2.785266396809515e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016240118937765093,-1.8638205837238473e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016240118937765093,-2.789451103999998e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016240118937765093,0.34215765870242487,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016240118937765093,-0.34210205467225696,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016240118937765093,-2.7523137069509836e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008095615317213671,-1.8773088822491334e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008095615317213671,-2.7692876741729125e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008095615317213671,-0.34210205467225696,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008095615317213671,0.6867262763230221,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008095615317213671,-0.3445690142277199,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008095615317213671,-2.7326815415238114e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814450373063609,-1.8907971807744103e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814450373063609,-2.7494135626570655e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814450373063609,-0.3445690142277199,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814450373063609,0.34462383071685293,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000814450373063609,-2.7133273788329986e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007565937126497362,-2.0146004922386972e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007565937126497362,-2.579495733429435e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007565937126497362,0.36973056465068277,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007565937126497362,-0.3696790911819165,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007565937126497362,-2.547705138280612e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000761201333771286,-2.0280887907639894e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000761201333771286,-2.5622432018865302e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000761201333771286,-0.3696790911819165,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000761201333771286,0.7418762670177861,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000761201333771286,-0.3721460418575783,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000761201333771286,-2.5308737393301966e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015177964407593588,-2.0415770892892782e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015177964407593588,-2.5452198569196814e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015177964407593588,-0.3721460418575783,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015177964407593588,0.3721968408460162,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015177964407593588,-2.5142632159738182e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017840605328962524,-2.0637899618606938e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017840605328962524,-2.51767291106278e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017840605328962524,0.3787258831106091,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017840605328962524,-0.3786756262167579,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017840605328962524,-2.4873785744457702e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896145240842816,-2.077278260385998e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896145240842816,-2.5012346066427333e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896145240842816,-0.3786756262167579,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896145240842816,0.7598681340171146,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896145240842816,-0.3811425744052278,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008896145240842816,-2.4713321236433445e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944460309087789,-2.0907665589112597e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944460309087789,-2.4850095120405077e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944460309087789,-0.3811425744052278,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944460309087789,0.3811921884903089,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008944460309087789,-2.455491330482863e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3723965569420062e-6,-1.2397191519584154e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3723965569420062e-6,-4.206294034937331e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3723965569420062e-6,0.22803817112231325,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3723965569420062e-6,-0.2279547597163334,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3723965569420062e-6,-4.12244937152838e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3948690369378595e-6,-1.2532074504837047e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3948690369378595e-6,-4.1606314908219145e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3948690369378595e-6,-0.2279547597163334,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3948690369378595e-6,0.45845907356132576,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3948690369378595e-6,-0.23042179642587252,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3948690369378595e-6,-4.078578346658925e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770158062107921e-6,-1.266695749009001e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770158062107921e-6,-4.1159490123111906e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770158062107921e-6,-0.23042179642587252,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770158062107921e-6,0.23050343889169764,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.770158062107921e-6,-4.035630612710123e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011667466754144594,-1.2889086215804072e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011667466754144594,-4.044418669291645e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011667466754144594,0.23703183933333088,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011667466754144594,-0.23695159785990516,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011667466754144594,-3.966839587065756e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808299785468333,-1.302396920105698e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808299785468333,-4.002183130926133e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808299785468333,-0.23695159785990516,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808299785468333,0.47644963618335767,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808299785468333,-0.23941862425596425,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005808299785468333,-3.9261996486939035e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859165880139028,-1.3158852186309916e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859165880139028,-3.9608200308630384e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859165880139028,-0.23941862425596425,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859165880139028,0.23949722787933164,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005859165880139028,-3.886383453691269e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273575049708943,-1.4396885300952614e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273575049708943,-3.617624082973651e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273575049708943,0.2646011663417122,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273575049708943,-0.26452929192749214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005273575049708943,-3.5554204537333385e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005317853493817309,-1.4531768286205546e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005317853493817309,-3.583790408303388e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005317853493817309,-0.26452929192749214,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005317853493817309,0.5315967954645796,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005317853493817309,-0.2669962929709074,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005317853493817309,-3.5227344414198983e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00105914277036046,-1.4666651271458302e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00105914277036046,-3.550583397352051e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00105914277036046,-0.2669962929709074,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00105914277036046,0.2670668519077639,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00105914277036046,-3.490643637032464e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325358339457531,-1.4888779997172452e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325358339457531,-3.497217607723939e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325358339457531,0.2735955165452015,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325358339457531,-0.2735260049764886,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001325358339457531,-3.439050483568491e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006601746559538741,-1.5023662982425486e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006601746559538741,-3.4655877002703924e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006601746559538741,-0.2735260049764886,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006601746559538741,0.5495878950319439,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006601746559538741,-0.27599299935296545,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006601746559538741,-3.408458885744547e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006651836452768816,-1.5158545967678275e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006651836452768816,-3.434524527956102e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006651836452768816,-0.27599299935296545,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006651836452768816,0.27606128024850796,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006651836452768816,-3.378406480323781e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000606920267688337,-1.639657908232105e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000606920267688337,-3.1734337495985814e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000606920267688337,0.30116654046677976,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000606920267688337,-0.30110338755709576,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000606920267688337,-3.125460639716883e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006114201470776315,-1.6531462067574138e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006114201470776315,-3.147365407399809e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006114201470776315,-0.30110338755709576,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006114201470776315,0.6047363933099081,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006114201470776315,-0.3035703650736733,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006114201470776315,-3.100171044445029e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012183403490982961,-1.666634505282687e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012183403490982961,-3.1217216835491114e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012183403490982961,-0.3035703650736733,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012183403490982961,0.30363250182661244,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012183403490982961,-3.075287265312518e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014836392238652156,-1.6888473778541172e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014836392238652156,-3.080389262115935e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014836392238652156,0.31016134212329316,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014836392238652156,-0.3101000176765138,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014836392238652156,-3.0351669420373424e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007393455960362201,-1.702335676379391e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007393455960362201,-3.055820649577087e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007393455960362201,-0.3101000176765138,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007393455960362201,0.6227278498675823,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007393455960362201,-0.31256699063758064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007393455960362201,-3.0113113424461363e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007442934560210258,-1.7158239749046958e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007442934560210258,-3.0316406970913857e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007442934560210258,-0.31256699063758064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007442934560210258,0.3126273569037282,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007442934560210258,-2.98782767791718e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006863031962739679,-1.839627286368954e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006863031962739679,-2.8263623926947322e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006863031962739679,0.3377335184506471,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006863031962739679,-0.33767718843711725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006863031962739679,-2.788242687425343e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006908524051516114,-1.8531155848942649e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006908524051516114,-2.8056639634205008e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006908524051516114,-0.33767718843711725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006908524051516114,0.6778772609775296,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006908524051516114,-0.3401441496226679,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006908524051516114,-2.768096655175433e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013771556554987708,-1.8666038834195401e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013771556554987708,-2.785266396809515e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013771556554987708,-0.3401441496226679,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013771556554987708,0.3401996713427077,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013771556554987708,-2.7482395683303074e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001644038494393423,-1.888816755990944e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001644038494393423,-2.7523137069509836e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001644038494393423,0.34672863430718853,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001644038494393423,-0.3466737607696664,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001644038494393423,-2.716151877704277e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000819578675728436,-1.9023050545162556e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000819578675728436,-2.7326815415238114e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000819578675728436,-0.3466737607696664,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000819578675728436,0.6958689668241677,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000819578675728436,-0.34914071870598495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000819578675728436,-2.6970302595549486e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008244598315775553,-1.9157933530415312e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008244598315775553,-2.7133273788329986e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008244598315775553,-0.34914071870598495,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008244598315775553,0.34919482531821733,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008244598315775553,-2.678175910876657e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007690332596409407,-2.0395966645057983e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007690332596409407,-2.547705138280612e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007690332596409407,0.3743016288625569,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007690332596409407,-0.37425078096754066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007690332596409407,-2.5166883967035674e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007735297289138273,-2.053084963031093e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007735297289138273,-2.5308737393301966e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007735297289138273,-0.37425078096754066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007735297289138273,0.7510190279993129,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007735297289138273,-0.3767177303568763,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007735297289138273,-2.5002629006288118e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015426028634510749,-2.0665732615563612e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015426028634510749,-2.5142632159738182e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015426028634510749,-0.3767177303568763,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015426028634510749,0.37676792015002314,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015426028634510749,-2.4840503661001468e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040446334576538,-2.088786134127799e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040446334576538,-2.4873785744457702e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040446334576538,0.38329697214011327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040446334576538,-0.3832473114314237,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018040446334576538,-2.4578044331704612e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996098108629843,-2.1022744326531064e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996098108629843,-2.4713321236433445e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996098108629843,-0.3832473114314237,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996098108629843,0.7690109147621959,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996098108629843,-0.38571425842216117,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008996098108629843,-2.4421359931287664e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044348312189629,-2.1157627311783316e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044348312189629,-2.455491330482863e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044348312189629,-0.38571425842216117,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044348312189629,0.3857632915718489,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009044348312189629,-2.426666010977518e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.201928871165088e-6,-1.2647153242255193e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.201928871165088e-6,-4.041879730201758e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.201928871165088e-6,-4.12244937152838e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.201928871165088e-6,0.23260837692001401,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.201928871165088e-6,-0.2325266071574643,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241726916807365e-6,-1.2782036227508105e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241726916807365e-6,-3.99969689144001e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241726916807365e-6,-4.078578346658925e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241726916807365e-6,-0.2325266071574643,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241726916807365e-6,0.46760115620755904,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(5.241726916807365e-6,-0.23499363847735147,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137708060495002e-5,-1.291691921276099e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137708060495002e-5,-3.9583848681090455e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137708060495002e-5,-4.035630612710123e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137708060495002e-5,-0.23499363847735147,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1137708060495002e-5,0.23507370780135178,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011865704942424049,-1.3139047938475135e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011865704942424049,-3.892178857939561e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011865704942424049,-3.966839587065756e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011865704942424049,0.24160214801669472,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0011865704942424049,-0.24152342644176528,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005907471472002973,-1.327393092372799e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005907471472002973,-3.853045832887494e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005907471472002973,-3.9261996486939035e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005907471472002973,-0.24152342644176528,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005907471472002973,0.4855917996664926,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005907471472002973,-0.2439904480306023,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958232481656559,-1.3408813908980948e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958232481656559,-3.814691411663779e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958232481656559,-3.886383453691269e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958232481656559,-0.2439904480306023,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005958232481656559,0.24406759286739493,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373053884618425,-1.464684702362371e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373053884618425,-3.495318731507812e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373053884618425,-3.5554204537333385e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373053884618425,0.26917172796732075,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005373053884618425,-0.2691010741069981,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005417433813786573,-1.4781730008876673e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005417433813786573,-3.463722990574252e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005417433813786573,-3.5227344414198983e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005417433813786573,-0.2691010741069981,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005417433813786573,0.5407391581780411,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0005417433813786573,-0.271568071679423,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001079048689640759,-1.491661299412942e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001079048689640759,-3.4326930713147356e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001079048689640759,-3.490643637032464e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001079048689640759,-0.271568071679423,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001079048689640759,0.2716374542126364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013451756743298711,-1.5138741719843608e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013451756743298711,-3.382785716975315e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013451756743298711,-3.439050483568491e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013451756743298711,0.27816614469244627,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013451756743298711,-0.2780977749430236,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006700876435818787,-1.5273624705096578e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006700876435818787,-3.353182151933872e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006700876435818787,-3.408458885744547e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006700876435818787,-0.2780977749430236,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006700876435818787,0.5587303102654081,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006700876435818787,-0.28056476617576065,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006750879975873287,-1.5408507690349408e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006750879975873287,-3.324091991986651e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006750879975873287,-3.378406480323781e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006750879975873287,-0.28056476617576065,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006750879975873287,0.2806319452455607,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006168582163186079,-1.6646540804992137e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006168582163186079,-3.078915796458229e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006168582163186079,-3.125460639716883e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006168582163186079,0.30573733684667,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006168582163186079,-0.30567512661690016,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006213656154828357,-1.6781423790245125e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006213656154828357,-3.054370579772003e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006213656154828357,-3.100171044445029e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006213656154828357,-0.30567512661690016,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006213656154828357,0.6138789416158911,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006213656154828357,-0.3081421017685108,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012382237675181277,-1.6916306775497994e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012382237675181277,-3.030213470517456e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012382237675181277,-3.075287265312518e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012382237675181277,-0.3081421017685108,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0012382237675181277,0.3082033259389369,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015037194897432912,-1.7138435501212158e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015037194897432912,-2.9912527173580045e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015037194897432912,-3.0351669420373424e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015037194897432912,0.3147321839607497,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015037194897432912,-0.3146717483798008,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007493905824280683,-1.7273318486465054e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007493905824280683,-2.96807954733448e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007493905824280683,-3.0113113424461363e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007493905824280683,-0.3146717483798008,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007493905824280683,0.63187043419545,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007493905824280683,-0.3171387191735665,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007543289091472832,-1.7408201471717957e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007543289091472832,-2.9452625330743504e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007543289091472832,-2.98782767791718e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007543289091472832,-0.3171387191735665,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007543289091472832,0.3171982241576911,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006963385835392736,-1.8646234586360583e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006963385835392736,-2.7511372359132445e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006963385835392736,-2.788242687425343e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006963385835392736,0.3423044777894534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0006963385835392736,-0.3422488975278742,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007008981760830666,-1.8781117571613646e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007008981760830666,-2.7315217853798886e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007008981760830666,-2.768096655175433e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007008981760830666,-0.3422488975278742,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007008981760830666,0.6870199385539089,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0007008981760830666,-0.3447158570304534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001397236700424386,-1.8916000556866454e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001397236700424386,-2.7121839839852878e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001397236700424386,-2.7482395683303074e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001397236700424386,-0.3447158570304534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001397236700424386,0.3447706504259821,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016640580534167874,-1.9138129282580608e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016640580534167874,-2.6809276849503128e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016640580534167874,-2.716151877704277e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016640580534167874,0.35129962607037657,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016640580534167874,-0.35124546389345723,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008295922159320718,-1.9273012267833561e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008295922159320718,-2.662296959988428e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008295922159320718,-2.6970302595549486e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008295922159320718,-0.35124546389345723,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008295922159320718,0.7050116701688344,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008295922159320718,-0.353712420273059,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008344658522570751,-1.940789525308642e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008344658522570751,-2.6439233165714593e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008344658522570751,-2.678175910876657e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008344658522570751,-0.353712420273059,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008344658522570751,0.353765835344286,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008486057084132864,-2.064592836772941e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008486057084132864,-2.5166883967035674e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008486057084132864,0.3788478417324962,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008486057084132864,-0.3788224683892455,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008475777053851588,-2.0780811352982159e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008475777053851588,-2.5002629006288118e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008475777053851588,-0.3788224683892455,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008475777053851588,0.7601370953649481,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0008475777053851588,-0.3812894165385829,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001696141509246917,-2.091569433823535e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001696141509246917,-2.4840503661001468e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001696141509246917,-0.3812894165385829,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001696141509246917,0.3813144661991873,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018240747626313135,-2.1137823063949552e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018240747626313135,-2.4578044331704612e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018240747626313135,0.3878437838675011,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018240747626313135,-0.3878189944449388,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000909627212629738,-2.1272706049202074e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000909627212629738,-2.4421359931287664e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000909627212629738,-0.3878189944449388,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000909627212629738,0.7781295688121515,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.000909627212629738,-0.39028594028022084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009144471578144637,-2.14075890344551e-7,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009144471578144637,-2.426666010977518e-5,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009144471578144637,-0.39028594028022084,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0009144471578144637,0.390310421016221,0.0,0.0,0.0,0.0,0.0,0.0)], [1, 5, 10, 14, 18, 23, 27, 32, 38, 43, 48, 54, 59, 64, 70, 75, 80, 86, 91, 96, 102, 107, 112, 118, 123, 128, 134, 139, 144, 150, 155, 160, 166, 171, 176, 182, 187, 192, 198, 203, 208, 214, 219, 224, 230, 235, 240, 246, 251, 256, 262, 267, 272, 278, 283, 288, 294, 299, 304, 310, 315, 320, 326, 331, 336, 342, 347, 352, 358, 363, 368, 374, 379, 384, 390, 395, 400, 406, 411, 416, 422, 427, 432, 438, 443, 448, 454, 459, 464, 470, 475, 480, 486, 491, 496, 502, 507, 512, 518, 523, 528, 534, 539, 544, 550, 555, 560, 566, 571, 576, 582, 587, 592, 598, 603, 608, 614, 619, 624, 630, 635, 640, 646, 651, 656, 662, 667, 672, 678, 683, 688, 694, 699, 704, 710, 715, 720, 726, 731, 736, 742, 747, 752, 758, 763, 768, 774, 779, 784, 790, 795, 800, 806, 811, 816, 822, 827, 832, 838, 843, 848, 854, 859, 864, 870, 875, 880, 886, 891, 896, 902, 907, 912, 918, 923, 928, 934, 939, 944, 950, 955, 960, 966, 971, 976, 982, 987, 992, 998, 1003, 1008, 1014, 1019, 1024, 1030, 1035, 1040, 1046, 1051, 1056, 1062, 1067, 1072, 1078, 1083, 1088, 1094, 1099, 1104, 1110, 1115, 1120, 1126, 1131, 1136, 1142, 1147, 1152, 1158, 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2093, 2097, 2103, 2109, 2113, 2119, 2125, 2129, 2135, 2141, 2145, 2151, 2157, 2161, 2167, 2173, 2177, 2183, 2189, 2193, 2199, 2205, 2209, 2215, 2221, 2225, 2231, 2237, 2241, 2247, 2253, 2257, 2263, 2269, 2273, 2279, 2285, 2289, 2295, 2301, 2305, 2311, 2317, 2321, 2327, 2333, 2337, 2343, 2349, 2353, 2359, 2365, 2369, 2375, 2381, 2386, 2392, 2398, 2402, 2408, 2414, 2418, 2424, 2430, 2434, 2440, 2446, 2450, 2456, 2462, 2466, 2472, 2478, 2482, 2488, 2494, 2498, 2504, 2510, 2513, 2518, 2523, 2526, 2531, 2536], 480, 480, Jutul.TrivialGlobalMap()),), mass_conservation = (Cells = Jutul.GenericAutoDiffCache{5, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(2.239307437217407e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0851187191956797e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8786295448203135e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.2186712959340957e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.361788965174065e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.608307998055631e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6500796034768365e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3757128336478e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.389636702121535e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.434375449705466e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1093356479670479e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.019858152799186e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.666970614113297e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.854827030937197e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.546678239835239e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.910522504832138e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.7594152514438844e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.2385294487332815e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3140830754274083e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.311115933264683e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.2803010541544873e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.437103159524313e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.867089593583725e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.2959026469404336e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.992010415851715e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.2803010541544873e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.005934284325451e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.653046745639562e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.1262266586035084e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.5606021083089745e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.910522504832138e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.314083075427408e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.8379360203007365e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8180778675015506e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7733391199176196e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.0954117794933126e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.2971920647909478e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.6053408558929055e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(8.320017359752859e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0477058897466563e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1093356479670479e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1401505270772436e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.98904327368899e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7733391199176196e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.717643646022679e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(8.628166150854817e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.6705458033095083e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.3315558992345213e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.1111681057717345e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.512896218562318e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.2047474274603605e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.39260384428426e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.146084811402694e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.101346063818763e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.608307998055631e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.252453317207017e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.0059342843254506e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.078520768856852e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.865783757248207e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.834968878138011e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.067564042545842e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.2186712959340957e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.821045009664276e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.2803010541544873e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.6361557350031013e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.378679975810525e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.1570415377137042e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.588449845256445e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.324074582988148e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.767817133510581e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.544088001839008e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5268200870360534e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7733391199176196e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.4820813394521224e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.933347799794049e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.992010415851715e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.157041537713704e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.314083075427408e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.3757128336478e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.190823558986625e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.344897954537604e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.512896218562318e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.409494854920721e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.434375449705466e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.7872629883913549e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.300159206953673e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.190823558986625e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.084455053182303e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.807121141190541e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.821045009664276e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4174844390690056e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.5474395713320724e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.4218117660838775e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.036845456761789e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.2047474274603605e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.3280069439011436e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.7256332301709633e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.3866695599588098e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0168910106364605e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.509929076399593e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.8965986363584027e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.6361557350031013e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.2942249226282225e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.776306262080345e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0168910106364605e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1709654061874394e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.4035605705952703e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.834968878138011e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.341930812374879e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.389636702121535e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.129193800766234e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.7733391199176196e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.129193800766234e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.6023737137301802e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.6361557350031013e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.3794473226673577e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0239928773063885e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.4435236169413055e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.2942249226282225e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4174844390690056e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0168910106364605e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.4174844390690056e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.498972350088583e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.1262266586035084e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.512896218562318e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.132160942928959e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.434375449705466e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.115269932292498e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.355854680848614e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.546678239835239e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6640034719505718e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.314083075427408e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.341930812374879e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.468319964975291e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.419085381019585e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.11278427261587e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.5407439555097887e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.485048481614848e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.588449845256445e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.0954117794933126e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.2186712959340957e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.0029671421627253e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.011868568650901e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.7733391199176196e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.4482993181792014e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.711709361697228e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.341930812374879e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8041539990278154e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.975119405215255e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.1878564168239e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.266377185680752e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.314083075427408e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.98113193678685e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.425266406092699e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.731411020004125e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1093356479670479e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.6640034719505718e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.975119405215255e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(8.936314941956774e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.1739325483501647e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.7872629883913549e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.2186712959340957e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.4035605705952703e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.221638438096821e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.112302790129773e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.711709361697228e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.2942249226282225e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0477058897466563e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.098378921656038e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.899565778521128e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.7931972727168054e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.005934284325451e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.7931972727168054e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.1937907011493505e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(9.55261252416069e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.6361557350031013e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.067564042545842e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.5745259767827097e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8736750474882398e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.227852781087941e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.273347494194013e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.300159206953673e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.067564042545842e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.2494861750442915e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.143117669239969e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.157041537713704e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3757128336478e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.389636702121535e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.252453317207017e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4174844390690056e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1093356479670479e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.622231866529366e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.975119405215255e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.76238239360661e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.190823558986625e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.6023737137301802e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.1739325483501647e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.543711097672514e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.9274135154685985e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.8965986363584027e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.439992843334458e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(8.668878222201196e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.401267043228571e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.546678239835239e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.821045009664276e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.0029671421627253e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.4482993181792014e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.2355623065705562e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.17689969051289e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.3866695599588098e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.498972350088583e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.6361557350031013e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.546678239835239e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.157041537713704e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.098378921656038e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6948183510607676e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.064596900383117e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.244463733058732e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.854827030937197e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.143117669239969e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.807121141190541e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.190823558986625e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.0029671421627253e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(9.244463733058732e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.7872629883913549e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.2942249226282225e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.098455288111221e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8270027880213587e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3642388739670438e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0477058897466563e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.067564042545842e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.019858152799186e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1401505270772436e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.821045009664276e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0477058897466563e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.420451581231731e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.084455053182303e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.053640174072107e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.2186712959340957e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.2047474274603605e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.344897954537604e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.910522504832138e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.036749163435646e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.821045009664276e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(8.011868568650901e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6640034719505718e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.190823558986625e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.4174844390690056e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0168910106364605e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1093356479670479e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.0954117794933126e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.622231866529366e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.690671595833566e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.2592497339115965e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.4380053762608053e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8965986363584027e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6500796034768365e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.434375449705466e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.8965986363584027e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.588449845256445e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.622231866529366e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.2832681963172125e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.355854680848614e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8965986363584027e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.7931972727168054e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.3757128336478e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.639122877165827e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(8.011868568650901e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.7594152514438844e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.6500796034768365e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.821045009664276e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.8041539990278154e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.7733391199176196e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.0477058897466563e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6500796034768365e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.0954117794933126e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.821045009664276e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.744086059134931e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.819233450836798e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.665285425411958e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.17689969051289e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.834968878138011e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-8.320017359752859e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.078520768856852e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.341930812374879e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.498972350088583e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.6640034719505718e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.311115933264683e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.2942249226282225e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.1093356479670479e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.6361557350031013e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.129193800766234e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.5745259767827097e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.0954117794933126e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.7733391199176196e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.7256332301709633e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.697785493223493e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(8.011868568650901e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.9342716411431705e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.01760723486099e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.227217610062314e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6023737137301802e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.711709361697228e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.4482993181792014e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.6500796034768365e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.4960052079258577e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.6808944825870323e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.821045009664276e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.2186712959340957e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.77927340424307e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.79023013055408e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.361788965174065e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.286235338479938e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.8041539990278154e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(7.703719777548943e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.700752635386218e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.7733391199176196e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.129193800766234e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.4105029430206019e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.108529177487143e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.989524756175087e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6023737137301802e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.039716305598372e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.224605580259546e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.434375449705466e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.3866695599588098e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.5407439555097887e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(5.17689969051289e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.361788965174065e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.854827030937197e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.468157470978387e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.341930812374879e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.6640034719505718e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.3280069439011436e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.3727456914850746e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.330974086063869e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.5606021083089745e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.157041537713704e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.77927340424307e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.8488927466117464e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.2047474274603605e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(8.011868568650901e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.3866695599588098e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(3.7594152514438844e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.910522504832138e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.807121141190541e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(1.708781343157575e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.1228171575777585e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.457005126552016e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.992010415851715e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6023737137301802e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.115269932292498e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.731567514496414e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.252453317207017e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.6640034719505718e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.2832681963172125e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.098378921656038e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(2.5268200870360534e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-4.314083075427408e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.286235338479938e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.5268200870360534e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.588449845256445e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.3588218230113393e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(7.087422195345028e-32,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-6.162975822039155e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(4.683861624749758e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.8488927466117464e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-1.0477058897466563e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.022825294961911e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-7.179866832675615e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(6.162975822039155e-33,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.033782021272921e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0) Dual{Cells()}(-5.2385294487332815e-31,0.0,1.478050801502119e-19,-5.247716368556391e-20,0.0,0.0,0.0,0.0); Dual{Cells()}(-6.702802089448067e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0168062457388227e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-8.624892163988906e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.2047474274603605e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(7.1490519535654195e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.391234618951192e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.4512664603419266e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.070759876205156e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.8103169748498546e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.5284180038657104e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.070759876205156e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0107280348144214e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4051584874249273e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.070759876205156e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.6131017485446016e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.1693674893577825e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.2186712959340957e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.8349688781380112e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.1201882820115795e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.3070059786651652e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.464936713667759e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.0568360077314207e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.3526588471893e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.908924588002481e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.0214560696288428e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.367723249499515e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.5637979419682884e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.2047474274603605e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.0814879110195774e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-7.395570986446986e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.662405555120915e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.747089299799806e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.6870574584090715e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.190823558986625e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.7610131682735413e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.070759876205156e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8596207814261678e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.267975102510409e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-8.769372174648474e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.013571041602623e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-7.337240135572742e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.873544649899903e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.747089299799806e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.9335764912906377e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.873544649899903e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.7363612649853847e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.627025617018337e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.7610131682735413e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.409494854920721e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.873544649899903e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.8103169748498546e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.391234618951192e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.2186712959340957e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.367723249499515e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.0214560696288428e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.711709361697228e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.908924588002481e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8596207814261678e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.229399330748517e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.6870574584090715e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.6484816866471796e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.3172789090867222e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.74507609481266e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.3752433818817018e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.1443033135198286e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.627025617018337e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.662405555120915e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.627025617018337e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.2926270057985656e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.3065508742723008e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.3172789090867222e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4298103907130839e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.873544649899903e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0600318413907346e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8103169748498546e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.4019626537656134e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.1200636827814692e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.1693674893577825e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.5637979419682884e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.0214560696288428e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.8596207814261678e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.0814879110195774e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.070759876205156e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.6694321869813133e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.2683422392482115e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.3637389565584493e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.6131017485446016e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.908924588002481e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.7610131682735413e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.747089299799806e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.669937756276022e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.4298103907130839e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.5284180038657104e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.8349688781380112e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(8.38164711797325e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.627025617018337e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.2818989709841442e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.3526588471893e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.267975102510409e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.8242408433235898e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.2047474274603605e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.514494135391975e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.2186712959340957e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.908924588002481e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.1693674893577825e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.6131017485446016e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.4158865222393487e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.2818989709841442e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.1114541709058738e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.771855548836257e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.694168375073152e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.367723249499515e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8596207814261678e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.0075322011551075e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.3312027775604574e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.0954117794933126e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.1554436208840472e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.267975102510409e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.9335764912906377e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.9228484564762163e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.8242408433235898e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.662405555120915e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.4898422321038185e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.3419308123748788e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.1339875512552045e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.3312027775604574e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.4898422321038185e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.7610131682735413e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.8465244578043346e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.771569684465521e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.772896761054595e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.5637979419682884e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.7610131682735413e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.3312027775604574e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.6870574584090715e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.683861624749758e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.3419308123748788e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.3312027775604574e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8596207814261678e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-5.17689969051289e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.7749370367472766e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.303355040612987e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-7.642090019328552e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.4898422321038185e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.7749370367472766e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.662405555120915e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.5103142623884704e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.8250112153013447e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(8.127424365314135e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.5284180038657104e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.614242282381081e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.697785493223493e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.0075322011551075e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.106139814307734e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.627025617018337e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.8981965531880597e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.908924588002481e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.1693674893577825e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.4019626537656134e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.035379938102578e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.2433231992222523e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.627025617018337e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.8103169748498546e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.940313584895772e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.3595751498563254e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-8.585793576188466e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.303355040612987e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.2186712959340957e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.0214560696288428e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.6131017485446016e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8596207814261678e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(7.1490519535654195e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-8.135128085091684e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.2079432611196743e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.070759876205156e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.8103169748498546e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.8242408433235898e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.2186712959340957e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(7.642090019328552e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8842726847143244e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.0568360077314207e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.3526588471893e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.355854680848614e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.032184104443264e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.67632942359465e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.4064599070727634e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.548747498735186e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.071049245407785e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.0214560696288428e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.0214560696288428e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.2818989709841442e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.267975102510409e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.7995889400354332e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.070759876205156e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.0214560696288428e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.1093356479670479e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.391234618951192e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-8.38164711797325e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.9228484564762163e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.514494135391975e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.7995889400354332e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-5.423418723394456e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.656013887802287e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.367723249499515e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.6131017485446016e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.407780335393616e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-7.385651694917007e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.083632012715477e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.6131017485446016e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.711709361697228e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.367723249499515e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.711709361697228e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.391234618951192e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.0600318413907346e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.8103169748498546e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8349688781380112e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.377310750477457e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.194019392645939e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.7610131682735413e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.3419308123748788e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.367723249499515e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.627025617018337e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.0600318413907346e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.67632942359465e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.614242282381081e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.5284180038657104e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.3526588471893e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.007153052723767e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(8.338193323603013e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.458588006567213e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.7256332301709633e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4298103907130839e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.9228484564762163e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.669937756276022e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.144715586069626e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.409494854920721e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.27870313732483e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.1339875512552045e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.0954117794933126e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.144715586069626e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.711709361697228e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.8242408433235898e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.1554436208840472e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4544622940012405e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.588449845256445e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-5.423418723394456e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-5.423418723394456e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.3866936340831147e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0962152502209098e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.2881462062412503e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.549874073494553e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.377310750477457e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.437342591868191e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.6870574584090715e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.993608332681372e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.50057026691824e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.437342591868191e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(0.0,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.8242408433235898e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.465190328815662e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.902532920683853e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.9228484564762163e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.106139814307734e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.035379938102578e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0600318413907346e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.514494135391975e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8103169748498546e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.409494854920721e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.442328935351601e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.818390856486128e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0105354418199827e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.908924588002481e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.035379938102578e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.5284180038657104e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.1200636827814692e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.232595164407831e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.4158865222393487e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.42661455705377e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.367723249499515e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.873544649899903e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.4512664603419266e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.4298103907130839e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.7749370367472766e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.377310750477457e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.0846837446788912e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.8596207814261678e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.627025617018337e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.1554436208840472e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.711709361697228e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.144715586069626e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.0075322011551075e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.367723249499515e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4298103907130839e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.3526588471893e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.5888922041194696e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.59141698741917e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.5093512974162767e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4298103907130839e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.4019626537656134e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.4405384255275053e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.7009813268828067e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-6.656013887802287e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.070759876205156e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.1693674893577825e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(7.395570986446986e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-4.930380657631324e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.4019626537656134e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.7256332301709633e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.423418723394456e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.4791141972893971e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.229399330748517e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.035379938102578e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.5284180038657104e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.267975102510409e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.5991778800708664e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.0846837446788912e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.2355623065705562e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.107794904011538e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.505192498784769e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.50057026691824e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(9.860761315262648e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.032184104443264e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.4051584874249273e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.27870313732483e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-9.860761315262648e-32,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.3172789090867222e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(8.628166150854817e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-8.38164711797325e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(4.0429121392576855e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.8981965531880597e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.232595164407831e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-2.785665071561698e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.465190328815662e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.27870313732483e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(2.194019392645939e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.180095524172204e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.993608332681372e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(3.50057026691824e-30,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0) Dual{Cells()}(-1.9721522630525295e-31,0.0,-5.247716368556391e-20,9.296812336803553e-19,-2.0990865474225565e-19,0.0,0.0,0.0); Dual{Cells()}(-1.944144041274131e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(4.7162148027872134e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-1.0577986842428165e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-1.873544649899903e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(2.7610131682735413e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(2.8596207814261678e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.8456969129524326e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(4.831773044478697e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-4.535950205020818e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(6.902532920683853e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-2.5637979419682884e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(2.8596207814261678e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(4.733165431326071e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(4.831773044478697e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-4.338734978715565e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-9.564938475804768e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.3526588471893e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(6.1136720154628415e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(6.015064402310215e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(9.071900410041636e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(2.9582283945787943e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-7.00114053383648e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(5.620633949699709e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(7.395570986446986e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-7.592786212752239e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(2.9582283945787943e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-5.065642629670839e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-1.51534293318174e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-8.285833984030947e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-5.127595883936577e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(7.888609052210118e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(9.959368928415274e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(8.874685183736383e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(5.620633949699709e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-5.32481111024183e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-4.535950205020818e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(6.409494854920721e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-8.874685183736383e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(6.1136720154628415e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(4.4373425918681914e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(6.310887241768095e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.0568360077314207e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(1.2818989709841442e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(4.4373425918681914e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.0568360077314207e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(2.070759876205156e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-3.6484816866471796e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) 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Dual{Cells()}(2.9274135154685985e-32,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-2.465190328815662e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-2.070759876205156e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(4.930380657631324e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.254051234036674e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(7.987216665362745e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.747089299799806e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(1.873544649899903e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(7.592786212752239e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(6.015064402310215e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(2.8596207814261678e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-2.9582283945787943e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-1.0846837446788912e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-5.02898827078395e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(4.2401273655629385e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-1.7749370367472766e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-5.9164567891575885e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(2.662405555120915e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-3.0568360077314207e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.8456969129524326e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-6.606710081225974e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(9.663546088957395e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(8.973292796889009e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.6484816866471796e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-5.423418723394456e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-9.55261252416069e-32,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(2.2048046003345076e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-1.6670849598615914e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-8.184431891667997e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(5.817849176004962e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.6484816866471796e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-8.578862344278503e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(7.592786212752239e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-6.508102468073347e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-3.6484816866471796e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(5.9164567891575885e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(1.0846837446788912e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(6.310887241768095e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-4.930380657631324e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-7.395570986446986e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-1.4791141972893971e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(5.226203497089203e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-3.254051234036674e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-4.733165431326071e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-1.7749370367472766e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-5.817849176004962e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-6.1136720154628415e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-7.395570986446986e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(3.254051234036674e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-8.67746995743113e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0) Dual{Cells()}(9.466330862652142e-30,0.0,0.0,-2.0990865474225565e-19,2.493433540740643e-18,-4.722944731700752e-19,0.0,0.0); Dual{Cells()}(-8.588115083491792e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.835544776330366e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.87478992159539e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.7053176943786e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.538278765180973e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.5185572425504477e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.9164567891575885e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3016204936146695e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.888609052210118e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.5580002878114983e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.860761315262648e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1241267899399418e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4199496293978212e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.67746995743113e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.400228106767296e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.064962222048366e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.0452406994178406e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9721522630525295e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.663546088957395e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7157724688557007e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.466330862652142e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.446810506251762e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.6366184159217386e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.1625093858807484e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.0255191767873153e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.860761315262648e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.283039504820624e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.6566079009641248e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9524307404220042e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1635698352009924e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.479114197289397e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.127595883936577e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.888609052210118e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4396711520283465e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1832913578315177e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4593926746588718e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.9164567891575885e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.3526588471893e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.203012880462043e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4199496293978212e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1832913578315177e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.9164567891575885e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.860761315262648e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.91970680862305e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.653185165512161e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-8.17196149527809e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4199496293978212e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.6171648557030742e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.930380657631324e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.269115636346889e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.6368863783335995e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4593926746588718e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.283039504820624e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.203012880462043e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.2818989709841442e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.0904813988356813e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1832913578315177e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.67746995743113e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.3526588471893e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.127595883936577e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.747089299799806e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.071900410041636e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.099748146989106e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.400228106767296e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7157724688557007e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.32481111024183e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.0255191767873153e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.483438515038731e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.2292007128808484e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.2354148620724196e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.310887241768095e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.6960509462251754e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.466330862652142e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1241267899399418e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.9164567891575885e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.508102468073347e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.888609052210118e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.34106353887572e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.8143800820083272e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1635698352009924e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1635698352009924e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.2227344030925683e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.2424559257230936e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.269115636346889e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.0904813988356813e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.733165431326071e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.466330862652142e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.3526588471893e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.735493991486226e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3016204936146695e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4593926746588718e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.064962222048366e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1832913578315177e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.150821389017518e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.938604983518042e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.139365130969336e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.071900410041636e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.2424559257230936e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.00579765415679e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.7053176943786e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.9164567891575885e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.6960509462251754e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4988357199199224e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-8.085824278515371e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.67632942359465e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3016204936146695e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.2227344030925683e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.0846837446788912e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.3805065841367707e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-8.283039504820624e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1241267899399418e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1635698352009924e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4593926746588718e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.099748146989106e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.551243298827621e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.548161810916602e-32,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.224891444630282e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.735493991486226e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.7053176943786e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.269115636346889e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.7053176943786e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.8538231272693777e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.479114197289397e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3016204936146695e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.071900410041636e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.508102468073347e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4593926746588718e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.5185572425504477e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.127595883936577e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.071900410041636e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.310887241768095e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.934888543749559e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.1784404344684e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.850033280448226e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.1693674893577825e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.874685183736383e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.064962222048366e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3805065841367707e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.466330862652142e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.888609052210118e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.733165431326071e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.873544649899903e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4593926746588718e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3016204936146695e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4396711520283465e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.8143800820083272e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.34106353887572e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.479114197289397e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.400228106767296e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.141519752410312e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.9164567891575885e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.3418164666265845e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.528074966620828e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.241610936644301e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.283039504820624e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.5220263365470826e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.071900410041636e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.099748146989106e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1832913578315177e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.5777218104420236e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.930380657631324e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1438483125704671e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.127595883936577e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1438483125704671e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.8143800820083272e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.902532920683853e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.0846837446788912e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3805065841367707e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1832913578315177e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.283039504820624e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3607850615062454e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.064962222048366e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.8143800820083272e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1438483125704671e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.0673715404198746e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.2458014329456605e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.0042243632229704e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.932709217791479e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.2227344030925683e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.8538231272693777e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.860761315262648e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.747089299799806e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.6566079009641248e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.6960509462251754e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.400228106767296e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7946585593778019e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.34106353887572e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.5777218104420236e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.1693674893577825e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.902532920683853e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.466330862652142e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7749370367472766e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.071900410041636e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.00579765415679e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.466330862652142e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.127595883936577e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.8143800820083272e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.5280448549389853e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.564955772739459e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.354356079294945e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.34106353887572e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.099748146989106e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.747089299799806e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.5580002878114983e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4593926746588718e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.7610131682735413e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.7053176943786e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4199496293978212e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4199496293978212e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.7610131682735413e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.8143800820083272e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.930380657631324e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.860761315262648e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9524307404220042e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.071900410041636e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.2227344030925683e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.67746995743113e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.1136720154628415e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.735493991486226e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.828625355896916e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.020005613152707e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.8643994951006786e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.860761315262648e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.2227344030925683e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1832913578315177e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.9721522630525295e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.5580002878114983e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7749370367472766e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.310887241768095e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.34106353887572e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.8932661725304283e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3805065841367707e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.00579765415679e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(0.0,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.7053176943786e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.1693674893577825e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.400228106767296e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.538278765180973e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1438483125704671e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.733165431326071e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9918737856830548e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.127595883936577e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.6566079009641248e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.0021967701849704e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.5303319094322526e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.548865985394672e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4199496293978212e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.538278765180973e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1241267899399418e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.888609052210118e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7552155141167513e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.296963373294359e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.8143800820083272e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.064962222048366e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7749370367472766e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.6171648557030742e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.269115636346889e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.3526588471893e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.1136720154628415e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4988357199199224e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.0255191767873153e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7552155141167513e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7946585593778019e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.6566079009641248e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.3016204936146695e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.146855183380449e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.76831667793206e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.291071237712903e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.8538231272693777e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4199496293978212e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.141519752410312e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.733165431326071e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.3213420162451948e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.860761315262648e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.5637979419682884e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.874685183736383e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.7192415628523356e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.733165431326071e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.6171648557030742e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.064962222048366e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.296963373294359e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.269115636346889e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.9721522630525295e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1438483125704671e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.141519752410312e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.479114197289397e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-8.67746995743113e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-8.739099715651521e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(8.179809659801468e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.1714499137944586e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.3016204936146695e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.203012880462043e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.127595883936577e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.9164567891575885e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.064962222048366e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.6960509462251754e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.141519752410312e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.310887241768095e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1438483125704671e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.01159530831358e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.064962222048366e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.34106353887572e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.663546088957395e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.338734978715565e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.7749370367472766e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.479114197289397e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.9582283945787943e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.549874073494553e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.071900410041636e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.443562740564378e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.958171221704647e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.5083883324440831e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4988357199199224e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.34106353887572e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.32481111024183e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.2424559257230936e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.1136720154628415e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.0510383535746307e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.888609052210118e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-8.283039504820624e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(4.733165431326071e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.3526588471893e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.860761315262648e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-4.930380657631324e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(3.747089299799806e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4988357199199224e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.4199496293978212e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.064962222048366e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.310887241768095e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.296963373294359e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.9129876951609536e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.0255191767873153e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.9721522630525295e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.652932399891268e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-7.330859740315575e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.09392820841195e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.5777218104420236e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.7053176943786e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.597443333072549e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(2.0904813988356813e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.5220263365470826e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.127595883936577e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.4199496293978212e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.1241267899399418e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.7192415628523356e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(5.9164567891575885e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3016204936146695e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.3805065841367707e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.0452406994178406e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.7749370367472766e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-5.5220263365470826e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.1832913578315177e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(6.7053176943786e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(1.2818989709841442e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(9.663546088957395e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.508102468073347e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-6.310887241768095e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-9.071900410041636e-30,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0) Dual{Cells()}(-1.735493991486226e-29,0.0,0.0,0.0,-4.722944731700752e-19,4.839062001331073e-18,-8.396346189690226e-19,0.0); Dual{Cells()}(6.584468035396551e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.5855586933907106e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.149741225618371e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1832913578315177e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.8932661725304283e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.9721522630525295e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.208810534618833e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.470987982972452e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.997671439839845e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-5.9164567891575885e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.155443620884047e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-6.7053176943786e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.7865323450608567e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.470987982972452e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.733165431326071e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6287601640166543e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.603240987229339e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.6566079009641248e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.3132158019282496e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-9.466330862652142e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.68212707775144e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.0371144851008955e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.076557530361946e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.5480293937196947e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(4.423695572652885e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.5189794520186744e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.8932661725304283e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4988357199199224e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.8932661725304283e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.0371144851008955e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.4593926746588718e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(9.466330862652142e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.733165431326071e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.5637979419682884e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.3665827156630354e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.932709217791479e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(8.67746995743113e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.0510383535746307e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.0904813988356813e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.0255191767873153e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.129924444096732e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.2227344030925683e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.721570123012491e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-8.67746995743113e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.2876966251409342e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.0975760432683178e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(6.237232458457435e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.2835203632560752e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.470987982972452e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.0510383535746307e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.603240987229339e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.944304526105059e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.3016204936146695e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.099748146989106e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.208810534618833e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.7610131682735413e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1438483125704671e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.0510383535746307e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-6.310887241768095e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.4315449377114014e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.3805065841367707e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.34106353887572e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.733165431326071e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.3132158019282496e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(5.5220263365470826e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.8398992587956425e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.68212707775144e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1067211980675422e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(6.742006659819177e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.0648466662517027e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.208810534618833e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.8398992587956425e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2343297114061484e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8932661725304283e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.5104310282335025e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.129924444096732e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.494178599599612e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.7076462545387555e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.888609052210118e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.1809627976713626e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6566079009641248e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.1693674893577825e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-8.283039504820624e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.6287601640166543e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.0510383535746307e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.129924444096732e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.1160005756229966e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.494178599599612e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.2482535798798836e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.155443620884047e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.7610131682735413e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.44098078439053e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1878750710991593e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.8215445414014477e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.0510383535746307e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-5.5220263365470826e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(8.67746995743113e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.68212707775144e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1438483125704671e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.549874073494553e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.470987982972452e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-8.67746995743113e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.944304526105059e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(5.5220263365470826e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.888609052210118e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.0255191767873153e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1832913578315177e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.4849118514461872e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.34106353887572e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.68212707775144e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.7610131682735413e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6566079009641248e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(6.310887241768095e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.4593926746588718e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(9.071900410041636e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.4199496293978212e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.3132158019282496e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.0473977409555543e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.975233750963549e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.254051234036674e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.68212707775144e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(4.733165431326071e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.155443620884047e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.064962222048366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4988357199199224e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.524354896707238e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.7610131682735413e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.4849118514461872e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.747089299799806e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.0255191767873153e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.0510383535746307e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.2876966251409342e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.01159530831358e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.0371144851008955e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.524354896707238e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.7610131682735413e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.68212707775144e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.6171648557030742e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.5777218104420236e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.997671439839845e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.6094611359255253e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(5.645285852987866e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1287490218064712e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.7610131682735413e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.7610131682735413e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.01159530831358e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.9721522630525295e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.9721522630525295e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.392101892450351e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.0904813988356813e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.470987982972452e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4199496293978212e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-8.67746995743113e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.2482535798798836e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4988357199199224e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.603240987229339e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-9.466330862652142e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.392101892450351e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.34106353887572e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.603240987229339e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.538278765180973e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.524354896707238e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.524354896707238e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(8.67746995743113e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.392101892450351e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.30175712378333e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.420451581231731e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.5851173814284706e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1832913578315177e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.34106353887572e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6287601640166543e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8932661725304283e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.549874073494553e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.5893171187556037e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(5.5220263365470826e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.879342304056693e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.099748146989106e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.944304526105059e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.7610131682735413e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.879342304056693e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.6566079009641248e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-6.310887241768095e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.129924444096732e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.5637979419682884e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.01159530831358e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.2343297114061484e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.4988357199199224e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-6.348013303028081e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.2189212122659585e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-8.801904592064543e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.549874073494553e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.2876966251409342e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.470987982972452e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.2876966251409342e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.064962222048366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8932661725304283e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4988357199199224e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(9.466330862652142e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.494178599599612e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.3016204936146695e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.944304526105059e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.470987982972452e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.273772756667199e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.9721522630525295e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.4199496293978212e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.8538231272693777e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.549874073494553e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.2482535798798836e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.470987982972452e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.700478785880097e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(8.574890113768205e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.804989969823224e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.8398992587956425e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3271396704019848e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(4.02319061662716e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1832913578315177e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.3132158019282496e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.603240987229339e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.932709217791479e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.9721522630525295e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(9.860761315262648e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.34106353887572e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.155443620884047e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.076557530361946e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(5.127595883936577e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.1020767071492614e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.944304526105059e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.208810534618833e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-9.860761315262648e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.076557530361946e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.0510383535746307e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.038575797130507e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(8.002287067177575e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.2822119346001071e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.888609052210118e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.4849118514461872e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.733165431326071e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.259848888193464e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.3805065841367707e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.3665827156630354e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.129924444096732e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.3665827156630354e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.4849118514461872e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.34106353887572e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.099748146989106e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.524354896707238e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.208810534618833e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.6566079009641248e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.2343297114061484e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.1809627976713626e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.68212707775144e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.227003968064493e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.1493287933106177e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-8.162620735047812e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.7610131682735413e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.603240987229339e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.7865323450608567e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.7610131682735413e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(4.733165431326071e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6171648557030742e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.1554436208840472e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-5.127595883936577e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.34106353887572e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3271396704019848e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(4.733165431326071e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.2482535798798836e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.6566079009641248e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.129924444096732e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.9721522630525295e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.2482535798798836e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.3132158019282496e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.997671439839845e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-5.5220263365470826e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.514743901260561e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.389365861880952e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.1282681443445589e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(5.5220263365470826e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.2482535798798836e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.2876966251409342e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8932661725304283e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.6426840324903895e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.944304526105059e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.0255191767873153e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.0371144851008955e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.0371144851008955e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-4.733165431326071e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.603240987229339e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.2876966251409342e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.129924444096732e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1832913578315177e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.2227344030925683e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.997671439839845e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8932661725304283e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4988357199199224e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-5.387981612417731e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.93968229423853e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.3503080026087788e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.392101892450351e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.470987982972452e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.6566079009641248e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.2482535798798836e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(9.466330862652142e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1554436208840472e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.944304526105059e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.735493991486226e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.549874073494553e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.2227344030925683e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.932709217791479e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-9.860761315262648e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(5.5220263365470826e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.0255191767873153e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.2876966251409342e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.076557530361946e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1438483125704671e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.7865323450608567e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.5777218104420236e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.3132158019282496e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.524354896707238e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(5.127595883936577e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6171648557030742e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.9187853493177437e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.9187853493177437e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6886553752387284e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.6652360671149796e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.596096392159847e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.0510383535746307e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.0255191767873153e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-6.7053176943786e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.0904813988356813e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(4.338734978715565e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.8932661725304283e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.603240987229339e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.4199496293978212e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.9721522630525295e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.68212707775144e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.262177448353619e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.9721522630525295e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.1693674893577825e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.721570123012491e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.406025760924086e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.603240987229339e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.8398992587956425e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.524354896707238e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-6.310887241768095e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.3016204936146695e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.7749370367472766e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.392101892450351e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6566079009641248e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(6.471124613141112e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.871946733070246e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.21040845144849e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-8.67746995743113e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4593926746588718e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.5637979419682884e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.549874073494553e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.3665827156630354e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.997671439839845e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(3.155443620884047e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.064962222048366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6287601640166543e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.0255191767873153e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(0.0,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.208810534618833e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-8.283039504820624e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-7.888609052210118e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.1044052673094165e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.4454688061851366e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.8143800820083272e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-9.466330862652142e-30,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-2.524354896707238e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.0255191767873153e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(1.6960509462251754e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4988357199199224e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(2.997671439839845e-29,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18) Dual{Cells()}(7.888609052210118e-31,0.0,0.0,0.0,0.0,-8.396346189690226e-19,9.278495707590749e-18,-2.623858184278196e-18)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [83891 83904 83916 83929 83943 83955 83968 83982 83995 84009 84024 84037 84050 84064 84077 84091 84106 84119 84132 84146 84159 84173 84188 84201 84214 84228 84241 84255 84270 84283 84296 84310 84323 84337 84352 84365 84378 84392 84405 84419 84434 84447 84460 84474 84487 84501 84516 84529 84542 84556 84569 84583 84598 84611 84624 84638 84651 84665 84680 84693 84706 84720 84733 84747 84762 84775 84788 84802 84815 84829 84844 84857 84870 84884 84897 84911 84926 84939 84952 84966 84979 84993 85008 85021 85034 85048 85061 85075 85090 85103 85116 85130 85143 85157 85172 85185 85198 85212 85225 85239 85254 85267 85280 85294 85307 85321 85336 85349 85362 85376 85389 85403 85418 85431 85444 85458 85471 85485 85500 85513 85526 85540 85553 85567 85582 85595 85608 85622 85635 85649 85664 85677 85690 85704 85717 85731 85746 85759 85772 85786 85799 85813 85828 85841 85854 85868 85881 85895 85910 85923 85936 85950 85963 85977 85992 86005 86018 86032 86045 86059 86074 86087 86100 86114 86127 86141 86156 86169 86182 86196 86209 86223 86238 86251 86264 86278 86291 86305 86320 86333 86346 86360 86373 86387 86402 86415 86428 86442 86455 86469 86484 86497 86510 86524 86537 86551 86566 86579 86592 86606 86619 86633 86648 86661 86674 86688 86701 86715 86730 86743 86756 86770 86783 86797 86812 86825 86838 86852 86865 86879 86894 86907 86920 86934 86947 86961 86976 86989 87002 87016 87029 87043 87058 87071 87083 87096 87108 87121 87135 87147 87159 87172 87184 87197 87211 87223 87236 87250 87263 87277 87292 87305 87318 87332 87345 87359 87374 87387 87400 87414 87427 87441 87456 87469 87482 87496 87509 87523 87538 87551 87564 87578 87591 87605 87620 87633 87646 87660 87673 87687 87702 87715 87728 87742 87755 87769 87784 87797 87810 87824 87837 87851 87866 87879 87892 87906 87919 87933 87948 87961 87974 87988 88001 88015 88030 88043 88056 88070 88083 88097 88112 88125 88138 88152 88165 88179 88194 88207 88220 88234 88247 88261 88276 88289 88302 88316 88329 88343 88358 88371 88384 88398 88411 88425 88440 88453 88466 88480 88493 88507 88522 88535 88548 88562 88575 88589 88604 88617 88630 88644 88657 88671 88686 88699 88712 88726 88739 88753 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475, 476, 477, 478, 479, 480], 480, 480, Jutul.TrivialGlobalMap()),), solid_diffusion_bc = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(-1.4595170702003383e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4667401997629632e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.4812030299464641e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.870506563513048e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.881414367173035e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.874378296428295e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-2.9421015391697467e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-2.93529483293296e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-2.939664266145637e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.80234342093267e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.811986636503445e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.806165933969609e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1528617687583304e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1499753835728844e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1499088579207336e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.751759531311901e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.760505779433804e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.755454011380367e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.184420650196829e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1819894244936416e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1815266218639892e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.713382092848583e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.721472435237565e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.716971114350453e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.209657578406379e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2075819568078605e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.206799336925478e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.683536842297829e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.691129874400118e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.687039405777582e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-8.84665785140345e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-8.888226293753068e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-8.971469515773111e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.861576472039444e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.872321893921679e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.865508454320153e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.0784876548586106e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.0760941702819553e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.0774489647762247e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.79517234837874e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.804685966380019e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.798977704185815e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1572426246714074e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1544203234249245e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.154298983428415e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.746383832184262e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.755037018919204e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.750063955509868e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.187869371909988e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1854870055888197e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.184980687868748e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7092563133924755e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.717277236708905e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7128334795345715e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2124835306145895e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.210447693082115e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.209629017212463e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.680250584637593e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.687789559022561e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.683743617500491e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-5.955929056331622e-20,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-5.980477849665001e-20,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-6.0295943403201e-20,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.852079332430104e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.862644887541063e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.856005213483856e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1169687831682414e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.113969672947076e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1144401567091308e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.788271188159187e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.797660867644419e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.792059665063929e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1614874079372448e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1587269246940933e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.158552414053809e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7411861698750344e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.749749764484828e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7448523055428985e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.191224531014462e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1888895619550585e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1883408628655265e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.705256551176056e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7132103755943374e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.708822150094433e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2152444704668555e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2132474797527287e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.21239353270758e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.677052066818977e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6845385546482e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.68053578753707e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6769541617075096e-19,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6893924910043425e-19,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.714248230546074e-19,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.842891987692292e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8532840525380584e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.846801886471429e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1279364500046996e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1247349052198493e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1249865351472722e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.781624678910608e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.79089570702793e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.785396589907071e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1656021964053123e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.162901376339056e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.16267526793964e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7361592313218616e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.744636529910056e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.73981173592556e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1944908983762436e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.192201962671177e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1916119554735223e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7013757785473325e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7092646909360866e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.70493010437201e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.217942330400991e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.215983199380082e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2150947462949087e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.673937130091731e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.681372624530844e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.677411752670843e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.951161389990282e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.9559168644109346e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.965400087781312e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.834088151512474e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.844315261818731e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.837980747207949e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.133777807530351e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1306140116994145e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.130785901985386e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.775218804855761e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.784376130841313e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7789744905744555e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.169592777813196e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.166949572406616e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.166673371241602e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.731296523507226e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.739690666886968e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7349357376392405e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1976732566425287e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1954290917730727e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1947987881645936e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.697607361388744e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.705433423640839e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.70115071433896e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.220596743251471e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.218673369653027e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2177508339924027e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.670901932584711e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.678287855421368e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.674367669252465e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-7.787940246146115e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-7.796252338487125e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-7.812720808972527e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.825653063214612e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.835723372688615e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.829528101749779e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1388321378151706e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1357389939960776e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1358475996303645e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.769040688571269e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.778088953752906e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.772780508782414e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.173464686195007e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.170877149283726e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1705522949389806e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.726592374106094e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.734906364546918e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.730218616968573e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2007764435618586e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.19857589318546e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1979062416377086e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.693945045219338e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.701710201806327e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6974777304189434e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2236258464309367e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.22171221470808e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.22074808474448e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.667943054886411e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.675280765102809e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.671400127986434e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.642267361289411e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.639980550105714e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6354084140868356e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8175644782424286e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8274855609063935e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.821421918827779e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.143665579133794e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1406437714788927e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.140692108991839e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.763078504703365e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.772022069928929e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.766802832092179e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1772232372315737e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.174689521921493e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1743173906121217e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7220419272348095e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.730278644892615e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.72565549291564e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2038053949295065e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2016474150933025e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.200939298837975e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6903829226964805e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.698089007824739e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.693905250051029e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.236334075968309e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.233890562766647e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2327273014820977e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.665061078615318e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.672351974141464e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6685100396135656e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.529762667454709e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.519233703756592e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.499989434496769e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8098011575314825e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.819580041713688e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.813641064983813e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1483384237385172e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.145385572599246e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1453755792652954e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.757321419610866e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.766164390033178e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.761030633081086e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1808735634987607e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1783919199820234e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1779738261363178e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.717641337747479e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.725803561219399e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.721242495007845e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2067653215646444e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.204648984491566e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2039032144949484e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.686915380395761e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6945641233878435e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.690427660828249e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.5278045369144962e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.5006794361995967e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.4918673269014587e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.662348633746546e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.669596481333807e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.66579667091746e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.2904430687781032e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.2976764407056495e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.3121602138049356e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.870322833510497e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.88122807626133e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.874195901216621e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-2.9419975230037107e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-2.935187620945061e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-2.9395597017276275e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8019247538994814e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.811562176089652e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.805750289385285e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1525859832512032e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1496898695250802e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1496279575401564e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.750401779548562e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.759129252577808e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7541065149785655e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.183459718035219e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1809955243972442e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1805485416811737e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.711084599168496e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.719143054774182e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.714692021977678e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.20796141560668e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2058287593133977e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.205073791104796e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.683034045247936e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.690620083062396e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.68654064582436e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-8.677684603160847e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-8.719263994245381e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-8.80252941919255e-21,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.861387811344723e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8721306053893225e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.865321170997666e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.0783720823479064e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.075974357160489e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.0773313069138184e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.794685768983985e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8041926572917596e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.798494643109561e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1569186097858896e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1540849340878185e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.153968999689849e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.744823162683934e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.753454761658706e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.748515174356104e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1867574172648877e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.184336993647141e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1838489569466934e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.707286453169859e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.715280039094157e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.710879531753763e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.211024111857824e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2089393197396607e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.20814439802585e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.679864659837045e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.687398264323526e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6833607436060495e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-5.939142556186739e-20,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-5.963692809033256e-20,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-6.012812214896414e-20,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8518796902431504e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.86244246713937e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8558070325395385e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.11684458037037e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.113840891000485e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1143135192462506e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7877053992565635e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.797087256378062e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.791497980365417e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1611067164177645e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1583329264351143e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.158164751298903e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7393952767001854e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.747934089891595e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.743075172136455e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1899404913877734e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1875616764189e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1870340601247774e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.703579442028235e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.711509984294819e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.707158646136005e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.213997732217797e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2119590585734638e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2111253756871967e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.676764426718737e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.684246911496968e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.680250362130892e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.675337779448963e-19,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6877763499616036e-19,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7126325560893535e-19,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.842674901066961e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.853063948109734e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.84658638676385e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1278004805206403e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1245939658803094e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.124847915089418e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.780967208054866e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.790229148330956e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.784743910290828e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1651554487507527e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1624390728435954e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.162220382767731e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.734107188045079e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.742556078724205e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.737775589791795e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1930108674441846e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1906715082404165e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.190105772272702e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.699959902199063e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.70782915200602e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.703525748521792e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.216886331107452e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2148920188508652e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.214020705787467e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6737301976016615e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.681162812050835e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.677206342819525e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.951021323110869e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.9557768049102243e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.9652600408138965e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.833846735997594e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8440704939661284e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8377410905089e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1336253900768686e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1304560708413717e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.130630548291678e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.774455831616451e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7836026125977455e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.778217109423021e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1690695290593695e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1664081670611757e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1661406370456493e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.72894755388241e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.737309148453872e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.732605045580663e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.195969593264058e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.193667558657867e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.193065167527285e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.696423713104631e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.704233331936211e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6999767144079256e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2197111184212024e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2177583515188234e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.216850170144858e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.670758925085464e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.678142857976435e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.674225632246448e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-7.787813221815919e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-7.79612508041528e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-7.812593077661421e-18,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.825379944274432e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.835446465178023e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.82925696487945e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.138658041818846e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1355586389827405e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1356701874325645e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.768156846054439e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.777192895712351e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.771903187454321e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.172853271960647e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.170244586136636e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1699298453532794e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7238995878782605e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7321761153386625e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.727546467704656e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1988134006931482e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.196546676380079e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.195909239610284e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6929668768615014e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.700718439793318e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.696507537703139e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.22289166930158e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.220953770226067e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2200015197317175e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.667847760168733e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.675184145129142e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.671305388982077e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6422372175149885e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6399504129864425e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-1.6353782921869737e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.817251710136379e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.827168458386663e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.8211114132257e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1434640788835627e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1404350785343673e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1404868090842422e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.762056651290538e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.770986092235635e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.765788573741716e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.176510595771724e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.173952301879618e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1735919385779583e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.718933361169026e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.727127117516074e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7225743828497e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2015338241809583e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1992979004427156e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1986271829833487e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.689585531471913e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.697280531388368e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.693114348937057e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2357335013435015e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2332702255100066e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2321166079514493e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.664997619444847e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.672287633439643e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.6684468580748714e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.529746728316964e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.519218750175854e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.499976530104932e-17,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.809440130312169e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.819214015391701e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.813282644527948e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1481032373425665e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1451420438127404e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.14513599711245e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.756142376629662e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.764969047196121e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.759860422649892e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.180045029952256e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1775348882878363e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.1771304546991935e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7149720655699206e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.7230971262977415e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.718593993141204e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2048022115538816e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.202620019318373e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.2019063835793545e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.686275902299173e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.69391575241091e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.689793363306647e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.527308527479455e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.5001684055942707e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.4913638455471954e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.662301216684924e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.669548406380554e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18) Dual{Cells()}(-3.665749391318303e-15,0.0,0.0,0.0,0.0,0.0,2.623858184278196e-18,-2.623858184278196e-18)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [83896 83909 83921 83934 83948 83960 83973 83987 84000 84014 84029 84042 84055 84069 84082 84096 84111 84124 84137 84151 84164 84178 84193 84206 84219 84233 84246 84260 84275 84288 84301 84315 84328 84342 84357 84370 84383 84397 84410 84424 84439 84452 84465 84479 84492 84506 84521 84534 84547 84561 84574 84588 84603 84616 84629 84643 84656 84670 84685 84698 84711 84725 84738 84752 84767 84780 84793 84807 84820 84834 84849 84862 84875 84889 84902 84916 84931 84944 84957 84971 84984 84998 85013 85026 85039 85053 85066 85080 85095 85108 85121 85135 85148 85162 85177 85190 85203 85217 85230 85244 85259 85272 85285 85299 85312 85326 85341 85354 85367 85381 85394 85408 85423 85436 85449 85463 85476 85490 85505 85518 85531 85545 85558 85572 85587 85600 85613 85627 85640 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90180 90193 90207 90220 90234 90249 90262 90275 90289 90302 90316 90331 90344 90356 90369 90381 90394 90408 90420; 90432 90445 90457 90470 90484 90496 90509 90523 90536 90550 90565 90578 90591 90605 90618 90632 90647 90660 90673 90687 90700 90714 90729 90742 90755 90769 90782 90796 90811 90824 90837 90851 90864 90878 90893 90906 90919 90933 90946 90960 90975 90988 91001 91015 91028 91042 91057 91070 91083 91097 91110 91124 91139 91152 91165 91179 91192 91206 91221 91234 91247 91261 91274 91288 91303 91316 91329 91343 91356 91370 91385 91398 91411 91425 91438 91452 91467 91480 91493 91507 91520 91534 91549 91562 91575 91589 91602 91616 91631 91644 91657 91671 91684 91698 91713 91726 91739 91753 91766 91780 91795 91808 91821 91835 91848 91862 91877 91890 91903 91917 91930 91944 91959 91972 91985 91999 92012 92026 92041 92054 92067 92081 92094 92108 92123 92136 92149 92163 92176 92190 92205 92218 92231 92245 92258 92272 92287 92300 92313 92327 92340 92354 92369 92382 92395 92409 92422 92436 92451 92464 92477 92491 92504 92518 92533 92546 92559 92573 92586 92600 92615 92628 92641 92655 92668 92682 92697 92710 92723 92737 92750 92764 92779 92792 92805 92819 92832 92846 92861 92874 92887 92901 92914 92928 92943 92956 92969 92983 92996 93010 93025 93038 93051 93065 93078 93092 93107 93120 93133 93147 93160 93174 93189 93202 93215 93229 93242 93256 93271 93284 93297 93311 93324 93338 93353 93366 93379 93393 93406 93420 93435 93448 93461 93475 93488 93502 93517 93530 93543 93557 93570 93584 93599 93612 93624 93637 93649 93662 93676 93688 93700 93713 93725 93738 93752 93764 93777 93791 93804 93818 93833 93846 93859 93873 93886 93900 93915 93928 93941 93955 93968 93982 93997 94010 94023 94037 94050 94064 94079 94092 94105 94119 94132 94146 94161 94174 94187 94201 94214 94228 94243 94256 94269 94283 94296 94310 94325 94338 94351 94365 94378 94392 94407 94420 94433 94447 94460 94474 94489 94502 94515 94529 94542 94556 94571 94584 94597 94611 94624 94638 94653 94666 94679 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Dual{Cells()}(2.223757938973243,1.0), Dual{Cells()}(2.2237597918032193,1.0), Dual{Cells()}(2.223759791801898,1.0), Dual{Cells()}(2.223759791804086,1.0), Dual{Cells()}(2.22376059964656,1.0), Dual{Cells()}(2.223760599644916,1.0), Dual{Cells()}(2.223760599646921,1.0)], Conductivity = [5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 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5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7], ECTransmissibilities = [8.687759004745884e-5, 8.66857476110225e-5, 8.649475001148342e-5, 7.540241049028339e-5, 7.525783463639431e-5, 7.511381186888492e-5, 6.660390880660056e-5, 6.649106739745887e-5, 6.637860755212887e-5, 5.964362697520978e-5, 5.9553114841223733e-5, 5.946287692067785e-5, 0.00010022076286553322, 9.996560784909129e-5, 9.971174763157437e-5, 8.52558678791305e-5, 8.507110869845152e-5, 8.48871480772102e-5, 7.417759580978881e-5, 7.403767214535731e-5, 7.389827512418833e-5, 6.564634356359019e-5, 6.553671961352144e-5, 6.54274610440509e-5, 5.8874528746272723e-5, 5.878633343519073e-5, 5.8698401887533255e-5, 9.806924960665793e-5, 9.78249098827495e-5, 9.758178367798138e-5, 8.369354485249561e-5, 8.351548398353653e-5, 8.333817871376337e-5, 7.299191817454566e-5, 7.285642581125126e-5, 7.272143530650032e-5, 6.471591213530214e-5, 6.460937001946207e-5, 6.450317800308558e-5, 5.8125007187019226e-5, 5.803904089437319e-5, 5.795332843931252e-5, 9.60080990365128e-5, 9.577390178384492e-5, 9.55408434284781e-5, 8.218741810015121e-5, 8.201569797943574e-5, 8.184469352297917e-5, 7.184353206309327e-5, 7.171226387222028e-5, 7.15814742856521e-5, 6.381147772767716e-5, 6.370788933549197e-5, 6.360463660173782e-5, 5.7394324442170334e-5, 5.7310503743780235e-5, 5.722692744881456e-5, 9.40317397415634e-5, 9.380706677017159e-5, 9.358346406475497e-5, 8.073451082982057e-5, 8.056879888385659e-5, 8.040376543109272e-5, 7.073070614351741e-5, 7.06034677015153e-5, 7.047668602377558e-5, 6.29319661531248e-5, 6.283121037518381e-5, 6.273077659779091e-5, 5.668177926645508e-5, 5.660002484863988e-5, 5.651850586179695e-5, 9.213504876596396e-5, 9.19193310868664e-5, 9.170462044401954e-5, 7.933205273404915e-5, 7.917203923494939e-5, 7.901266958687177e-5, 6.965181458007481e-5, 6.952842320951239e-5, 6.940546807148465e-5, 6.207636158058582e-5, 6.197832383696955e-5, 6.188059516682245e-5, 5.5986704782349596e-5, 5.590694119200785e-5, 5.58274044939017e-5, 9.031330741179178e-5, 9.010602044115033e-5, 8.989968215793709e-5, 7.79774624013812e-5, 7.782285853928472e-5, 7.76688662036321e-5, 6.860532912167198e-5, 6.848561301772952e-5, 6.83663138264741e-5, 6.124370262706316e-5, 6.114827443329308e-5, 6.105314306852968e-5, 5.530846640075849e-5, 5.52306218132962e-5, 5.515299598721544e-5, 8.856216216201683e-5, 8.83628214752694e-5, 8.816437554624268e-5, 7.666833149424246e-5, 7.651886764168045e-5, 7.636998511802658e-5, 6.758981189152109e-5, 6.747360932531477e-5, 6.735780547571202e-5, 6.043307875898197e-5, 6.034015732617016e-5, 6.0247521116029364e-5, 5.4646459890703324e-5, 5.457046589459441e-5, 5.449468291282013e-5, 4.328120130509467, 4.3393041685563665, 5.097095901088002, 5.1082786598412175, 5.8660011902332085, 5.877183137721937, 6.6348604677023735, 6.646041868780085, 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Dual{Cells()}(2.223695397370144,1.0), Dual{Cells()}(2.223695397374101,1.0), Dual{Cells()}(2.2236981360194514,1.0), Dual{Cells()}(2.223698136018259,1.0), Dual{Cells()}(2.2236981360205865,1.0), Dual{Cells()}(2.223700034862166,1.0), Dual{Cells()}(2.2237000348609066,1.0), Dual{Cells()}(2.2237000348631617,1.0), Dual{Cells()}(2.223701148378601,1.0), Dual{Cells()}(2.2237011483772893,1.0), Dual{Cells()}(2.223701148379489,1.0), Dual{Cells()}(2.22370169562363,1.0), Dual{Cells()}(2.2237016956222755,1.0), Dual{Cells()}(2.2237016956244298,1.0), Dual{Cells()}(2.223695672833964,1.0), Dual{Cells()}(2.223695672835923,1.0), Dual{Cells()}(2.223695672839866,1.0), Dual{Cells()}(2.2236984267382183,1.0), Dual{Cells()}(2.2236984267370166,1.0), Dual{Cells()}(2.223698426739334,1.0), Dual{Cells()}(2.2237002113584547,1.0), Dual{Cells()}(2.223700211357188,1.0), Dual{Cells()}(2.2237002113594357,1.0), Dual{Cells()}(2.2237012445205897,1.0), Dual{Cells()}(2.223701244519272,1.0), Dual{Cells()}(2.223701244521465,1.0), Dual{Cells()}(2.2237017308707503,1.0), Dual{Cells()}(2.223701730869381,1.0), Dual{Cells()}(2.2237017308715257,1.0), Dual{Cells()}(2.22369600817913,1.0), Dual{Cells()}(2.223696008181064,1.0), Dual{Cells()}(2.2236960081849872,1.0), Dual{Cells()}(2.223698700827311,1.0), Dual{Cells()}(2.2236987008261004,1.0), Dual{Cells()}(2.223698700828408,1.0), Dual{Cells()}(2.2237003762720176,1.0), Dual{Cells()}(2.223700376270744,1.0), Dual{Cells()}(2.223700376272984,1.0), Dual{Cells()}(2.223701332248615,1.0), Dual{Cells()}(2.223701332247292,1.0), Dual{Cells()}(2.223701332249479,1.0), Dual{Cells()}(2.2237017586005616,1.0), Dual{Cells()}(2.2237017585989167,1.0), Dual{Cells()}(2.2237017586009213,1.0), Dual{Cells()}(2.2237497466469893,1.0), Dual{Cells()}(2.2237497466489957,1.0), Dual{Cells()}(2.2237497466530094,1.0), Dual{Cells()}(2.2237518499360878,1.0), Dual{Cells()}(2.2237518499351197,1.0), Dual{Cells()}(2.2237518499375892,1.0), Dual{Cells()}(2.223755496085872,1.0), Dual{Cells()}(2.223755496084652,1.0), Dual{Cells()}(2.223755496086949,1.0), Dual{Cells()}(2.2237582260769937,1.0), Dual{Cells()}(2.2237582260757134,1.0), Dual{Cells()}(2.223758226077944,1.0), Dual{Cells()}(2.2237599514350475,1.0), Dual{Cells()}(2.2237599514337205,1.0), Dual{Cells()}(2.2237599514359023,1.0), Dual{Cells()}(2.223749796286752,1.0), Dual{Cells()}(2.223749796288753,1.0), Dual{Cells()}(2.2237497962927555,1.0), Dual{Cells()}(2.223752348050803,1.0), Dual{Cells()}(2.2237523480496897,1.0), Dual{Cells()}(2.22375234805208,1.0), Dual{Cells()}(2.2237558905277806,1.0), Dual{Cells()}(2.223755890526552,1.0), Dual{Cells()}(2.2237558905288397,1.0), Dual{Cells()}(2.2237584974243036,1.0), Dual{Cells()}(2.223758497423017,1.0), Dual{Cells()}(2.223758497425241,1.0), Dual{Cells()}(2.223760094784342,1.0), Dual{Cells()}(2.22376009478301,1.0), Dual{Cells()}(2.2237600947851863,1.0), Dual{Cells()}(2.2237498991473883,1.0), Dual{Cells()}(2.2237498991493836,1.0), Dual{Cells()}(2.2237498991533746,1.0), Dual{Cells()}(2.223752836006216,1.0), Dual{Cells()}(2.2237528360050596,1.0), Dual{Cells()}(2.223752836007422,1.0), Dual{Cells()}(2.2237562701251434,1.0), Dual{Cells()}(2.2237562701239066,1.0), Dual{Cells()}(2.2237562701261853,1.0), Dual{Cells()}(2.223758752955162,1.0), Dual{Cells()}(2.223758752953869,1.0), Dual{Cells()}(2.223758752956087,1.0), Dual{Cells()}(2.223760221686991,1.0), Dual{Cells()}(2.223760221685653,1.0), Dual{Cells()}(2.223760221687824,1.0), Dual{Cells()}(2.223750058959558,1.0), Dual{Cells()}(2.223750058961547,1.0), Dual{Cells()}(2.223750058965527,1.0), Dual{Cells()}(2.2237533122069166,1.0), Dual{Cells()}(2.2237533122057447,1.0), Dual{Cells()}(2.223753312208093,1.0), Dual{Cells()}(2.223756634654192,1.0), Dual{Cells()}(2.2237566346529474,1.0), Dual{Cells()}(2.223756634655217,1.0), Dual{Cells()}(2.2237589926216583,1.0), Dual{Cells()}(2.2237589926203594,1.0), Dual{Cells()}(2.223758992622571,1.0), Dual{Cells()}(2.223760331938948,1.0), Dual{Cells()}(2.223760331937605,1.0), Dual{Cells()}(2.2237603319397703,1.0), Dual{Cells()}(2.223750279584468,1.0), Dual{Cells()}(2.2237502795864503,1.0), Dual{Cells()}(2.223750279590419,1.0), Dual{Cells()}(2.22375377591524,1.0), Dual{Cells()}(2.223753775914057,1.0), Dual{Cells()}(2.223753775916394,1.0), Dual{Cells()}(2.223756983931756,1.0), Dual{Cells()}(2.2237569839305036,1.0), Dual{Cells()}(2.2237569839327644,1.0), Dual{Cells()}(2.2237592163822026,1.0), Dual{Cells()}(2.2237592163808984,1.0), Dual{Cells()}(2.2237592163831037,1.0), Dual{Cells()}(2.2237604252878587,1.0), Dual{Cells()}(2.2237604252865104,1.0), Dual{Cells()}(2.2237604252886705,1.0), Dual{Cells()}(2.2237505649911355,1.0), Dual{Cells()}(2.2237505649931073,1.0), Dual{Cells()}(2.223750564997063,1.0), Dual{Cells()}(2.2237542265952372,1.0), Dual{Cells()}(2.223754226594045,1.0), Dual{Cells()}(2.2237542265963715,1.0), Dual{Cells()}(2.223757317812335,1.0), Dual{Cells()}(2.223757317811075,1.0), Dual{Cells()}(2.2237573178133276,1.0), Dual{Cells()}(2.22375942419657,1.0), Dual{Cells()}(2.22375942419526,1.0), Dual{Cells()}(2.2237594241974596,1.0), Dual{Cells()}(2.223760501422745,1.0), Dual{Cells()}(2.2237605014213915,1.0), Dual{Cells()}(2.223760501423546,1.0), Dual{Cells()}(2.2237509191786407,1.0), Dual{Cells()}(2.2237509191805986,1.0), Dual{Cells()}(2.2237509191845404,1.0), Dual{Cells()}(2.223754663782661,1.0), Dual{Cells()}(2.223754663781459,1.0), Dual{Cells()}(2.2237546637837755,1.0), Dual{Cells()}(2.2237576361852587,1.0), Dual{Cells()}(2.2237576361839912,1.0), Dual{Cells()}(2.223757636186236,1.0), Dual{Cells()}(2.2237596160209563,1.0), Dual{Cells()}(2.223759616019641,1.0), Dual{Cells()}(2.2237596160218347,1.0), Dual{Cells()}(2.2237605599351866,1.0), Dual{Cells()}(2.2237605599338184,1.0), Dual{Cells()}(2.2237605599359633,1.0), Dual{Cells()}(2.2237513462072322,1.0), Dual{Cells()}(2.2237513462091654,1.0), Dual{Cells()}(2.223751346213087,1.0), Dual{Cells()}(2.2237550870665235,1.0), Dual{Cells()}(2.2237550870653124,1.0), Dual{Cells()}(2.2237550870676186,1.0), Dual{Cells()}(2.2237579389722795,1.0), Dual{Cells()}(2.2237579389710054,1.0), Dual{Cells()}(2.223757938973243,1.0), Dual{Cells()}(2.2237597918032193,1.0), Dual{Cells()}(2.223759791801898,1.0), Dual{Cells()}(2.223759791804086,1.0), Dual{Cells()}(2.22376059964656,1.0), Dual{Cells()}(2.223760599644916,1.0), Dual{Cells()}(2.223760599646921,1.0)],), variable_definitions = JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::Phi}, secondary_variables::@NamedTuple{Charge::Charge}, parameters::@NamedTuple{ECTransmissibilities::BattMo.ECTransmissibilities, Volume::BattMo.Volume, Conductivity::BattMo.Conductivity}, extra_variable_fields::Vector{Symbol}}}((primary_variables = (Phi = Phi(),), secondary_variables = (Charge = Charge(),), parameters = (ECTransmissibilities = BattMo.ECTransmissibilities(), Volume = BattMo.Volume(), Conductivity = BattMo.Conductivity()), extra_variable_fields = Symbol[])), equations = (charge_conservation = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(-0.001556618006146078,2.579619477432065e8) Dual{Cells()}(-0.001556618006146078,-2.579559597783643e8) Dual{Cells()}(-0.001556618006146078,-5973.157466785781) Dual{Cells()}(-0.001556618006146078,-14.807375398078015) Dual{Cells()}(-0.0015603685759827636,-2.579559597783643e8) Dual{Cells()}(-0.0015603685759827636,5.165844610202077e8) Dual{Cells()}(-0.0015603685759827636,-2.5862252844595945e8) Dual{Cells()}(-0.0015603685759827636,-5957.950227805839) Dual{Cells()}(-0.0015603685759827636,-14.845656162389592) Dual{Cells()}(-3.4093828380207325e-6,-2.5862252844595945e8) Dual{Cells()}(-3.4093828380207325e-6,2.586284861500552e8) Dual{Cells()}(-3.4093828380207325e-6,-5942.8201588418315) Dual{Cells()}(-3.4093828380207325e-6,-14.88393692670253) Dual{Cells()}(-0.0005520374947086326,3.037971922985263e8) Dual{Cells()}(-0.0005520374947086326,-3.037869157048449e8) Dual{Cells()}(-0.0005520374947086326,-5081.249725596178) Dual{Cells()}(-0.0005520374947086326,-5177.904366828547) Dual{Cells()}(-0.0005520374947086326,-17.439588934345526) Dual{Cells()}(-0.00189445963090855,-3.037869157048449e8) Dual{Cells()}(-0.00189445963090855,6.082505780178874e8) Dual{Cells()}(-0.00189445963090855,-3.044534081265366e8) Dual{Cells()}(-0.00189445963090855,-5070.238078427711) Dual{Cells()}(-0.00189445963090855,-5166.470557616941) Dual{Cells()}(-0.00189445963090855,-17.477869698656708) Dual{Cells()}(-9.895404807843506e-5,-3.044534081265366e8) Dual{Cells()}(-9.895404807843506e-5,3.0446364000381315e8) Dual{Cells()}(-9.895404807843506e-5,-5059.274025401728) Dual{Cells()}(-9.895404807843506e-5,-5155.087100684412) Dual{Cells()}(-9.895404807843506e-5,-17.51615046296983) Dual{Cells()}(-0.0006222164733896403,3.496226059780773e8) Dual{Cells()}(-0.0006222164733896403,-3.496136709378993e8) Dual{Cells()}(-0.0006222164733896403,-4420.984710263413) Dual{Cells()}(-0.0006222164733896403,-4493.983665220889) Dual{Cells()}(-0.0006222164733896403,-20.07180247061338) Dual{Cells()}(-0.0022825760791134624,-3.496136709378993e8) Dual{Cells()}(-0.0022825760791134624,6.999027040684141e8) Dual{Cells()}(-0.0022825760791134624,-3.502801150082274e8) Dual{Cells()}(-0.0022825760791134624,-4412.645259863296) Dual{Cells()}(-0.0022825760791134624,-4485.366944329102) Dual{Cells()}(-0.0022825760791134624,-20.110083234923618) Dual{Cells()}(-0.000248438955032725,-3.502801150082274e8) Dual{Cells()}(-0.000248438955032725,3.502890162769762e8) Dual{Cells()}(-0.000248438955032725,-4404.337197401624) Dual{Cells()}(-0.000248438955032725,-4476.783187385542) Dual{Cells()}(-0.000248438955032725,-20.148363999237745) Dual{Cells()}(-0.0007533416798634477,3.954455886941188e8) Dual{Cells()}(-0.0007533416798634477,-3.954376838750615e8) Dual{Cells()}(-0.0007533416798634477,-3912.5220763899747) Dual{Cells()}(-0.0007533416798634477,-3969.592964873394) Dual{Cells()}(-0.0007533416798634477,-22.704016006880376) Dual{Cells()}(-0.002652491398063895,-3.954376838750615e8) Dual{Cells()}(-0.002652491398063895,7.915496708527573e8) Dual{Cells()}(-0.002652491398063895,-3.961040953792931e8) Dual{Cells()}(-0.002652491398063895,-3905.988488965878) Dual{Cells()}(-0.002652491398063895,-3962.8676168885486) Dual{Cells()}(-0.002652491398063895,-22.742296771191146) Dual{Cells()}(-0.00037996156294998334,-3.961040953792931e8) Dual{Cells()}(-0.00037996156294998334,3.96111973801559e8) Dual{Cells()}(-0.00037996156294998334,-3899.4766782254333) Dual{Cells()}(-0.00037996156294998334,-3956.16501010688) Dual{Cells()}(-0.00037996156294998334,-22.780577535504783) Dual{Cells()}(-0.0008655195864551759,4.412668969711145e8) Dual{Cells()}(-0.0008655195864551759,-4.4125980795280397e8) Dual{Cells()}(-0.0008655195864551759,-3508.921913277855) Dual{Cells()}(-0.0008655195864551759,-3554.7601677225025) Dual{Cells()}(-0.0008655195864551759,-25.33622954314781) Dual{Cells()}(-0.003004432853077746,-4.4125980795280397e8) Dual{Cells()}(-0.003004432853077746,8.831930828426341e8) Dual{Cells()}(-0.003004432853077746,-4.4192619648420256e8) Dual{Cells()}(-0.003004432853077746,-3503.6654727373684) Dual{Cells()}(-0.003004432853077746,-3549.3656445369347) Dual{Cells()}(-0.003004432853077746,-25.3745103074591) Dual{Cells()}(-0.0004924118781021438,-4.4192619648420256e8) Dual{Cells()}(-0.0004924118781021438,4.419332643092106e8) Dual{Cells()}(-0.0004924118781021438,-3498.424752496982) Dual{Cells()}(-0.0004924118781021438,-3543.9874644724005) Dual{Cells()}(-0.0004924118781021438,-25.41279107177259) Dual{Cells()}(-0.0015922621499913291,-5973.157466785781) Dual{Cells()}(-0.0015922621499913291,2.6369696690949795e8) Dual{Cells()}(-0.0015922621499913291,-2.636851336883525e8) Dual{Cells()}(-0.0015922621499913291,-5844.927276556813) Dual{Cells()}(-0.0015922621499913291,-15.136402090111478) Dual{Cells()}(-0.001596236117316574,-5957.950227805839) Dual{Cells()}(-0.001596236117316574,-2.636851336883525e8) Dual{Cells()}(-0.001596236117316574,5.2804862779419917e8) Dual{Cells()}(-0.001596236117316574,-2.64351690616307e8) Dual{Cells()}(-0.001596236117316574,-5830.36462901187) Dual{Cells()}(-0.001596236117316574,-15.174682854423077) Dual{Cells()}(-8.90097896664836e-6,-5942.8201588418315) Dual{Cells()}(-8.90097896664836e-6,-2.64351690616307e8) Dual{Cells()}(-8.90097896664836e-6,2.6436346452373666e8) Dual{Cells()}(-8.90097896664836e-6,-5815.8743072076895) Dual{Cells()}(-8.90097896664836e-6,-15.212963618735891) Dual{Cells()}(-0.0005107651508531954,-5081.249725596178) Dual{Cells()}(-0.0005107651508531954,3.095255387947701e8) Dual{Cells()}(-0.0005107651508531954,-3.095154516411557e8) Dual{Cells()}(-0.0005107651508531954,-4988.135273208739) Dual{Cells()}(-0.0005107651508531954,-17.768615626378832) Dual{Cells()}(-0.001943937487902386,-5070.238078427711) Dual{Cells()}(-0.001943937487902386,-3.095154516411557e8) Dual{Cells()}(-0.001943937487902386,6.197074540366182e8) Dual{Cells()}(-0.001943937487902386,-3.1018193682764226e8) Dual{Cells()}(-0.001943937487902386,-4977.522845418777) Dual{Cells()}(-0.001943937487902386,-17.806896390690333) Dual{Cells()}(-0.00011841379252746612,-5059.274025401728) Dual{Cells()}(-0.00011841379252746612,-3.1018193682764226e8) Dual{Cells()}(-0.00011841379252746612,3.101919809022962e8) Dual{Cells()}(-0.00011841379252746612,-4966.955451340297) Dual{Cells()}(-0.00011841379252746612,-17.845177155003206) Dual{Cells()}(-0.0006396092294939419,-4420.984710263413) Dual{Cells()}(-0.0006396092294939419,3.55350592498265e8) Dual{Cells()}(-0.0006396092294939419,-3.553418007944024e8) Dual{Cells()}(-0.0006396092294939419,-4350.318323202922) Dual{Cells()}(-0.0006396092294939419,-20.400829162645984) Dual{Cells()}(-0.002329773993305643,-4412.645259863296) Dual{Cells()}(-0.002329773993305643,-3.553418007944024e8) Dual{Cells()}(-0.002329773993305643,7.113588162226242e8) Dual{Cells()}(-0.002329773993305643,-3.560082401008736e8) Dual{Cells()}(-0.002329773993305643,-4342.242978350574) Dual{Cells()}(-0.002329773993305643,-20.439109926956828) Dual{Cells()}(-0.0002659516543812337,-4404.337197401624) Dual{Cells()}(-0.0002659516543812337,-3.560082401008736e8) Dual{Cells()}(-0.0002659516543812337,3.5601699911300594e8) Dual{Cells()}(-0.0002659516543812337,-4334.197544267418) Dual{Cells()}(-0.0002659516543812337,-20.4773906912712) Dual{Cells()}(-0.0007683886427626882,-3912.5220763899747) Dual{Cells()}(-0.0007683886427626882,4.0117333204702646e8) Dual{Cells()}(-0.0007683886427626882,-4.011655394235441e8) Dual{Cells()}(-0.0007683886427626882,-3857.0683632640075) Dual{Cells()}(-0.0007683886427626882,-23.03304269891336) Dual{Cells()}(-0.0026974786671303567,-3905.988488965878) Dual{Cells()}(-0.0026974786671303567,-4.011655394235441e8) Dual{Cells()}(-0.0026974786671303567,8.030052668229603e8) Dual{Cells()}(-0.0026974786671303567,-4.0183194762115043e8) Dual{Cells()}(-0.0026974786671303567,-3850.7184531599396) Dual{Cells()}(-0.0026974786671303567,-23.071323463225124) Dual{Cells()}(-0.00039507636325902937,-3899.4766782254333) Dual{Cells()}(-0.00039507636325902937,-4.0183194762115043e8) Dual{Cells()}(-0.00039507636325902937,4.018397145968419e8) Dual{Cells()}(-0.00039507636325902937,-3844.3894089839) Dual{Cells()}(-0.00039507636325902937,-23.109604227537776) Dual{Cells()}(-0.0008782106116601199,-3508.921913277855) Dual{Cells()}(-0.0008782106116601199,4.4699446839294344e8) Dual{Cells()}(-0.0008782106116601199,-4.4698746955534554e8) Dual{Cells()}(-0.0008782106116601199,-3464.2504283463463) Dual{Cells()}(-0.0008782106116601199,-25.665256235180625) Dual{Cells()}(-0.003047216403750169,-3503.6654727373684) Dual{Cells()}(-0.003047216403750169,-4.4698746955534554e8) Dual{Cells()}(-0.003047216403750169,8.946483137468611e8) Dual{Cells()}(-0.003047216403750169,-4.476538556956685e8) Dual{Cells()}(-0.003047216403750169,-3459.126837304642) Dual{Cells()}(-0.003047216403750169,-25.703536999491753) Dual{Cells()}(-0.0005049849637318202,-3498.424752496982) Dual{Cells()}(-0.0005049849637318202,-4.476538556956685e8) Dual{Cells()}(-0.0005049849637318202,4.4766083388061374e8) Dual{Cells()}(-0.0005049849637318202,-3454.018374983027) Dual{Cells()}(-0.0005049849637318202,-25.741817763806218) Dual{Cells()}(-0.001629278830442003,-5844.927276556813) Dual{Cells()}(-0.001629278830442003,2.694257920251547e8) Dual{Cells()}(-0.001629278830442003,-2.694142095497468e8) Dual{Cells()}(-0.001629278830442003,-5722.082702576163) Dual{Cells()}(-0.001629278830442003,-15.465428782145043) Dual{Cells()}(-0.001633243560107865,-5830.36462901187) Dual{Cells()}(-0.001633243560107865,-2.694142095497468e8) Dual{Cells()}(-0.001633243560107865,5.395065190193444e8) Dual{Cells()}(-0.001633243560107865,-2.7008075547671276e8) Dual{Cells()}(-0.001633243560107865,-5708.124546317158) Dual{Cells()}(-0.001633243560107865,-15.503709546456372) Dual{Cells()}(-1.6187989781327725e-5,-5815.8743072076895) Dual{Cells()}(-1.6187989781327725e-5,-2.7008075547671276e8) Dual{Cells()}(-1.6187989781327725e-5,2.700922811272786e8) Dual{Cells()}(-1.6187989781327725e-5,-5694.2342683372935) Dual{Cells()}(-1.6187989781327725e-5,-15.541990310769345) Dual{Cells()}(-0.0005151090924419355,-4988.135273208739) Dual{Cells()}(-0.0005151090924419355,3.152538315013114e8) Dual{Cells()}(-0.0005151090924419355,-3.1524392689827716e8) Dual{Cells()}(-0.0005151090924419355,-4898.370118769012) Dual{Cells()}(-0.0005151090924419355,-18.09764231841207) Dual{Cells()}(-0.0019930353821680916,-4977.522845418777) Dual{Cells()}(-0.0019930353821680916,-3.1524392689827716e8) Dual{Cells()}(-0.0019930353821680916,6.311642159334437e8) Dual{Cells()}(-0.0019930353821680916,-3.1591040524079853e8) Dual{Cells()}(-0.0019930353821680916,-4888.13559957437) Dual{Cells()}(-0.0019930353821680916,-18.13592308272413) Dual{Cells()}(-0.00013781931610948924,-4966.955451340297) Dual{Cells()}(-0.00013781931610948924,-3.1591040524079853e8) Dual{Cells()}(-0.00013781931610948924,3.159202683141877e8) Dual{Cells()}(-0.00013781931610948924,-4877.94373396956) Dual{Cells()}(-0.00013781931610948924,-18.1742038470366) Dual{Cells()}(-0.000656777490430905,-4350.318323202922) Dual{Cells()}(-0.000656777490430905,3.610785434576855e8) Dual{Cells()}(-0.000656777490430905,-3.610698905349955e8) Dual{Cells()}(-0.000656777490430905,-4281.87451096036) Dual{Cells()}(-0.000656777490430905,-20.729855854679286) Dual{Cells()}(-0.0023766751396407117,-4342.242978350574) Dual{Cells()}(-0.0023766751396407117,-3.610698905349955e8) Dual{Cells()}(-0.0023766751396407117,7.228148528886797e8) Dual{Cells()}(-0.0023766751396407117,-3.617363252916425e8) Dual{Cells()}(-0.0023766751396407117,-4274.050926784329) Dual{Cells()}(-0.0023766751396407117,-20.768136618991452) Dual{Cells()}(-0.0002831253587128259,-4334.197544267418) Dual{Cells()}(-0.0002831253587128259,-3.617363252916425e8) Dual{Cells()}(-0.0002831253587128259,3.617449465514716e8) Dual{Cells()}(-0.0002831253587128259,-4266.255867424865) Dual{Cells()}(-0.0002831253587128259,-20.806417383303764) Dual{Cells()}(-0.0007830676874933851,-3857.0683632640075) Dual{Cells()}(-0.0007830676874933851,4.06901050671597e8) Dual{Cells()}(-0.0007830676874933851,-4.068933670770918e8) Dual{Cells()}(-0.0007830676874933851,-3803.164072569559) Dual{Cells()}(-0.0007830676874933851,-23.362069390947465) Dual{Cells()}(-0.002742350613862755,-3850.7184531599396) Dual{Cells()}(-0.002742350613862755,-4.068933670770918e8) Dual{Cells()}(-0.002742350613862755,8.144608102907336e8) Dual{Cells()}(-0.002742350613862755,-4.07559772104634e8) Dual{Cells()}(-0.002742350613862755,-3796.990204395322) Dual{Cells()}(-0.002742350613862755,-23.400350155257406) Dual{Cells()}(-0.00040980100602737825,-3844.3894089839) Dual{Cells()}(-0.00040980100602737825,-4.07559772104634e8) Dual{Cells()}(-0.00040980100602737825,4.075674307690154e8) Dual{Cells()}(-0.00040980100602737825,-3790.836341463574) Dual{Cells()}(-0.00040980100602737825,-23.438630919571995) Dual{Cells()}(-0.0008907338633004924,-3464.2504283463463) Dual{Cells()}(-0.0008907338633004924,4.527220219266637e8) Dual{Cells()}(-0.0008907338633004924,-4.5271511098021567e8) Dual{Cells()}(-0.0008907338633004924,-3420.7017367533517) Dual{Cells()}(-0.0008907338633004924,-25.994282927213465) Dual{Cells()}(-0.003089088338207064,-3459.126837304642) Dual{Cells()}(-0.003089088338207064,-4.5271511098021567e8) Dual{Cells()}(-0.003089088338207064,9.061035066740377e8) Dual{Cells()}(-0.003089088338207064,-4.533814948283979e8) Dual{Cells()}(-0.003089088338207064,-3415.7060231293026) Dual{Cells()}(-0.003089088338207064,-26.032563691526168) Dual{Cells()}(-0.0005177140047752746,-3454.018374983027) Dual{Cells()}(-0.0005177140047752746,-4.533814948283979e8) Dual{Cells()}(-0.0005177140047752746,4.533883856424933e8) Dual{Cells()}(-0.0005177140047752746,-3410.724875949348) Dual{Cells()}(-0.0005177140047752746,-26.07084445583783) Dual{Cells()}(-0.001667694695576339,-5722.082702576163) Dual{Cells()}(-0.001667694695576339,2.751545356438925e8) Dual{Cells()}(-0.001667694695576339,-2.7514319347504586e8) Dual{Cells()}(-0.001667694695576339,-5604.291688597179) Dual{Cells()}(-0.001667694695576339,-15.794455474178145) Dual{Cells()}(-0.0016717700503374874,-5708.124546317158) Dual{Cells()}(-0.0016717700503374874,-2.7514319347504586e8) Dual{Cells()}(-0.0016717700503374874,5.509642374132369e8) Dual{Cells()}(-0.0016717700503374874,-2.7580972907972896e8) Dual{Cells()}(-0.0016717700503374874,-5590.901179502226) Dual{Cells()}(-0.0016717700503374874,-15.832736238489826) Dual{Cells()}(-2.4945464897439297e-5,-5694.2342683372935) Dual{Cells()}(-2.4945464897439297e-5,-2.7580972907972896e8) Dual{Cells()}(-2.4945464897439297e-5,2.7582101675947255e8) Dual{Cells()}(-2.4945464897439297e-5,-5577.574458259396) Dual{Cells()}(-2.4945464897439297e-5,-15.871017002802745) Dual{Cells()}(-0.0005316845432946465,-4898.370118769012) Dual{Cells()}(-0.0005316845432946465,3.209820732905137e8) Dual{Cells()}(-0.0005316845432946465,-3.2097234471688044e8) Dual{Cells()}(-0.0005316845432946465,-4811.776845457306) Dual{Cells()}(-0.0005316845432946465,-18.426669010445806) Dual{Cells()}(-0.002041778091939654,-4888.13559957437) Dual{Cells()}(-0.002041778091939654,-3.2097234471688044e8) Dual{Cells()}(-0.002041778091939654,6.426208697931179e8) Dual{Cells()}(-0.002041778091939654,-3.216388165752747e8) Dual{Cells()}(-0.002041778091939654,-4801.900413477853) Dual{Cells()}(-0.002041778091939654,-18.46494977475725) Dual{Cells()}(-0.00015699321328105343,-4877.94373396956) Dual{Cells()}(-0.00015699321328105343,-3.216388165752747e8) Dual{Cells()}(-0.00015699321328105343,3.216485050866589e8) Dual{Cells()}(-0.00015699321328105343,-4792.064419693126) Dual{Cells()}(-0.00015699321328105343,-18.503230539070177) Dual{Cells()}(-0.0006735647017284936,-4281.87451096036) Dual{Cells()}(-0.0006735647017284936,3.6680646050549895e8) Dual{Cells()}(-0.0006735647017284936,-3.667979420220193e8) Dual{Cells()}(-0.0006735647017284936,-4215.5500861536375) Dual{Cells()}(-0.0006735647017284936,-21.058882546713708) Dual{Cells()}(-0.0024232777823932567,-4274.050926784329) Dual{Cells()}(-0.0024232777823932567,-3.667979420220193e8) Dual{Cells()}(-0.0024232777823932567,7.342708175860223e8) Dual{Cells()}(-0.0024232777823932567,-3.674643724492379e8) Dual{Cells()}(-0.0024232777823932567,-4207.966675010311) Dual{Cells()}(-0.0024232777823932567,-21.09716331102413) Dual{Cells()}(-0.00030011402579247805,-4266.255867424865) Dual{Cells()}(-0.00030011402579247805,-3.674643724492379e8) Dual{Cells()}(-0.00030011402579247805,3.674728602510364e8) Dual{Cells()}(-0.00030011402579247805,-4200.410487017024) Dual{Cells()}(-0.00030011402579247805,-21.135444075337805) Dual{Cells()}(-0.000797561673680829,-3803.164072569559) Dual{Cells()}(-0.000797561673680829,4.1262874559786063e8) Dual{Cells()}(-0.000797561673680829,-4.126211679975093e8) Dual{Cells()}(-0.000797561673680829,-3750.7451827262385) Dual{Cells()}(-0.000797561673680829,-23.691096082981385) Dual{Cells()}(-0.002786747629576731,-3796.990204395322) Dual{Cells()}(-0.002786747629576731,-4.126211679975093e8) Dual{Cells()}(-0.002786747629576731,8.259163034472063e8) Dual{Cells()}(-0.002786747629576731,-4.132875699899775e8) Dual{Cells()}(-0.002786747629576731,-3744.7401383609554) Dual{Cells()}(-0.002786747629576731,-23.729376847290947) Dual{Cells()}(-0.00042431084779813314,-3790.836341463574) Dual{Cells()}(-0.00042431084779813314,-4.132875699899775e8) Dual{Cells()}(-0.00042431084779813314,4.1329512334826183e8) Dual{Cells()}(-0.00042431084779813314,-3738.7542852283373) Dual{Cells()}(-0.00042431084779813314,-23.76765761160552) Dual{Cells()}(-0.0009026859805801929,-3420.7017367533517) Dual{Cells()}(-0.0009026859805801929,4.584495582571703e8) Dual{Cells()}(-0.0009026859805801929,-4.5844273299807966e8) Dual{Cells()}(-0.0009026859805801929,-3378.2340442807226) Dual{Cells()}(-0.0009026859805801929,-26.32330961924713) Dual{Cells()}(-0.0031314485158582287,-3415.7060231293026) Dual{Cells()}(-0.0031314485158582287,-4.5844273299807966e8) Dual{Cells()}(-0.0031314485158582287,9.175586630591283e8) Dual{Cells()}(-0.0031314485158582287,-4.591091146319542e8) Dual{Cells()}(-0.0031314485158582287,-3373.361480978937) Dual{Cells()}(-0.0031314485158582287,-26.36159038355989) Dual{Cells()}(-0.0005295908963689488,-3410.724875949348) Dual{Cells()}(-0.0005295908963689488,-4.591091146319542e8) Dual{Cells()}(-0.0005295908963689488,4.5911592025965065e8) Dual{Cells()}(-0.0005295908963689488,-3368.5029493630977) Dual{Cells()}(-0.0005295908963689488,-26.399871147871956) Dual{Cells()}(-0.0017071762412062996,-5604.291688597179) Dual{Cells()}(-0.0017071762412062996,2.808832027371381e8) Dual{Cells()}(-0.0017071762412062996,-2.8087209107306087e8) Dual{Cells()}(-0.0017071762412062996,-5491.248906451452) Dual{Cells()}(-0.0017071762412062996,-16.123482166211744) Dual{Cells()}(-0.0017119882652278863,-5590.901179502226) Dual{Cells()}(-0.0017119882652278863,-2.8087209107306087e8) Dual{Cells()}(-0.0017119882652278863,5.624217935062987e8) Dual{Cells()}(-0.0017119882652278863,-2.815386169781626e8) Dual{Cells()}(-0.0017119882652278863,-5478.392132777239) Dual{Cells()}(-0.0017119882652278863,-16.161762930523327) Dual{Cells()}(-3.545691728410339e-5,-5577.574458259396) Dual{Cells()}(-3.545691728410339e-5,-2.815386169781626e8) Dual{Cells()}(-3.545691728410339e-5,2.8154967634804296e8) Dual{Cells()}(-3.545691728410339e-5,-5465.595378463564) Dual{Cells()}(-3.545691728410339e-5,-16.200043694836125) Dual{Cells()}(-0.0005500173564802083,-4811.776845457306) Dual{Cells()}(-0.0005500173564802083,3.267102668375756e8) Dual{Cells()}(-0.0005500173564802083,-3.267007081146915e8) Dual{Cells()}(-0.0005500173564802083,-4728.1903429493295) Dual{Cells()}(-0.0005500173564802083,-18.75569570247911) Dual{Cells()}(-0.002090588417168867,-4801.900413477853) Dual{Cells()}(-0.002090588417168867,-3.267007081146915e8) Dual{Cells()}(-0.002090588417168867,6.540774212914275e8) Dual{Cells()}(-0.002090588417168867,-3.2736717382880765e8) Dual{Cells()}(-0.002090588417168867,-4718.653538402983) Dual{Cells()}(-0.002090588417168867,-18.7939764667905) Dual{Cells()}(-0.00017579923099390622,-4792.064419693126) Dual{Cells()}(-0.00017579923099390622,-3.2736717382880765e8) Dual{Cells()}(-0.00017579923099390622,3.273766938805919e8) Dual{Cells()}(-0.00017579923099390622,-4709.155107377557) Dual{Cells()}(-0.00017579923099390622,-18.832257231103576) Dual{Cells()}(-0.0006901354354925228,-4215.5500861536375) Dual{Cells()}(-0.0006901354354925228,3.725343452130079e8) Dual{Cells()}(-0.0006901354354925228,-3.725259570268636e8) Dual{Cells()}(-0.0006901354354925228,-4151.248148972459) Dual{Cells()}(-0.0006901354354925228,-21.387909238746758) Dual{Cells()}(-0.0024697469405994704,-4207.966675010311) Dual{Cells()}(-0.0024697469405994704,-3.725259570268636e8) Dual{Cells()}(-0.0024697469405994704,7.457267136297554e8) Dual{Cells()}(-0.0024697469405994704,-3.731923833160035e8) Dual{Cells()}(-0.0024697469405994704,-4143.894023286938) Dual{Cells()}(-0.0024697469405994704,-21.4261900030576) Dual{Cells()}(-0.0003165850181494422,-4200.410487017024) Dual{Cells()}(-0.0003165850181494422,-3.731923833160035e8) Dual{Cells()}(-0.0003165850181494422,3.7320074175685835e8) Dual{Cells()}(-0.0003165850181494422,-4136.565897060485) Dual{Cells()}(-0.0003165850181494422,-21.464470767371164) Dual{Cells()}(-0.00081187746150777,-3750.7451827262385) Dual{Cells()}(-0.00081187746150777,4.183564177862041e8) Dual{Cells()}(-0.00081187746150777,-4.183489432697484e8) Dual{Cells()}(-0.00081187746150777,-3699.7511502029147) Dual{Cells()}(-0.00081187746150777,-24.020122775013505) Dual{Cells()}(-0.0028306612394232724,-3744.7401383609554) Dual{Cells()}(-0.0028306612394232724,-4.183489432697484e8) Dual{Cells()}(-0.0028306612394232724,8.373717483285e8) Dual{Cells()}(-0.0028306612394232724,-4.190153423521092e8) Dual{Cells()}(-0.0028306612394232724,-3693.9081006833853) Dual{Cells()}(-0.0028306612394232724,-24.058403539325344) Dual{Cells()}(-0.00043860496357103545,-3738.7542852283373) Dual{Cells()}(-0.00043860496357103545,-4.190153423521092e8) Dual{Cells()}(-0.00043860496357103545,4.1902279328655064e8) Dual{Cells()}(-0.00043860496357103545,-3688.083471942618) Dual{Cells()}(-0.00043860496357103545,-24.09668430363799) Dual{Cells()}(-0.0009144634221156043,-3378.2340442807226) Dual{Cells()}(-0.0009144634221156043,4.641770780134149e8) Dual{Cells()}(-0.0009144634221156043,-4.6417033631942934e8) Dual{Cells()}(-0.0009144634221156043,-3336.8076050280356) Dual{Cells()}(-0.0009144634221156043,-26.652336311281505) Dual{Cells()}(-0.003173081242870632,-3373.361480978937) Dual{Cells()}(-0.003173081242870632,-4.6417033631942934e8) Dual{Cells()}(-0.003173081242870632,9.290137842432384e8) Dual{Cells()}(-0.003173081242870632,-4.6483671581801593e8) Dual{Cells()}(-0.003173081242870632,-3332.053695043668) Dual{Cells()}(-0.003173081242870632,-26.690617075592556) Dual{Cells()}(-0.0005414101958025131,-3368.5029493630977) Dual{Cells()}(-0.0005414101958025131,-4.6483671581801593e8) Dual{Cells()}(-0.0005414101958025131,4.64843438363171e8) Dual{Cells()}(-0.0005414101958025131,-3327.3133078365413) Dual{Cells()}(-0.0005414101958025131,-26.72889783990525) Dual{Cells()}(-0.00174671933373242,-5491.248906451452) Dual{Cells()}(-0.00174671933373242,2.866117978886941e8) Dual{Cells()}(-0.00174671933373242,-2.8660090751415706e8) Dual{Cells()}(-0.00174671933373242,-5382.6731217427905) Dual{Cells()}(-0.00174671933373242,-16.452508858245043) Dual{Cells()}(-0.0017542052039706175,-5478.392132777239) Dual{Cells()}(-0.0017542052039706175,-2.8660090751415706e8) Dual{Cells()}(-0.0017542052039706175,5.738791970098183e8) Dual{Cells()}(-0.0017542052039706175,-2.872674242939205e8) Dual{Cells()}(-0.0017542052039706175,-5370.318818292559) Dual{Cells()}(-0.0017542052039706175,-16.49078962255662) Dual{Cells()}(-4.776907833764618e-5,-5465.595378463564) Dual{Cells()}(-4.776907833764618e-5,-2.872674242939205e8) Dual{Cells()}(-4.776907833764618e-5,2.8727826443942595e8) Dual{Cells()}(-4.776907833764618e-5,-5358.02105661305) Dual{Cells()}(-4.776907833764618e-5,-16.529070386869613) Dual{Cells()}(-0.0005684904898352562,-4728.1903429493295) Dual{Cells()}(-0.0005684904898352562,3.3243841463739395e8) Dual{Cells()}(-0.0005684904898352562,-3.324290199055695e8) Dual{Cells()}(-0.0005684904898352562,-4647.456759122319) Dual{Cells()}(-0.0005684904898352562,-19.08472239451249) Dual{Cells()}(-0.0021389304404397917,-4718.653538402983) Dual{Cells()}(-0.0021389304404397917,-3.324290199055695e8) Dual{Cells()}(-0.0021389304404397917,6.655338757142497e8) Dual{Cells()}(-0.0021389304404397917,-3.330954797897698e8) Dual{Cells()}(-0.0021389304404397917,-4638.242368941369) Dual{Cells()}(-0.0021389304404397917,-19.1230031588241) Dual{Cells()}(-0.000194413733690818,-4709.155107377557) Dual{Cells()}(-0.000194413733690818,-3.330954797897698e8) Dual{Cells()}(-0.000194413733690818,3.331048371705868e8) Dual{Cells()}(-0.000194413733690818,-4629.064425736474) Dual{Cells()}(-0.000194413733690818,-19.161283923136974) Dual{Cells()}(-0.00070632870671392,-4151.248148972459) Dual{Cells()}(-0.00070632870671392,3.7826219904760236e8) Dual{Cells()}(-0.00070632870671392,-3.782539372049018e8) Dual{Cells()}(-0.00070632870671392,-4088.87761565165) Dual{Cells()}(-0.00070632870671392,-21.716935930779567) Dual{Cells()}(-0.002515920918391484,-4143.894023286938) Dual{Cells()}(-0.002515920918391484,-3.782539372049018e8) Dual{Cells()}(-0.002515920918391484,7.571825441422012e8) Dual{Cells()}(-0.002515920918391484,-3.789203595455235e8) Dual{Cells()}(-0.002515920918391484,-4081.742535856679) Dual{Cells()}(-0.002515920918391484,-21.75521669509149) Dual{Cells()}(-0.0003328587354338605,-4136.565897060485) Dual{Cells()}(-0.0003328587354338605,-3.789203595455235e8) Dual{Cells()}(-0.0003328587354338605,3.789285925372221e8) Dual{Cells()}(-0.0003328587354338605,-4074.6323040578563) Dual{Cells()}(-0.0003328587354338605,-21.793497459404094) Dual{Cells()}(-0.000825644778491751,-3699.7511502029147) Dual{Cells()}(-0.000825644778491751,4.240840681708447e8) Dual{Cells()}(-0.000825644778491751,-4.2407669394586843e8) Dual{Cells()}(-0.000825644778491751,-3650.124676572965) Dual{Cells()}(-0.000825644778491751,-24.349149467047486) Dual{Cells()}(-0.0028748364126344357,-3693.9081006833853) Dual{Cells()}(-0.0028748364126344357,-4.2407669394586843e8) Dual{Cells()}(-0.0028748364126344357,8.488271469078374e8) Dual{Cells()}(-0.0028748364126344357,-4.247430902292819e8) Dual{Cells()}(-0.0028748364126344357,-3644.437156224268) Dual{Cells()}(-0.0028748364126344357,-24.38743023135805) Dual{Cells()}(-0.00045230471298643524,-3688.083471942618) Dual{Cells()}(-0.00045230471298643524,-4.247430902292819e8) Dual{Cells()}(-0.00045230471298643524,4.247504415057917e8) Dual{Cells()}(-0.00045230471298643524,-3638.7673268843687) Dual{Cells()}(-0.00045230471298643524,-24.425710995671903) Dual{Cells()}(-0.0009255572425836081,-3336.8076050280356) Dual{Cells()}(-0.0009255572425836081,4.699045817885656e8) Dual{Cells()}(-0.0009255572425836081,-4.6989792161500007e8) Dual{Cells()}(-0.0009255572425836081,-3296.384597485206) Dual{Cells()}(-0.0009255572425836081,-26.981363003315284) Dual{Cells()}(-0.0032144984205703642,-3332.053695043668) Dual{Cells()}(-0.0032144984205703642,-4.6989792161500007e8) Dual{Cells()}(-0.0032144984205703642,9.404688714992254e8) Dual{Cells()}(-0.0032144984205703642,-4.705642990658265e8) Dual{Cells()}(-0.0032144984205703642,-3291.745060072454) Dual{Cells()}(-0.0032144984205703642,-27.019643767625567) Dual{Cells()}(-0.0005528714471062534,-3327.3133078365413) Dual{Cells()}(-0.0005528714471062534,-4.705642990658265e8) Dual{Cells()}(-0.0005528714471062534,4.7057094055561966e8) Dual{Cells()}(-0.0005528714471062534,-3287.1185608380406) Dual{Cells()}(-0.0005528714471062534,-27.057924531938195) Dual{Cells()}(-0.0017871979941988807,-5382.6731217427905) Dual{Cells()}(-0.0017871979941988807,2.923403253179404e8) Dual{Cells()}(-0.0017871979941988807,-2.923296475584183e8) Dual{Cells()}(-0.0017871979941988807,-5278.304864856203) Dual{Cells()}(-0.0017871979941988807,-16.781535550278413) Dual{Cells()}(-0.0017983699507672821,-5370.318818292559) Dual{Cells()}(-0.0017983699507672821,-2.923296475584183e8) Dual{Cells()}(-0.0017983699507672821,5.853364568611243e8) Dual{Cells()}(-0.0017983699507672821,-2.929961557399114e8) Dual{Cells()}(-0.0017983699507672821,-5266.424159926056) Dual{Cells()}(-0.0017983699507672821,-16.81981631459014) Dual{Cells()}(-6.232659246169963e-5,-5358.02105661305) Dual{Cells()}(-6.232659246169963e-5,-2.929961557399114e8) Dual{Cells()}(-6.232659246169963e-5,2.930067852158476e8) Dual{Cells()}(-6.232659246169963e-5,-5254.596782556065) Dual{Cells()}(-6.232659246169963e-5,-16.858097078902944) Dual{Cells()}(-0.0005867351629059929,-4647.456759122319) Dual{Cells()}(-0.0005867351629059929,3.381665190044243e8) Dual{Cells()}(-0.0005867351629059929,-3.38157282701359e8) Dual{Cells()}(-0.0005867351629059929,-4569.432557056851) Dual{Cells()}(-0.0005867351629059929,-19.41374908654631) Dual{Cells()}(-0.002186997872135798,-4638.242368941369) Dual{Cells()}(-0.002186997872135798,-3.38157282701359e8) Dual{Cells()}(-0.002186997872135798,6.769902379653158e8) Dual{Cells()}(-0.002186997872135798,-3.388237370450466e8) Dual{Cells()}(-0.002186997872135798,-4560.524511444156) Dual{Cells()}(-0.002186997872135798,-19.452029850856782) Dual{Cells()}(-0.00021273764762326551,-4629.064425736474) Dual{Cells()}(-0.00021273764762326551,-3.388237370450466e8) Dual{Cells()}(-0.00021273764762326551,3.3883293725089604e8) Dual{Cells()}(-0.00021273764762326551,-4551.651113034384) Dual{Cells()}(-0.00021273764762326551,-19.490310615170973) Dual{Cells()}(-0.0007223145246454659,-4088.87761565165) Dual{Cells()}(-0.0007223145246454659,3.839900233885648e8) Dual{Cells()}(-0.0007223145246454659,-3.839818841121978e8) Dual{Cells()}(-0.0007223145246454659,-4028.352788734657) Dual{Cells()}(-0.0007223145246454659,-22.045962622813914) Dual{Cells()}(-0.0025617993753238753,-4081.742535856679) Dual{Cells()}(-0.0025617993753238753,-3.839818841121978e8) Dual{Cells()}(-0.0025617993753238753,7.68638312043827e8) Dual{Cells()}(-0.0025617993753238753,-3.846483026777342e8) Dual{Cells()}(-0.0025617993753238753,-4021.42711578876) Dual{Cells()}(-0.0025617993753238753,-22.084243387124886) Dual{Cells()}(-0.00034876358211253947,-4074.6323040578563) Dual{Cells()}(-0.00034876358211253947,-3.846483026777342e8) Dual{Cells()}(-0.00034876358211253947,3.8465641395776874e8) Dual{Cells()}(-0.00034876358211253947,-4014.5252063524367) Dual{Cells()}(-0.00034876358211253947,-22.12252415143749) Dual{Cells()}(-0.0008392359760707453,-3650.124676572965) Dual{Cells()}(-0.0008392359760707453,4.2981169762622046e8) Dual{Cells()}(-0.0008392359760707453,-4.2980442101187366e8) Dual{Cells()}(-0.0008392359760707453,-3601.8114940353257) Dual{Cells()}(-0.0008392359760707453,-24.678176159081325) Dual{Cells()}(-0.002918147798065775,-3644.437156224268) Dual{Cells()}(-0.002918147798065775,-4.2980442101187366e8) Dual{Cells()}(-0.002918147798065775,8.602825010408533e8) Dual{Cells()}(-0.002918147798065775,-4.304708146019898e8) Dual{Cells()}(-0.002918147798065775,-3596.273376639742) Dual{Cells()}(-0.002918147798065775,-24.716456923391146) Dual{Cells()}(-0.00046615762550110125,-3638.7673268843687) Dual{Cells()}(-0.00046615762550110125,-4.304708146019898e8) Dual{Cells()}(-0.00046615762550110125,4.3047806887631285e8) Dual{Cells()}(-0.00046615762550110125,-3590.7522585153506) Dual{Cells()}(-0.00046615762550110125,-24.754737687705937) Dual{Cells()}(-0.0009295789217831697,-3296.384597485206) Dual{Cells()}(-0.0009295789217831697,4.756320701691618e8) Dual{Cells()}(-0.0009295789217831697,-4.756254895451651e8) Dual{Cells()}(-0.0009295789217831697,-3256.9290094859175) Dual{Cells()}(-0.0009295789217831697,-27.310389695348718) Dual{Cells()}(-0.0032556626021602586,-3291.745060072454) Dual{Cells()}(-0.0032556626021602586,-4.756254895451651e8) Dual{Cells()}(-0.0032556626021602586,9.519239260618784e8) Dual{Cells()}(-0.0032556626021602586,-4.7629186502321553e8) Dual{Cells()}(-0.0032556626021602586,-3252.399767317827) Dual{Cells()}(-0.0032556626021602586,-27.348670459658944) Dual{Cells()}(-0.0005639380300951115,-3287.1185608380406) Dual{Cells()}(-0.0005639380300951115,-4.7629186502321553e8) Dual{Cells()}(-0.0005639380300951115,4.762984274118292e8) Dual{Cells()}(-0.0005639380300951115,-3247.88310160408) Dual{Cells()}(-0.0005639380300951115,-27.38695122397059) Dual{Cells()}(-0.0018245795378686103,-5177.904366828547) Dual{Cells()}(-0.0018245795378686103,-5278.304864856203) Dual{Cells()}(-0.0018245795378686103,2.9806878892185843e8) Dual{Cells()}(-0.0018245795378686103,-2.980583156020645e8) Dual{Cells()}(-0.0018245795378686103,-17.110562242311868) Dual{Cells()}(-0.0018451212539075828,-5166.470557616941) Dual{Cells()}(-0.0018451212539075828,-5266.424159926056) Dual{Cells()}(-0.0018451212539075828,-2.980583156020645e8) Dual{Cells()}(-0.0018451212539075828,5.967935813217732e8) Dual{Cells()}(-0.0018451212539075828,-2.987248156761481e8) Dual{Cells()}(-0.0018451212539075828,-17.14884300662366) Dual{Cells()}(-7.924698184023113e-5,-5155.087100684412) Dual{Cells()}(-7.924698184023113e-5,-5254.596782556065) Dual{Cells()}(-7.924698184023113e-5,-2.987248156761481e8) Dual{Cells()}(-7.924698184023113e-5,2.9873524254715514e8) Dual{Cells()}(-7.924698184023113e-5,-17.18712377093645) Dual{Cells()}(-0.0006047461705075189,-4493.983665220889) Dual{Cells()}(-0.0006047461705075189,-4569.432557056851) Dual{Cells()}(-0.0006047461705075189,3.438945821069014e8) Dual{Cells()}(-0.0006047461705075189,-3.4388549894790334e8) Dual{Cells()}(-0.0006047461705075189,-19.742775778579947) Dual{Cells()}(-0.002234777685774545,-4485.366944329102) Dual{Cells()}(-0.002234777685774545,-4560.524511444156) Dual{Cells()}(-0.002234777685774545,-3.4388549894790334e8) Dual{Cells()}(-0.002234777685774545,6.884465126496326e8) Dual{Cells()}(-0.002234777685774545,-3.445519480292169e8) Dual{Cells()}(-0.002234777685774545,-19.78105654289018) Dual{Cells()}(-0.0002307501087496233,-4476.783187385542) Dual{Cells()}(-0.0002307501087496233,-4551.651113034384) Dual{Cells()}(-0.0002307501087496233,-3.445519480292169e8) Dual{Cells()}(-0.0002307501087496233,3.445609962828546e8) Dual{Cells()}(-0.0002307501087496233,-19.819337307204485) Dual{Cells()}(-0.0007379268586422547,-3969.592964873394) Dual{Cells()}(-0.0007379268586422547,-4028.352788734657) Dual{Cells()}(-0.0007379268586422547,3.8971781953160703e8) Dual{Cells()}(-0.0007379268586422547,-3.8970979921086407e8) Dual{Cells()}(-0.0007379268586422547,-22.37498931484749) Dual{Cells()}(-0.0026073813209194696,-3962.8676168885486) Dual{Cells()}(-0.0026073813209194696,-4021.42711578876) Dual{Cells()}(-0.0026073813209194696,-3.8970979921086407e8) Dual{Cells()}(-0.0026073813209194696,7.800940200859056e8) Dual{Cells()}(-0.0026073813209194696,-3.903762141670387e8) Dual{Cells()}(-0.0026073813209194696,-22.413270079157883) Dual{Cells()}(-0.00036446447910018227,-3956.16501010688) Dual{Cells()}(-0.00036446447910018227,-4014.5252063524367) Dual{Cells()}(-0.00036446447910018227,-3.903762141670387e8) Dual{Cells()}(-0.00036446447910018227,3.90384207308806e8) Dual{Cells()}(-0.00036446447910018227,-22.45155084347132) Dual{Cells()}(-0.0008526563411714052,-3554.7601677225025) Dual{Cells()}(-0.0008526563411714052,-3601.8114940353257) Dual{Cells()}(-0.0008526563411714052,4.355393069631426e8) Dual{Cells()}(-0.0008526563411714052,-4.3553212538427794e8) Dual{Cells()}(-0.0008526563411714052,-25.007202851114766) Dual{Cells()}(-0.0029613449477966787,-3549.3656445369347) Dual{Cells()}(-0.0029613449477966787,-3596.273376639742) Dual{Cells()}(-0.0029613449477966787,-4.3553212538427794e8) Dual{Cells()}(-0.0029613449477966787,8.717378124654903e8) Dual{Cells()}(-0.0029613449477966787,-4.3619851639670765e8) Dual{Cells()}(-0.0029613449477966787,-25.04548361542469) Dual{Cells()}(-0.0004794016309274073,-3543.9874644724005) Dual{Cells()}(-0.0004794016309274073,-3590.7522585153506) Dual{Cells()}(-0.0004794016309274073,-4.3619851639670765e8) Dual{Cells()}(-0.0004794016309274073,4.36205676220195e8) Dual{Cells()}(-0.0004794016309274073,-25.083764379739378) Dual{Cells()}(-0.00074423743065693,-3256.9290094859175) Dual{Cells()}(-0.00074423743065693,4.813563253064143e8) Dual{Cells()}(-0.00074423743065693,-4.813530407379884e8) Dual{Cells()}(-0.00074423743065693,-27.639416387381203) Dual{Cells()}(-0.0032964429580773576,-3252.399767317827) Dual{Cells()}(-0.0032964429580773576,-4.813530407379884e8) Dual{Cells()}(-0.0032964429580773576,9.633757351168689e8) Dual{Cells()}(-0.0032964429580773576,-4.820194143014159e8) Dual{Cells()}(-0.0032964429580773576,-27.67769715169286) Dual{Cells()}(-0.0005745101674462638,-3247.88310160408) Dual{Cells()}(-0.0005745101674462638,-4.820194143014159e8) Dual{Cells()}(-0.0005745101674462638,4.820226899004954e8) Dual{Cells()}(-0.0005745101674462638,-27.71597791600384) Dual{Cells()}(-1.704213297684578e-8,-14.807375398078015) Dual{Cells()}(-1.704213297684578e-8,2.5796194774296674e8) Dual{Cells()}(-1.704213297684578e-8,-2.5795595977812454e8) Dual{Cells()}(-1.704213297684578e-8,-5973.157466785776) Dual{Cells()}(-6.210553008553863e-8,-14.845656162389592) Dual{Cells()}(-6.210553008553863e-8,-2.5795595977812454e8) Dual{Cells()}(-6.210553008553863e-8,5.1658446102001864e8) Dual{Cells()}(-6.210553008553863e-8,-2.5862252844601014e8) Dual{Cells()}(-6.210553008553863e-8,-5957.950227805832) Dual{Cells()}(0.0015612872263627972,-14.88393692670253) Dual{Cells()}(0.0015612872263627972,-2.5862252844601014e8) Dual{Cells()}(0.0015612872263627972,2.586284861501059e8) Dual{Cells()}(0.0015612872263627972,-5942.820158841845) Dual{Cells()}(0.001338196004829375,-17.439588934345526) Dual{Cells()}(0.001338196004829375,3.037971922986252e8) Dual{Cells()}(0.001338196004829375,-3.037869157049438e8) Dual{Cells()}(0.001338196004829375,-5081.249725596187) Dual{Cells()}(0.001338196004829375,-5177.9043668285485) Dual{Cells()}(-4.3471704663637124e-8,-17.477869698656708) Dual{Cells()}(-4.3471704663637124e-8,-3.037869157049438e8) Dual{Cells()}(-4.3471704663637124e-8,6.082505780180802e8) Dual{Cells()}(-4.3471704663637124e-8,-3.0445340812663066e8) Dual{Cells()}(-4.3471704663637124e-8,-5070.238078427715) Dual{Cells()}(-4.3471704663637124e-8,-5166.470557616938) Dual{Cells()}(0.0017996436705277944,-17.51615046296983) Dual{Cells()}(0.0017996436705277944,-3.0445340812663066e8) Dual{Cells()}(0.0017996436705277944,3.044636400039072e8) Dual{Cells()}(0.0017996436705277944,-5059.274025401728) Dual{Cells()}(0.0017996436705277944,-5155.087100684422) Dual{Cells()}(0.0016556039650371206,-20.07180247061338) Dual{Cells()}(0.0016556039650371206,3.496226059782958e8) Dual{Cells()}(0.0016556039650371206,-3.496136709381178e8) Dual{Cells()}(0.0016556039650371206,-4420.984710263413) Dual{Cells()}(0.0016556039650371206,-4493.983665220872) Dual{Cells()}(3.0382042088324818e-9,-20.110083234923618) Dual{Cells()}(3.0382042088324818e-9,-3.496136709381178e8) Dual{Cells()}(3.0382042088324818e-9,6.999027040690931e8) Dual{Cells()}(3.0382042088324818e-9,-3.502801150086879e8) Dual{Cells()}(3.0382042088324818e-9,-4412.645259863296) Dual{Cells()}(3.0382042088324818e-9,-4485.366944329105) Dual{Cells()}(0.0020374990564506466,-20.148363999237745) Dual{Cells()}(0.0020374990564506466,-3.502801150086879e8) Dual{Cells()}(0.0020374990564506466,3.5028901627743673e8) Dual{Cells()}(0.0020374990564506466,-4404.337197401636) Dual{Cells()}(0.0020374990564506466,-4476.7831873855375) Dual{Cells()}(0.001894249339082482,-22.704016006880376) Dual{Cells()}(0.001894249339082482,3.954455886950779e8) Dual{Cells()}(0.001894249339082482,-3.954376838760206e8) Dual{Cells()}(0.001894249339082482,-3912.5220763899747) Dual{Cells()}(0.001894249339082482,-3969.5929648733704) Dual{Cells()}(1.613724900330002e-7,-22.742296771191146) Dual{Cells()}(1.613724900330002e-7,-3.954376838760206e8) Dual{Cells()}(1.613724900330002e-7,7.915496708539776e8) Dual{Cells()}(1.613724900330002e-7,-3.961040953795543e8) Dual{Cells()}(1.613724900330002e-7,-3905.988488965873) Dual{Cells()}(1.613724900330002e-7,-3962.8676168885554) Dual{Cells()}(0.002275642333034918,-22.780577535504783) Dual{Cells()}(0.002275642333034918,-3.961040953795543e8) Dual{Cells()}(0.002275642333034918,3.9611197380182016e8) Dual{Cells()}(0.002275642333034918,-3899.476678225445) Dual{Cells()}(0.002275642333034918,-3956.1650101068726) Dual{Cells()}(0.0021331487857514176,-25.33622954314781) Dual{Cells()}(0.0021331487857514176,4.412668969713977e8) Dual{Cells()}(0.0021331487857514176,-4.4125980795308715e8) Dual{Cells()}(0.0021331487857514176,-3508.9219132778435) Dual{Cells()}(0.0021331487857514176,-3554.760167722493) Dual{Cells()}(3.366459066741524e-8,-25.3745103074591) Dual{Cells()}(3.366459066741524e-8,-4.4125980795308715e8) Dual{Cells()}(3.366459066741524e-8,8.831930828429196e8) Dual{Cells()}(3.366459066741524e-8,-4.419261964842048e8) Dual{Cells()}(3.366459066741524e-8,-3503.6654727373975) Dual{Cells()}(3.366459066741524e-8,-3549.3656445369306) Dual{Cells()}(0.0025160902244581325,-25.41279107177259) Dual{Cells()}(0.0025160902244581325,-4.419261964842048e8) Dual{Cells()}(0.0025160902244581325,4.4193326430921286e8) Dual{Cells()}(0.0025160902244581325,-3498.4247524969473) Dual{Cells()}(0.0025160902244581325,-3543.9874644724036) Dual{Cells()}(-3.660743109839236e-8,-15.136402090111478) Dual{Cells()}(-3.660743109839236e-8,-5973.157466785776) Dual{Cells()}(-3.660743109839236e-8,2.6369696690939182e8) Dual{Cells()}(-3.660743109839236e-8,-2.6368513368824637e8) Dual{Cells()}(-3.660743109839236e-8,-5844.927276556808) Dual{Cells()}(2.637481884444886e-8,-15.174682854423077) Dual{Cells()}(2.637481884444886e-8,-5957.950227805832) Dual{Cells()}(2.637481884444886e-8,-2.6368513368824637e8) Dual{Cells()}(2.637481884444886e-8,5.280486277940788e8) Dual{Cells()}(2.637481884444886e-8,-2.643516906162928e8) Dual{Cells()}(2.637481884444886e-8,-5830.364629011869) Dual{Cells()}(0.0015913949321497353,-15.212963618735891) Dual{Cells()}(0.0015913949321497353,-5942.820158841845) Dual{Cells()}(0.0015913949321497353,-2.643516906162928e8) Dual{Cells()}(0.0015913949321497353,2.6436346452372247e8) Dual{Cells()}(0.0015913949321497353,-5815.874307207688) Dual{Cells()}(0.0014288040271725813,-17.768615626378832) Dual{Cells()}(0.0014288040271725813,-5081.249725596187) Dual{Cells()}(0.0014288040271725813,3.0952553879454947e8) Dual{Cells()}(0.0014288040271725813,-3.0951545164093506e8) Dual{Cells()}(0.0014288040271725813,-4988.135273208726) Dual{Cells()}(-6.30502607881691e-8,-17.806896390690333) Dual{Cells()}(-6.30502607881691e-8,-5070.238078427715) Dual{Cells()}(-6.30502607881691e-8,-3.0951545164093506e8) Dual{Cells()}(-6.30502607881691e-8,6.197074540363983e8) Dual{Cells()}(-6.30502607881691e-8,-3.101819368276429e8) Dual{Cells()}(-6.30502607881691e-8,-4977.522845418788) Dual{Cells()}(0.0018293516508331238,-17.845177155003206) Dual{Cells()}(0.0018293516508331238,-5059.274025401728) Dual{Cells()}(0.0018293516508331238,-3.101819368276429e8) Dual{Cells()}(0.0018293516508331238,3.1019198090229684e8) Dual{Cells()}(0.0018293516508331238,-4966.955451340306) Dual{Cells()}(0.001685430035790947,-20.400829162645984) Dual{Cells()}(0.001685430035790947,-4420.984710263413) Dual{Cells()}(0.001685430035790947,3.5535059249848914e8) Dual{Cells()}(0.001685430035790947,-3.5534180079462653e8) Dual{Cells()}(0.001685430035790947,-4350.318323202934) Dual{Cells()}(3.722647965147957e-8,-20.439109926956828) Dual{Cells()}(3.722647965147957e-8,-4412.645259863296) Dual{Cells()}(3.722647965147957e-8,-3.5534180079462653e8) Dual{Cells()}(3.722647965147957e-8,7.113588162228564e8) Dual{Cells()}(3.722647965147957e-8,-3.560082401008818e8) Dual{Cells()}(3.722647965147957e-8,-4342.2429783505695) Dual{Cells()}(0.0020672088561766856,-20.4773906912712) Dual{Cells()}(0.0020672088561766856,-4404.337197401636) Dual{Cells()}(0.0020672088561766856,-3.560082401008818e8) Dual{Cells()}(0.0020672088561766856,3.5601699911301416e8) Dual{Cells()}(0.0020672088561766856,-4334.197544267422) Dual{Cells()}(0.0019240274999871051,-23.03304269891336) Dual{Cells()}(0.0019240274999871051,-3912.5220763899747) Dual{Cells()}(0.0019240274999871051,4.011733320483828e8) Dual{Cells()}(0.0019240274999871051,-4.011655394249005e8) Dual{Cells()}(0.0019240274999871051,-3857.068363264043) Dual{Cells()}(1.9687544860797108e-7,-23.071323463225124) Dual{Cells()}(1.9687544860797108e-7,-3905.988488965873) Dual{Cells()}(1.9687544860797108e-7,-4.011655394249005e8) Dual{Cells()}(1.9687544860797108e-7,8.030052668242885e8) Dual{Cells()}(1.9687544860797108e-7,-4.018319476211224e8) Dual{Cells()}(1.9687544860797108e-7,-3850.7184531599396) Dual{Cells()}(0.0023057183105270667,-23.109604227537776) Dual{Cells()}(0.0023057183105270667,-3899.476678225445) Dual{Cells()}(0.0023057183105270667,-4.018319476211224e8) Dual{Cells()}(0.0023057183105270667,4.0183971459681386e8) Dual{Cells()}(0.0023057183105270667,-3844.3894089839046) Dual{Cells()}(0.0021631587790515738,-25.665256235180625) Dual{Cells()}(0.0021631587790515738,-3508.9219132778435) Dual{Cells()}(0.0021631587790515738,4.4699446839196074e8) Dual{Cells()}(0.0021631587790515738,-4.4698746955436283e8) Dual{Cells()}(0.0021631587790515738,-3464.250428346351) Dual{Cells()}(-2.4927532189670046e-8,-25.703536999491753) Dual{Cells()}(-2.4927532189670046e-8,-3503.6654727373975) Dual{Cells()}(-2.4927532189670046e-8,-4.4698746955436283e8) Dual{Cells()}(-2.4927532189670046e-8,8.946483137460196e8) Dual{Cells()}(-2.4927532189670046e-8,-4.476538556958098e8) Dual{Cells()}(-2.4927532189670046e-8,-3459.126837304621) Dual{Cells()}(0.002546243133994595,-25.741817763806218) Dual{Cells()}(0.002546243133994595,-3498.4247524969473) Dual{Cells()}(0.002546243133994595,-4.476538556958098e8) Dual{Cells()}(0.002546243133994595,4.47660833880755e8) Dual{Cells()}(0.002546243133994595,-3454.0183749830467) Dual{Cells()}(-8.69983038680102e-9,-15.465428782145043) Dual{Cells()}(-8.69983038680102e-9,-5844.927276556808) Dual{Cells()}(-8.69983038680102e-9,2.694257920251123e8) Dual{Cells()}(-8.69983038680102e-9,-2.694142095497044e8) Dual{Cells()}(-8.69983038680102e-9,-5722.082702576152) Dual{Cells()}(5.01467593942706e-8,-15.503709546456372) Dual{Cells()}(5.01467593942706e-8,-5830.364629011869) Dual{Cells()}(5.01467593942706e-8,-2.694142095497044e8) Dual{Cells()}(5.01467593942706e-8,5.395065190193129e8) Dual{Cells()}(5.01467593942706e-8,-2.700807554767237e8) Dual{Cells()}(5.01467593942706e-8,-5708.12454631716) Dual{Cells()}(0.0016211258385876591,-15.541990310769345) Dual{Cells()}(0.0016211258385876591,-5815.874307207688) Dual{Cells()}(0.0016211258385876591,-2.700807554767237e8) Dual{Cells()}(0.0016211258385876591,2.7009228112728953e8) Dual{Cells()}(0.0016211258385876591,-5694.2342683372935) Dual{Cells()}(0.0014735964798921405,-18.09764231841207) Dual{Cells()}(0.0014735964798921405,-4988.135273208726) Dual{Cells()}(0.0014735964798921405,3.1525383150109303e8) Dual{Cells()}(0.0014735964798921405,-3.152439268980588e8) Dual{Cells()}(0.0014735964798921405,-4898.370118769012) Dual{Cells()}(-3.388447037473881e-8,-18.13592308272413) Dual{Cells()}(-3.388447037473881e-8,-4977.522845418788) Dual{Cells()}(-3.388447037473881e-8,-3.152439268980588e8) Dual{Cells()}(-3.388447037473881e-8,6.311642159327013e8) Dual{Cells()}(-3.388447037473881e-8,-3.1591040524027455e8) Dual{Cells()}(-3.388447037473881e-8,-4888.135599574349) Dual{Cells()}(0.001859056305964364,-18.1742038470366) Dual{Cells()}(0.001859056305964364,-4966.955451340306) Dual{Cells()}(0.001859056305964364,-3.1591040524027455e8) Dual{Cells()}(0.001859056305964364,3.159202683136637e8) Dual{Cells()}(0.001859056305964364,-4877.943733969554) Dual{Cells()}(0.0017153477497795712,-20.729855854679286) Dual{Cells()}(0.0017153477497795712,-4350.318323202934) Dual{Cells()}(0.0017153477497795712,3.610785434575723e8) Dual{Cells()}(0.0017153477497795712,-3.610698905348823e8) Dual{Cells()}(0.0017153477497795712,-4281.874510960362) Dual{Cells()}(-8.423466030596516e-8,-20.768136618991452) Dual{Cells()}(-8.423466030596516e-8,-4342.2429783505695) Dual{Cells()}(-8.423466030596516e-8,-3.610698905348823e8) Dual{Cells()}(-8.423466030596516e-8,7.228148528885733e8) Dual{Cells()}(-8.423466030596516e-8,-3.617363252916492e8) Dual{Cells()}(-8.423466030596516e-8,-4274.05092678434) Dual{Cells()}(0.0020969667090854098,-20.806417383303764) Dual{Cells()}(0.0020969667090854098,-4334.197544267422) Dual{Cells()}(0.0020969667090854098,-3.617363252916492e8) Dual{Cells()}(0.0020969667090854098,3.617449465514783e8) Dual{Cells()}(0.0020969667090854098,-4266.2558674248585) Dual{Cells()}(0.001953870163419784,-23.362069390947465) Dual{Cells()}(0.001953870163419784,-3857.068363264043) Dual{Cells()}(0.001953870163419784,4.0690105067105156e8) Dual{Cells()}(0.001953870163419784,-4.068933670765464e8) Dual{Cells()}(0.001953870163419784,-3803.1640725695534) Dual{Cells()}(4.9280491356499395e-8,-23.400350155257406) Dual{Cells()}(4.9280491356499395e-8,-3850.7184531599396) Dual{Cells()}(4.9280491356499395e-8,-4.068933670765464e8) Dual{Cells()}(4.9280491356499395e-8,8.14460810289946e8) Dual{Cells()}(4.9280491356499395e-8,-4.075597721043918e8) Dual{Cells()}(4.9280491356499395e-8,-3796.9902043953666) Dual{Cells()}(0.0023358910183035406,-23.438630919571995) Dual{Cells()}(0.0023358910183035406,-3844.3894089839046) Dual{Cells()}(0.0023358910183035406,-4.075597721043918e8) Dual{Cells()}(0.0023358910183035406,4.075674307687732e8) Dual{Cells()}(0.0023358910183035406,-3790.83634146356) Dual{Cells()}(0.0021934267847988137,-25.994282927213465) Dual{Cells()}(0.0021934267847988137,-3464.250428346351) Dual{Cells()}(0.0021934267847988137,4.527220219269371e8) Dual{Cells()}(0.0021934267847988137,-4.527151109804891e8) Dual{Cells()}(0.0021934267847988137,-3420.70173675336) Dual{Cells()}(-2.893126067773748e-7,-26.032563691526168) Dual{Cells()}(-2.893126067773748e-7,-3459.126837304621) Dual{Cells()}(-2.893126067773748e-7,-4.527151109804891e8) Dual{Cells()}(-2.893126067773748e-7,9.061035066745785e8) Dual{Cells()}(-2.893126067773748e-7,-4.533814948286654e8) Dual{Cells()}(-2.893126067773748e-7,-3415.7060231293144) Dual{Cells()}(0.0025763293793754447,-26.07084445583783) Dual{Cells()}(0.0025763293793754447,-3454.0183749830467) Dual{Cells()}(0.0025763293793754447,-4.533814948286654e8) Dual{Cells()}(0.0025763293793754447,4.5338838564276075e8) Dual{Cells()}(0.0025763293793754447,-3410.72487594936) Dual{Cells()}(2.2934911568300506e-7,-15.794455474178145) Dual{Cells()}(2.2934911568300506e-7,-5722.082702576152) Dual{Cells()}(2.2934911568300506e-7,2.7515453564394003e8) Dual{Cells()}(2.2934911568300506e-7,-2.7514319347509336e8) Dual{Cells()}(2.2934911568300506e-7,-5604.291688597179) Dual{Cells()}(-8.118063875523027e-8,-15.832736238489826) Dual{Cells()}(-8.118063875523027e-8,-5708.12454631716) Dual{Cells()}(-8.118063875523027e-8,-2.7514319347509336e8) Dual{Cells()}(-8.118063875523027e-8,5.509642374132332e8) Dual{Cells()}(-8.118063875523027e-8,-2.758097290796777e8) Dual{Cells()}(-8.118063875523027e-8,-5590.9011795022225) Dual{Cells()}(0.0016508714227106741,-15.871017002802745) Dual{Cells()}(0.0016508714227106741,-5694.2342683372935) Dual{Cells()}(0.0016508714227106741,-2.758097290796777e8) Dual{Cells()}(0.0016508714227106741,2.758210167594213e8) Dual{Cells()}(0.0016508714227106741,-5577.574458259396) Dual{Cells()}(0.0015059117493071996,-18.426669010445806) Dual{Cells()}(0.0015059117493071996,-4898.370118769012) Dual{Cells()}(0.0015059117493071996,3.209820732908321e8) Dual{Cells()}(0.0015059117493071996,-3.2097234471719885e8) Dual{Cells()}(0.0015059117493071996,-4811.776845457312) Dual{Cells()}(1.0779797378454754e-7,-18.46494977475725) Dual{Cells()}(1.0779797378454754e-7,-4888.135599574349) Dual{Cells()}(1.0779797378454754e-7,-3.2097234471719885e8) Dual{Cells()}(1.0779797378454754e-7,6.426208697935643e8) Dual{Cells()}(1.0779797378454754e-7,-3.216388165754027e8) Dual{Cells()}(1.0779797378454754e-7,-4801.900413477859) Dual{Cells()}(0.0018887529094694447,-18.503230539070177) Dual{Cells()}(0.0018887529094694447,-4877.943733969554) Dual{Cells()}(0.0018887529094694447,-3.216388165754027e8) Dual{Cells()}(0.0018887529094694447,3.2164850508678687e8) Dual{Cells()}(0.0018887529094694447,-4792.06441969313) Dual{Cells()}(0.0017451931893397625,-21.058882546713708) Dual{Cells()}(0.0017451931893397625,-4281.874510960362) Dual{Cells()}(0.0017451931893397625,3.6680646050487465e8) Dual{Cells()}(0.0017451931893397625,-3.66797942021395e8) Dual{Cells()}(0.0017451931893397625,-4215.550086153624) Dual{Cells()}(-4.397178533679762e-8,-21.09716331102413) Dual{Cells()}(-4.397178533679762e-8,-4274.05092678434) Dual{Cells()}(-4.397178533679762e-8,-3.66797942021395e8) Dual{Cells()}(-4.397178533679762e-8,7.342708175852232e8) Dual{Cells()}(-4.397178533679762e-8,-3.6746437244906306e8) Dual{Cells()}(-4.397178533679762e-8,-4207.966675010303) Dual{Cells()}(0.0021266159476750154,-21.135444075337805) Dual{Cells()}(0.0021266159476750154,-4266.2558674248585) Dual{Cells()}(0.0021266159476750154,-3.6746437244906306e8) Dual{Cells()}(0.0021266159476750154,3.674728602508616e8) Dual{Cells()}(0.0021266159476750154,-4200.410487017026) Dual{Cells()}(0.001983776765066184,-23.691096082981385) Dual{Cells()}(0.001983776765066184,-3803.1640725695534) Dual{Cells()}(0.001983776765066184,4.126287455952091e8) Dual{Cells()}(0.001983776765066184,-4.126211679948578e8) Dual{Cells()}(0.001983776765066184,-3750.745182726217) Dual{Cells()}(-1.0610095285364975e-7,-23.729376847290947) Dual{Cells()}(-1.0610095285364975e-7,-3796.9902043953666) Dual{Cells()}(-1.0610095285364975e-7,-4.126211679948578e8) Dual{Cells()}(-1.0610095285364975e-7,8.259163034426769e8) Dual{Cells()}(-1.0610095285364975e-7,-4.132875699880996e8) Dual{Cells()}(-1.0610095285364975e-7,-3744.7401383609276) Dual{Cells()}(0.002365983938861285,-23.76765761160552) Dual{Cells()}(0.002365983938861285,-3790.83634146356) Dual{Cells()}(0.002365983938861285,-4.132875699880996e8) Dual{Cells()}(0.002365983938861285,4.132951233463839e8) Dual{Cells()}(0.002365983938861285,-3738.754285228386) Dual{Cells()}(0.002223349677521627,-26.32330961924713) Dual{Cells()}(0.002223349677521627,-3420.70173675336) Dual{Cells()}(0.002223349677521627,4.5844955825595087e8) Dual{Cells()}(0.002223349677521627,-4.584427329968602e8) Dual{Cells()}(0.002223349677521627,-3378.2340442807185) Dual{Cells()}(4.753523978563365e-8,-26.36159038355989) Dual{Cells()}(4.753523978563365e-8,-3415.7060231293144) Dual{Cells()}(4.753523978563365e-8,-4.584427329968602e8) Dual{Cells()}(4.753523978563365e-8,9.175586630563344e8) Dual{Cells()}(4.753523978563365e-8,-4.591091146303797e8) Dual{Cells()}(4.753523978563365e-8,-3373.3614809789246) Dual{Cells()}(0.002606145056475037,-26.399871147871956) Dual{Cells()}(0.002606145056475037,-3410.72487594936) Dual{Cells()}(0.002606145056475037,-4.591091146303797e8) Dual{Cells()}(0.002606145056475037,4.5911592025807613e8) Dual{Cells()}(0.002606145056475037,-3368.5029493631) Dual{Cells()}(8.448741862381081e-7,-16.123482166211744) Dual{Cells()}(8.448741862381081e-7,-5604.291688597179) Dual{Cells()}(8.448741862381081e-7,2.8088320273722243e8) Dual{Cells()}(8.448741862381081e-7,-2.808720910731452e8) Dual{Cells()}(8.448741862381081e-7,-5491.248906451462) Dual{Cells()}(-9.852924192689256e-8,-16.161762930523327) Dual{Cells()}(-9.852924192689256e-8,-5590.9011795022225) Dual{Cells()}(-9.852924192689256e-8,-2.808720910731452e8) Dual{Cells()}(-9.852924192689256e-8,5.624217935063772e8) Dual{Cells()}(-9.852924192689256e-8,-2.815386169781568e8) Dual{Cells()}(-9.852924192689256e-8,-5478.392132777232) Dual{Cells()}(0.0016806732388099824,-16.200043694836125) Dual{Cells()}(0.0016806732388099824,-5577.574458259396) Dual{Cells()}(0.0016806732388099824,-2.815386169781568e8) Dual{Cells()}(0.0016806732388099824,2.815496763480372e8) Dual{Cells()}(0.0016806732388099824,-5465.595378463564) Dual{Cells()}(0.0015362080085981288,-18.75569570247911) Dual{Cells()}(0.0015362080085981288,-4811.776845457312) Dual{Cells()}(0.0015362080085981288,3.2671026683764684e8) Dual{Cells()}(0.0015362080085981288,-3.267007081147627e8) Dual{Cells()}(0.0015362080085981288,-4728.190342949331) Dual{Cells()}(-7.708759359537423e-8,-18.7939764667905) Dual{Cells()}(-7.708759359537423e-8,-4801.900413477859) Dual{Cells()}(-7.708759359537423e-8,-3.267007081147627e8) Dual{Cells()}(-7.708759359537423e-8,6.54077421291375e8) Dual{Cells()}(-7.708759359537423e-8,-3.27367173828684e8) Dual{Cells()}(-7.708759359537423e-8,-4718.653538402997) Dual{Cells()}(0.001918561124855634,-18.832257231103576) Dual{Cells()}(0.001918561124855634,-4792.06441969313) Dual{Cells()}(0.001918561124855634,-3.27367173828684e8) Dual{Cells()}(0.001918561124855634,3.2737669388046825e8) Dual{Cells()}(0.001918561124855634,-4709.155107377557) Dual{Cells()}(0.0017749574463404693,-21.387909238746758) Dual{Cells()}(0.0017749574463404693,-4215.550086153624) Dual{Cells()}(0.0017749574463404693,3.7253434521313274e8) Dual{Cells()}(0.0017749574463404693,-3.725259570269884e8) Dual{Cells()}(0.0017749574463404693,-4151.248148972461) Dual{Cells()}(1.6432186574844368e-7,-21.4261900030576) Dual{Cells()}(1.6432186574844368e-7,-4207.966675010303) Dual{Cells()}(1.6432186574844368e-7,-3.725259570269884e8) Dual{Cells()}(1.6432186574844368e-7,7.457267136299151e8) Dual{Cells()}(1.6432186574844368e-7,-3.7319238331603837e8) Dual{Cells()}(1.6432186574844368e-7,-4143.894023286947) Dual{Cells()}(0.0021561552184645983,-21.464470767371164) Dual{Cells()}(0.0021561552184645983,-4200.410487017026) Dual{Cells()}(0.0021561552184645983,-3.7319238331603837e8) Dual{Cells()}(0.0021561552184645983,3.732007417568932e8) Dual{Cells()}(0.0021561552184645983,-4136.565897060485) Dual{Cells()}(0.0020133748530678543,-24.020122775013505) Dual{Cells()}(0.0020133748530678543,-3750.745182726217) Dual{Cells()}(0.0020133748530678543,4.183564177863972e8) Dual{Cells()}(0.0020133748530678543,-4.183489432699415e8) Dual{Cells()}(0.0020133748530678543,-3699.751150202931) Dual{Cells()}(1.0140434480391397e-7,-24.058403539325344) Dual{Cells()}(1.0140434480391397e-7,-3744.7401383609276) Dual{Cells()}(1.0140434480391397e-7,-4.183489432699415e8) Dual{Cells()}(1.0140434480391397e-7,8.3737174832566e8) Dual{Cells()}(1.0140434480391397e-7,-4.19015342349076e8) Dual{Cells()}(1.0140434480391397e-7,-3693.9081006833853) Dual{Cells()}(0.002395996164633977,-24.09668430363799) Dual{Cells()}(0.002395996164633977,-3738.754285228386) Dual{Cells()}(0.002395996164633977,-4.19015342349076e8) Dual{Cells()}(0.002395996164633977,4.190227932835174e8) Dual{Cells()}(0.002395996164633977,-3688.083471942624) Dual{Cells()}(0.002253534510798818,-26.652336311281505) Dual{Cells()}(0.002253534510798818,-3378.2340442807185) Dual{Cells()}(0.002253534510798818,4.641770780134322e8) Dual{Cells()}(0.002253534510798818,-4.641703363194466e8) Dual{Cells()}(0.002253534510798818,-3336.8076050280592) Dual{Cells()}(-1.888279346079491e-8,-26.690617075592556) Dual{Cells()}(-1.888279346079491e-8,-3373.3614809789246) Dual{Cells()}(-1.888279346079491e-8,-4.641703363194466e8) Dual{Cells()}(-1.888279346079491e-8,9.290137842423546e8) Dual{Cells()}(-1.888279346079491e-8,-4.648367158171149e8) Dual{Cells()}(-1.888279346079491e-8,-3332.0536950436704) Dual{Cells()}(0.0026360992408656176,-26.72889783990525) Dual{Cells()}(0.0026360992408656176,-3368.5029493631) Dual{Cells()}(0.0026360992408656176,-4.648367158171149e8) Dual{Cells()}(0.0026360992408656176,4.6484343836226994e8) Dual{Cells()}(0.0026360992408656176,-3327.313307836483) Dual{Cells()}(3.30220797615903e-6,-16.452508858245043) Dual{Cells()}(3.30220797615903e-6,-5491.248906451462) Dual{Cells()}(3.30220797615903e-6,2.8661179788869804e8) Dual{Cells()}(3.30220797615903e-6,-2.86600907514161e8) Dual{Cells()}(3.30220797615903e-6,-5382.673121742786) Dual{Cells()}(4.754240605982663e-8,-16.49078962255662) Dual{Cells()}(4.754240605982663e-8,-5478.392132777232) Dual{Cells()}(4.754240605982663e-8,-2.86600907514161e8) Dual{Cells()}(4.754240605982663e-8,5.738791970099468e8) Dual{Cells()}(4.754240605982663e-8,-2.8726742429404515e8) Dual{Cells()}(4.754240605982663e-8,-5370.318818292564) Dual{Cells()}(0.0017103298341663675,-16.529070386869613) Dual{Cells()}(0.0017103298341663675,-5465.595378463564) Dual{Cells()}(0.0017103298341663675,-2.8726742429404515e8) Dual{Cells()}(0.0017103298341663675,2.872782644395506e8) Dual{Cells()}(0.0017103298341663675,-5358.021056613046) Dual{Cells()}(0.0015659457901164358,-19.08472239451249) Dual{Cells()}(0.0015659457901164358,-4728.190342949331) Dual{Cells()}(0.0015659457901164358,3.3243841463705224e8) Dual{Cells()}(0.0015659457901164358,-3.324290199052278e8) Dual{Cells()}(0.0015659457901164358,-4647.456759122314) Dual{Cells()}(8.582790571049631e-8,-19.1230031588241) Dual{Cells()}(8.582790571049631e-8,-4718.653538402997) Dual{Cells()}(8.582790571049631e-8,-3.324290199052278e8) Dual{Cells()}(8.582790571049631e-8,6.655338757134632e8) Dual{Cells()}(8.582790571049631e-8,-3.330954797893249e8) Dual{Cells()}(8.582790571049631e-8,-4638.2423689413545) Dual{Cells()}(0.0019482951096350557,-19.161283923136974) Dual{Cells()}(0.0019482951096350557,-4709.155107377557) Dual{Cells()}(0.0019482951096350557,-3.330954797893249e8) Dual{Cells()}(0.0019482951096350557,3.331048371701419e8) Dual{Cells()}(0.0019482951096350557,-4629.064425736462) Dual{Cells()}(0.0018047983564830937,-21.716935930779567) Dual{Cells()}(0.0018047983564830937,-4151.248148972461) Dual{Cells()}(0.0018047983564830937,3.7826219904722106e8) Dual{Cells()}(0.0018047983564830937,-3.782539372045205e8) Dual{Cells()}(0.0018047983564830937,-4088.87761565165) Dual{Cells()}(2.0946820477978079e-7,-21.75521669509149) Dual{Cells()}(2.0946820477978079e-7,-4143.894023286947) Dual{Cells()}(2.0946820477978079e-7,-3.782539372045205e8) Dual{Cells()}(2.0946820477978079e-7,7.571825441414088e8) Dual{Cells()}(2.0946820477978079e-7,-3.789203595451125e8) Dual{Cells()}(2.0946820477978079e-7,-4081.7425358566707) Dual{Cells()}(0.002185750217919959,-21.793497459404094) Dual{Cells()}(0.002185750217919959,-4136.565897060485) Dual{Cells()}(0.002185750217919959,-3.789203595451125e8) Dual{Cells()}(0.002185750217919959,3.7892859253681105e8) Dual{Cells()}(0.002185750217919959,-4074.632304057861) Dual{Cells()}(0.0020432123793273425,-24.349149467047486) Dual{Cells()}(0.0020432123793273425,-3699.751150202931) Dual{Cells()}(0.0020432123793273425,4.2408406817024714e8) Dual{Cells()}(0.0020432123793273425,-4.240766939452709e8) Dual{Cells()}(0.0020432123793273425,-3650.12467657297) Dual{Cells()}(-6.835635021039399e-8,-24.38743023135805) Dual{Cells()}(-6.835635021039399e-8,-3693.9081006833853) Dual{Cells()}(-6.835635021039399e-8,-4.240766939452709e8) Dual{Cells()}(-6.835635021039399e-8,8.488271469038701e8) Dual{Cells()}(-6.835635021039399e-8,-4.2474309022591215e8) Dual{Cells()}(-6.835635021039399e-8,-3644.4371562242527) Dual{Cells()}(0.0024261145076941485,-24.425710995671903) Dual{Cells()}(0.0024261145076941485,-3688.083471942624) Dual{Cells()}(0.0024261145076941485,-4.2474309022591215e8) Dual{Cells()}(0.0024261145076941485,4.24750441502422e8) Dual{Cells()}(0.0024261145076941485,-3638.7673268843355) Dual{Cells()}(0.0022838748362415946,-26.981363003315284) Dual{Cells()}(0.0022838748362415946,-3336.8076050280592) Dual{Cells()}(0.0022838748362415946,4.6990458178635424e8) Dual{Cells()}(0.0022838748362415946,-4.6989792161278874e8) Dual{Cells()}(0.0022838748362415946,-3296.384597485188) Dual{Cells()}(8.291671459680072e-9,-27.019643767625567) Dual{Cells()}(8.291671459680072e-9,-3332.0536950436704) Dual{Cells()}(8.291671459680072e-9,-4.6989792161278874e8) Dual{Cells()}(8.291671459680072e-9,9.404688715004711e8) Dual{Cells()}(8.291671459680072e-9,-4.705642990692835e8) Dual{Cells()}(8.291671459680072e-9,-3291.745060072446) Dual{Cells()}(0.0026660849120424815,-27.057924531938195) Dual{Cells()}(0.0026660849120424815,-3327.313307836483) Dual{Cells()}(0.0026660849120424815,-4.705642990692835e8) Dual{Cells()}(0.0026660849120424815,4.7057094055907667e8) Dual{Cells()}(0.0026660849120424815,-3287.118560838102) Dual{Cells()}(7.228638863047282e-6,-16.781535550278413) Dual{Cells()}(7.228638863047282e-6,-5382.673121742786) Dual{Cells()}(7.228638863047282e-6,2.9234032531793183e8) Dual{Cells()}(7.228638863047282e-6,-2.923296475584097e8) Dual{Cells()}(7.228638863047282e-6,-5278.304864856202) Dual{Cells()}(-1.1555586945687698e-7,-16.81981631459014) Dual{Cells()}(-1.1555586945687698e-7,-5370.318818292564) Dual{Cells()}(-1.1555586945687698e-7,-2.923296475584097e8) Dual{Cells()}(-1.1555586945687698e-7,5.853364568612044e8) Dual{Cells()}(-1.1555586945687698e-7,-2.9299615574000007e8) Dual{Cells()}(-1.1555586945687698e-7,-5266.424159926058) Dual{Cells()}(0.0017401428209390364,-16.858097078902944) Dual{Cells()}(0.0017401428209390364,-5358.021056613046) Dual{Cells()}(0.0017401428209390364,-2.9299615574000007e8) Dual{Cells()}(0.0017401428209390364,2.930067852159363e8) Dual{Cells()}(0.0017401428209390364,-5254.59678255606) Dual{Cells()}(0.0015957798875068283,-19.41374908654631) Dual{Cells()}(0.0015957798875068283,-4647.456759122314) Dual{Cells()}(0.0015957798875068283,3.381665190046702e8) Dual{Cells()}(0.0015957798875068283,-3.381572827016049e8) Dual{Cells()}(0.0015957798875068283,-4569.432557056862) Dual{Cells()}(1.0312478244652382e-7,-19.452029850856782) Dual{Cells()}(1.0312478244652382e-7,-4638.2423689413545) Dual{Cells()}(1.0312478244652382e-7,-3.381572827016049e8) Dual{Cells()}(1.0312478244652382e-7,6.76990237965897e8) Dual{Cells()}(1.0312478244652382e-7,-3.388237370453818e8) Dual{Cells()}(1.0312478244652382e-7,-4560.524511444158) Dual{Cells()}(0.0019780466571257217,-19.490310615170973) Dual{Cells()}(0.0019780466571257217,-4629.064425736462) Dual{Cells()}(0.0019780466571257217,-3.388237370453818e8) Dual{Cells()}(0.0019780466571257217,3.388329372512312e8) Dual{Cells()}(0.0019780466571257217,-4551.651113034376) Dual{Cells()}(0.0018347109580628405,-22.045962622813914) Dual{Cells()}(0.0018347109580628405,-4088.87761565165) Dual{Cells()}(0.0018347109580628405,3.8399002338855416e8) Dual{Cells()}(0.0018347109580628405,-3.8398188411218715e8) Dual{Cells()}(0.0018347109580628405,-4028.3527887346536) Dual{Cells()}(-9.197824604864277e-8,-22.084243387124886) Dual{Cells()}(-9.197824604864277e-8,-4081.7425358566707) Dual{Cells()}(-9.197824604864277e-8,-3.8398188411218715e8) Dual{Cells()}(-9.197824604864277e-8,7.686383120435772e8) Dual{Cells()}(-9.197824604864277e-8,-3.84648302677495e8) Dual{Cells()}(-9.197824604864277e-8,-4021.427115788758) Dual{Cells()}(0.002215574386443964,-22.12252415143749) Dual{Cells()}(0.002215574386443964,-4074.632304057861) Dual{Cells()}(0.002215574386443964,-3.84648302677495e8) Dual{Cells()}(0.002215574386443964,3.8465641395752954e8) Dual{Cells()}(0.002215574386443964,-4014.525206352428) Dual{Cells()}(0.0020729119189121445,-24.678176159081325) Dual{Cells()}(0.0020729119189121445,-3650.12467657297) Dual{Cells()}(0.0020729119189121445,4.298116976262284e8) Dual{Cells()}(0.0020729119189121445,-4.298044210118816e8) Dual{Cells()}(0.0020729119189121445,-3601.811494035335) Dual{Cells()}(-6.104916893887036e-8,-24.716456923391146) Dual{Cells()}(-6.104916893887036e-8,-3644.4371562242527) Dual{Cells()}(-6.104916893887036e-8,-4.298044210118816e8) Dual{Cells()}(-6.104916893887036e-8,8.602825010403333e8) Dual{Cells()}(-6.104916893887036e-8,-4.3047081460146195e8) Dual{Cells()}(-6.104916893887036e-8,-3596.273376639742) Dual{Cells()}(0.0024561521051906163,-24.754737687705937) Dual{Cells()}(0.0024561521051906163,-3638.7673268843355) Dual{Cells()}(0.0024561521051906163,-4.3047081460146195e8) Dual{Cells()}(0.0024561521051906163,4.30478068875785e8) Dual{Cells()}(0.0024561521051906163,-3590.752258515342) Dual{Cells()}(0.002320956338058792,-27.310389695348718) Dual{Cells()}(0.002320956338058792,-3296.384597485188) Dual{Cells()}(0.002320956338058792,4.756320701691794e8) Dual{Cells()}(0.002320956338058792,-4.756254895451827e8) Dual{Cells()}(0.002320956338058792,-3256.9290094859243) Dual{Cells()}(-4.360758635245897e-8,-27.348670459658944) Dual{Cells()}(-4.360758635245897e-8,-3291.745060072446) Dual{Cells()}(-4.360758635245897e-8,-4.756254895451827e8) Dual{Cells()}(-4.360758635245897e-8,9.51923926060937e8) Dual{Cells()}(-4.360758635245897e-8,-4.762918650222565e8) Dual{Cells()}(-4.360758635245897e-8,-3252.3997673178274) Dual{Cells()}(0.0026961320791794316,-27.38695122397059) Dual{Cells()}(0.0026961320791794316,-3287.118560838102) Dual{Cells()}(0.0026961320791794316,-4.762918650222565e8) Dual{Cells()}(0.0026961320791794316,4.7629842741087013e8) Dual{Cells()}(0.0026961320791794316,-3247.8831016040717) Dual{Cells()}(1.6409436440459292e-5,-17.110562242311868) Dual{Cells()}(1.6409436440459292e-5,-5177.9043668285485) Dual{Cells()}(1.6409436440459292e-5,-5278.304864856202) Dual{Cells()}(1.6409436440459292e-5,2.980687889218678e8) Dual{Cells()}(1.6409436440459292e-5,-2.9805831560207385e8) Dual{Cells()}(6.940743765230378e-8,-17.14884300662366) Dual{Cells()}(6.940743765230378e-8,-5166.470557616938) Dual{Cells()}(6.940743765230378e-8,-5266.424159926058) Dual{Cells()}(6.940743765230378e-8,-2.9805831560207385e8) Dual{Cells()}(6.940743765230378e-8,5.967935813219776e8) Dual{Cells()}(6.940743765230378e-8,-2.9872481567634314e8) Dual{Cells()}(0.0017697452700786535,-17.18712377093645) Dual{Cells()}(0.0017697452700786535,-5155.087100684422) Dual{Cells()}(0.0017697452700786535,-5254.59678255606) Dual{Cells()}(0.0017697452700786535,-2.9872481567634314e8) Dual{Cells()}(0.0017697452700786535,2.9873524254735017e8) Dual{Cells()}(0.001625717763443554,-19.742775778579947) Dual{Cells()}(0.001625717763443554,-4493.983665220872) Dual{Cells()}(0.001625717763443554,-4569.432557056862) Dual{Cells()}(0.001625717763443554,3.4389458210666776e8) Dual{Cells()}(0.001625717763443554,-3.438854989476697e8) Dual{Cells()}(1.2756439961379012e-7,-19.78105654289018) Dual{Cells()}(1.2756439961379012e-7,-4485.366944329105) Dual{Cells()}(1.2756439961379012e-7,-4560.524511444158) Dual{Cells()}(1.2756439961379012e-7,-3.438854989476697e8) Dual{Cells()}(1.2756439961379012e-7,6.88446512649862e8) Dual{Cells()}(1.2756439961379012e-7,-3.445519480296801e8) Dual{Cells()}(0.0020076776978634543,-19.819337307204485) Dual{Cells()}(0.0020076776978634543,-4476.7831873855375) Dual{Cells()}(0.0020076776978634543,-4551.651113034376) Dual{Cells()}(0.0020076776978634543,-3.445519480296801e8) Dual{Cells()}(0.0020076776978634543,3.445609962833178e8) Dual{Cells()}(0.0018645350044207512,-22.37498931484749) Dual{Cells()}(0.0018645350044207512,-3969.5929648733704) Dual{Cells()}(0.0018645350044207512,-4028.3527887346536) Dual{Cells()}(0.0018645350044207512,3.8971781953182685e8) Dual{Cells()}(0.0018645350044207512,-3.897097992110839e8) Dual{Cells()}(-5.0244141257911254e-8,-22.413270079157883) Dual{Cells()}(-5.0244141257911254e-8,-3962.8676168885554) Dual{Cells()}(-5.0244141257911254e-8,-4021.427115788758) Dual{Cells()}(-5.0244141257911254e-8,-3.897097992110839e8) Dual{Cells()}(-5.0244141257911254e-8,7.800940200863637e8) Dual{Cells()}(-5.0244141257911254e-8,-3.903762141672769e8) Dual{Cells()}(0.002245654826643978,-22.45155084347132) Dual{Cells()}(0.002245654826643978,-3956.1650101068726) Dual{Cells()}(0.002245654826643978,-4014.525206352428) Dual{Cells()}(0.002245654826643978,-3.903762141672769e8) Dual{Cells()}(0.002245654826643978,3.9038420730904424e8) Dual{Cells()}(0.0021030016257340555,-25.007202851114766) Dual{Cells()}(0.0021030016257340555,-3554.760167722493) Dual{Cells()}(0.0021030016257340555,-3601.811494035335) Dual{Cells()}(0.0021030016257340555,4.3553930696257085e8) Dual{Cells()}(0.0021030016257340555,-4.355321253837062e8) Dual{Cells()}(-1.0717739988672266e-7,-25.04548361542469) Dual{Cells()}(-1.0717739988672266e-7,-3549.3656445369306) Dual{Cells()}(-1.0717739988672266e-7,-3596.273376639742) Dual{Cells()}(-1.0717739988672266e-7,-4.355321253837062e8) Dual{Cells()}(-1.0717739988672266e-7,8.717378124649314e8) Dual{Cells()}(-1.0717739988672266e-7,-4.361985163967204e8) Dual{Cells()}(0.0024862574196683977,-25.083764379739378) Dual{Cells()}(0.0024862574196683977,-3543.9874644724036) Dual{Cells()}(0.0024862574196683977,-3590.752258515342) Dual{Cells()}(0.0024862574196683977,-4.361985163967204e8) Dual{Cells()}(0.0024862574196683977,4.3620567622020775e8) Dual{Cells()}(0.0025470224807327716,-27.639416387381203) Dual{Cells()}(0.0025470224807327716,-3256.9290094859243) Dual{Cells()}(0.0025470224807327716,4.81356325305754e8) Dual{Cells()}(0.0025470224807327716,-4.813530407373281e8) Dual{Cells()}(-9.135845865557678e-8,-27.67769715169286) Dual{Cells()}(-9.135845865557678e-8,-3252.3997673178274) Dual{Cells()}(-9.135845865557678e-8,-4.813530407373281e8) Dual{Cells()}(-9.135845865557678e-8,9.6337573511587e8) Dual{Cells()}(-9.135845865557678e-8,-4.8201941430107737e8) Dual{Cells()}(0.0027262928677705186,-27.71597791600384) Dual{Cells()}(0.0027262928677705186,-3247.8831016040717) Dual{Cells()}(0.0027262928677705186,-4.8201941430107737e8) Dual{Cells()}(0.0027262928677705186,4.8202268990015686e8)], [1, 5, 10, 14, 19, 25, 30, 35, 41, 46, 51, 57, 62, 67, 73, 78, 83, 89, 94, 99, 105, 110, 115, 121, 126, 131, 137, 142, 147, 153, 158, 163, 169, 174, 179, 185, 190, 195, 201, 206, 211, 217, 222, 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1.4671206581051956e-6],))))), Control = JutulStorage{@NamedTuple{state0::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{Float64}, Phi::Vector{Float64}, ImaxCharge::Vector{Float64}}, state::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ImaxCharge::Vector{Float64}}, parameters::@NamedTuple{ImaxDischarge::Vector{Float64}, ImaxCharge::Vector{Float64}}, primary_variables::@NamedTuple{Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Current::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, variable_definitions::JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::VoltageVar, Current::CurrentVar}, secondary_variables::@NamedTuple{}, parameters::@NamedTuple{ImaxDischarge::BattMo.ImaxDischarge, ImaxCharge::BattMo.ImaxCharge}, extra_variable_fields::Vector{Symbol}}}, equations::@NamedTuple{charge_conservation::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, control::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}}, views::@NamedTuple{equations::JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, control::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}, primary_variables::JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Current::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}}}}((state0 = (Controller = BattMo.CCController{Int64, Float64}(0, 0.2920173995165871, 6198.4375, false, "discharging"), ImaxDischarge = [0.2920173995165871], Current = [0.2920173995165871], Phi = [2.2236422111611422], ImaxCharge = [0.0]), state = (Controller = BattMo.CCController{Int64, Float64}(0, 0.2920173995165871, 6198.4375, false, "discharging"), ImaxDischarge = [0.2920173995165871], Current = ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.2920173995165871,0.0,1.0)], Phi = ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(2.2236422111611422,1.0,0.0)], ImaxCharge = [0.0]), parameters = (ImaxDischarge = [0.2920173995165871], ImaxCharge = [0.0]), primary_variables = (Phi = ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(2.2236422111611422,1.0,0.0)], Current = ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.2920173995165871,0.0,1.0)]), variable_definitions = JutulStorage{@NamedTuple{primary_variables::@NamedTuple{Phi::VoltageVar, Current::CurrentVar}, secondary_variables::@NamedTuple{}, parameters::@NamedTuple{ImaxDischarge::BattMo.ImaxDischarge, ImaxCharge::BattMo.ImaxCharge}, extra_variable_fields::Vector{Symbol}}}((primary_variables = (Phi = VoltageVar(), Current = CurrentVar()), secondary_variables = NamedTuple(), parameters = (ImaxDischarge = BattMo.ImaxDischarge(), ImaxCharge = BattMo.ImaxCharge()), extra_variable_fields = [:Controller])), equations = (charge_conservation = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.29201739973895136,1.0e-10,1.0);;], [1, 2], [1], [131425; 131547;;], [1], 1, 1, Jutul.TrivialGlobalMap()),), control = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.0,0.0,1.0);;], [1, 2], [1], [131426; 131548;;], [1], 1, 1, Jutul.TrivialGlobalMap()),)), views = (equations = JutulStorage{@NamedTuple{charge_conservation::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, control::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}((charge_conservation = [-1.0221823387723816e-12;;], control = [0.0;;])), primary_variables = JutulStorage{@NamedTuple{Phi::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}, Current::LinearAlgebra.Adjoint{Float64, Base.ReshapedArray{Float64, 2, SubArray{Float64, 1, Vector{Float64}, Tuple{UnitRange{Int64}}, true}, Tuple{}}}}}((Phi = [1.4671278265369001e-6;;], Current = [-0.0;;]))))), state = JutulStorage{@NamedTuple{NeCc::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, NeAm::@NamedTuple{Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, Elyte::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Diffusivity::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, C::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}}, PeAm::@NamedTuple{Cs::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Cp::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Ocp::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 7}}, SolidDiffFlux::Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}}, PeCc::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 1}}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, Control::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, Phi::Vector{ForwardDiff.Dual{Cells(), Float64, 2}}, ImaxCharge::Vector{Float64}}}}((NeCc = (BoundaryPhi = [0.0, 0.0, 0.0], Volume = [2.052430465402451e-10, 2.0559258709988122e-10, 2.0594212765946e-10, 2.3872723963519155e-10, 2.390767801948256e-10, 2.3942632075441743e-10, 2.722114327301711e-10, 2.7256097328976974e-10, 2.729105138493551e-10, 3.0569562582510877e-10, 3.060451663847008e-10, 3.063947069443457e-10, 3.391798189200664e-10, 3.395293594796714e-10, 3.3987890003927674e-10, 2.0942857067712202e-10, 2.097781112367361e-10, 2.1012765179633468e-10, 2.4291276377207515e-10, 2.432623043317024e-10, 2.4361184489127905e-10, 2.763969568670299e-10, 2.7674649742663964e-10, 2.7709603798624487e-10, 3.0988114996196817e-10, 3.1023069052159977e-10, 3.105802310811876e-10, 3.433653430569256e-10, 3.43714883616553e-10, 3.44064424176114e-10, 2.1361409481398328e-10, 2.1396363537361067e-10, 2.1431317593320928e-10, 2.4709828790894737e-10, 2.4744782846856594e-10, 2.4779736902815354e-10, 2.805824810038744e-10, 2.809320215635173e-10, 2.812815621231183e-10, 3.140666740988448e-10, 3.144162146584985e-10, 3.1476575521803323e-10, 3.475508671938066e-10, 3.47900407753412e-10, 3.482499483129775e-10, 2.177996189508537e-10, 2.1814915951047655e-10, 2.1849870007008626e-10, 2.5128381204581995e-10, 2.516333526054297e-10, 2.5198289316501067e-10, 2.847680051407512e-10, 2.851175457003872e-10, 2.8546708625998797e-10, 3.1825219823572626e-10, 3.186017387953359e-10, 3.1895127935489697e-10, 3.517363913307074e-10, 3.520859318902595e-10, 3.524354724499001e-10, 2.2198514308772826e-10, 2.2233468364735335e-10, 2.2268422420693878e-10, 2.55469336182688e-10, 2.5581887674230216e-10, 2.561684173018851e-10, 2.8895352927763675e-10, 2.893030698372285e-10, 2.8965261039686924e-10, 3.224377223725543e-10, 3.2278726293221695e-10, 3.2313680349182684e-10, 3.5592191546755014e-10, 3.5627145602715537e-10, 3.566209965867517e-10, 2.26170667224592e-10, 2.2652020778421706e-10, 2.2686974834381573e-10, 2.5965486031956093e-10, 2.600044008791528e-10, 2.603539414387715e-10, 2.9313905341448265e-10, 2.934885939741189e-10, 2.9383813453373287e-10, 3.2662324650946233e-10, 3.269727870690675e-10, 3.2732232762866375e-10, 3.6010743960436683e-10, 3.6045698016405137e-10, 3.6080652072363913e-10, 2.3035619136146653e-10, 2.3070573192108727e-10, 2.3105527248066595e-10, 2.6384038445643025e-10, 2.641899250160243e-10, 2.6453946557561875e-10, 2.973245775513814e-10, 2.9767411811097344e-10, 2.980236586705744e-10, 3.308087706463127e-10, 3.3115831120594857e-10, 3.315078517655098e-10, 3.6429296374125674e-10, 3.64642504300915e-10, 3.6499204486046705e-10, 2.345417154983236e-10, 2.348912560579619e-10, 2.3524079661754293e-10, 2.6802590859328557e-10, 2.683754491529218e-10, 2.6872498971249593e-10, 3.015101016882277e-10, 3.018596422478549e-10, 3.02209182807438e-10, 3.3499429478315404e-10, 3.3534383534281236e-10, 3.3569337590238684e-10, 3.6847848787815584e-10, 3.6882802843777875e-10, 3.6917756899734894e-10, 2.0524304654024507e-10, 2.0559258709988341e-10, 2.0594212765946443e-10, 2.387272396351937e-10, 2.390767801948299e-10, 2.394263207544175e-10, 2.722114327301711e-10, 2.7256097328976974e-10, 2.729105138493552e-10, 3.0569562582510433e-10, 3.0604516638470517e-10, 3.063947069443456e-10, 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3.1825219823571303e-10, 3.1860173879533594e-10, 3.18951279354897e-10, 3.517363913307074e-10, 3.520859318902595e-10, 3.5243547244990017e-10, 2.2198514308772824e-10, 2.2233468364735337e-10, 2.2268422420693878e-10, 2.55469336182688e-10, 2.558188767422977e-10, 2.5616841730188294e-10, 2.889535292776455e-10, 2.8930306983722854e-10, 2.89652610396856e-10, 3.224377223725543e-10, 3.22787262932217e-10, 3.231368034918269e-10, 3.559219154675501e-10, 3.5627145602715527e-10, 3.5662099658675176e-10, 2.2617066722459857e-10, 2.2652020778421704e-10, 2.2686974834381573e-10, 2.596548603195543e-10, 2.6000440087915944e-10, 2.6035394143876493e-10, 2.9313905341447386e-10, 2.9348859397412335e-10, 2.9383813453372853e-10, 3.2662324650946243e-10, 3.2697278706908074e-10, 3.2732232762863733e-10, 3.6010743960436683e-10, 3.6045698016402506e-10, 3.6080652072363913e-10, 2.3035619136146655e-10, 2.3070573192108727e-10, 2.3105527248067255e-10, 2.638403844564302e-10, 2.641899250160221e-10, 2.645394655756209e-10, 2.973245775513638e-10, 2.9767411811098673e-10, 2.9802365867057883e-10, 3.308087706463039e-10, 3.3115831120595296e-10, 3.315078517655054e-10, 3.6429296374126997e-10, 3.646425043009017e-10, 3.649920448604715e-10, 2.34541715498317e-10, 2.348912560579619e-10, 2.3524079661754293e-10, 2.6802590859329213e-10, 2.683754491529152e-10, 2.6872498971248937e-10, 3.015101016882409e-10, 3.0185964224785487e-10, 3.0220918280745126e-10, 3.3499429478315404e-10, 3.353438353428124e-10, 3.356933759023868e-10, 3.684784878781426e-10, 3.6882802843777875e-10, 3.691775689973489e-10], Charge = ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), 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Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0)], Phi = ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(-0.005193458125413677,1.0), Dual{Cells()}(-0.005193458121499348,1.0), Dual{Cells()}(-0.005193458124048958,1.0), Dual{Cells()}(-0.005184559656279446,1.0), Dual{Cells()}(-0.005184559652573228,1.0), Dual{Cells()}(-0.005184559655447321,1.0), Dual{Cells()}(-0.0051597498943261886,1.0), Dual{Cells()}(-0.005159749890670282,1.0), Dual{Cells()}(-0.005159749893583523,1.0), Dual{Cells()}(-0.00513901689915927,1.0), Dual{Cells()}(-0.00513901689554205,1.0), Dual{Cells()}(-0.005139016898486223,1.0), Dual{Cells()}(-0.005141385721214436,1.0), Dual{Cells()}(-0.005141385714665847,1.0), Dual{Cells()}(-0.00514138571170304,1.0), Dual{Cells()}(-0.005193240777516034,1.0), Dual{Cells()}(-0.005193240773722245,1.0), Dual{Cells()}(-0.005193240776500036,1.0), Dual{Cells()}(-0.005182234080992044,1.0), Dual{Cells()}(-0.005182234077293386,1.0), Dual{Cells()}(-0.005182234080173412,1.0), Dual{Cells()}(-0.005156078307050504,1.0), Dual{Cells()}(-0.0051560783033992785,1.0), Dual{Cells()}(-0.00515607830631606,1.0), Dual{Cells()}(-0.005138835006846223,1.0), Dual{Cells()}(-0.005138835003236452,1.0), Dual{Cells()}(-0.00513883500618732,1.0), Dual{Cells()}(-0.005141507059174335,1.0), Dual{Cells()}(-0.005141507052424889,1.0), Dual{Cells()}(-0.0051415070490557005,1.0), Dual{Cells()}(-0.005192786807612064,1.0), Dual{Cells()}(-0.005192786803849005,1.0), Dual{Cells()}(-0.005192786806675246,1.0), Dual{Cells()}(-0.005179644251310926,1.0), Dual{Cells()}(-0.005179644247619451,1.0), Dual{Cells()}(-0.0051796442505051095,1.0), Dual{Cells()}(-0.005152476891304947,1.0), Dual{Cells()}(-0.005152476887658032,1.0), Dual{Cells()}(-0.005152476890578031,1.0), Dual{Cells()}(-0.005139028422656661,1.0), Dual{Cells()}(-0.005139028419053871,1.0), Dual{Cells()}(-0.005139028422011003,1.0), Dual{Cells()}(-0.005141737802486299,1.0), Dual{Cells()}(-0.005141737795737517,1.0), Dual{Cells()}(-0.005141737792364607,1.0), Dual{Cells()}(-0.005192083694796962,1.0), Dual{Cells()}(-0.005192083691046543,1.0), Dual{Cells()}(-0.005192083693885675,1.0), Dual{Cells()}(-0.005176803107399728,1.0), Dual{Cells()}(-0.005176803103715069,1.0), Dual{Cells()}(-0.005176803106606063,1.0), Dual{Cells()}(-0.005149043382689531,1.0), Dual{Cells()}(-0.0051490433790465405,1.0), Dual{Cells()}(-0.005149043381969422,1.0), Dual{Cells()}(-0.00513947033997778,1.0), Dual{Cells()}(-0.00513947033638154,1.0), Dual{Cells()}(-0.005139470339344541,1.0), Dual{Cells()}(-0.005142023205043491,1.0), Dual{Cells()}(-0.005142023198297948,1.0), Dual{Cells()}(-0.005142023194926709,1.0), Dual{Cells()}(-0.005191121546369568,1.0), Dual{Cells()}(-0.005191121542629046,1.0), Dual{Cells()}(-0.005191121545476192,1.0), Dual{Cells()}(-0.005173729451195175,1.0), Dual{Cells()}(-0.005173729447516973,1.0), Dual{Cells()}(-0.005173729450413008,1.0), Dual{Cells()}(-0.00514589527363772,1.0), Dual{Cells()}(-0.005145895269998254,1.0), Dual{Cells()}(-0.005145895272923666,1.0), Dual{Cells()}(-0.0051400400601515,1.0), Dual{Cells()}(-0.005140040056561425,1.0), Dual{Cells()}(-0.005140040059529944,1.0), Dual{Cells()}(-0.005142315298516883,1.0), Dual{Cells()}(-0.005142315291774506,1.0), Dual{Cells()}(-0.005142315288405025,1.0), Dual{Cells()}(-0.005189892437301599,1.0), Dual{Cells()}(-0.005189892433570308,1.0), Dual{Cells()}(-0.0051898924364247095,1.0), Dual{Cells()}(-0.005170448919809476,1.0), Dual{Cells()}(-0.005170448916137378,1.0), Dual{Cells()}(-0.00517044891903816,1.0), Dual{Cells()}(-0.005143173069071738,1.0), Dual{Cells()}(-0.005143173065435372,1.0), Dual{Cells()}(-0.00514317306836294,1.0), Dual{Cells()}(-0.005140623026449901,1.0), Dual{Cells()}(-0.00514062302286576,1.0), Dual{Cells()}(-0.005140623025839723,1.0), Dual{Cells()}(-0.0051425737337082635,1.0), Dual{Cells()}(-0.005142573726968874,1.0), Dual{Cells()}(-0.005142573723601014,1.0), Dual{Cells()}(-0.005188390644106364,1.0), Dual{Cells()}(-0.005188390640383847,1.0), Dual{Cells()}(-0.005188390643245137,1.0), Dual{Cells()}(-0.005166995111294636,1.0), Dual{Cells()}(-0.005166995107628288,1.0), Dual{Cells()}(-0.005166995110533522,1.0), Dual{Cells()}(-0.005141044096512953,1.0), Dual{Cells()}(-0.005141044092879238,1.0), Dual{Cells()}(-0.005141044095808564,1.0), Dual{Cells()}(-0.005141110838897949,1.0), Dual{Cells()}(-0.005141110835322355,1.0), Dual{Cells()}(-0.005141110838307325,1.0), Dual{Cells()}(-0.005142766291727979,1.0), Dual{Cells()}(-0.005142766284991398,1.0), Dual{Cells()}(-0.005142766281625017,1.0), Dual{Cells()}(-0.00518661305558947,1.0), Dual{Cells()}(-0.005186613051875306,1.0), Dual{Cells()}(-0.005186613054743155,1.0), Dual{Cells()}(-0.005163410888863089,1.0), Dual{Cells()}(-0.005163410885202141,1.0), Dual{Cells()}(-0.00516341088811153,1.0), Dual{Cells()}(-0.005139706970736545,1.0), Dual{Cells()}(-0.005139706967111359,1.0), Dual{Cells()}(-0.005139706970048366,1.0), Dual{Cells()}(-0.005141400831896777,1.0), Dual{Cells()}(-0.005141400828393406,1.0), Dual{Cells()}(-0.005141400831516869,1.0), Dual{Cells()}(-0.005142869517507916,1.0), Dual{Cells()}(-0.005142869510773895,1.0), Dual{Cells()}(-0.005142869507408816,1.0), Dual{Cells()}(-0.005126356219363029,1.0), Dual{Cells()}(-0.005126356215469796,1.0), Dual{Cells()}(-0.005126356218040186,1.0), Dual{Cells()}(-0.005100460623923717,1.0), Dual{Cells()}(-0.00510046062023924,1.0), Dual{Cells()}(-0.005100460623134376,1.0), Dual{Cells()}(-0.0050077410973783576,1.0), Dual{Cells()}(-0.00500774109375735,1.0), Dual{Cells()}(-0.005007741096703231,1.0), Dual{Cells()}(-0.004916583517404977,1.0), Dual{Cells()}(-0.004916583513839648,1.0), Dual{Cells()}(-0.004916583516831831,1.0), Dual{Cells()}(-0.005046305367950343,1.0), Dual{Cells()}(-0.005046305361421346,1.0), Dual{Cells()}(-0.00504630535847765,1.0), Dual{Cells()}(-0.005125742975834473,1.0), Dual{Cells()}(-0.005125742972061283,1.0), Dual{Cells()}(-0.005125742974859341,1.0), Dual{Cells()}(-0.005093243348196151,1.0), Dual{Cells()}(-0.005093243344520085,1.0), Dual{Cells()}(-0.005093243347421894,1.0), Dual{Cells()}(-0.004989337320336324,1.0), Dual{Cells()}(-0.004989337316722927,1.0), Dual{Cells()}(-0.004989337319674936,1.0), Dual{Cells()}(-0.004939445811916285,1.0), Dual{Cells()}(-0.004939445808352246,1.0), Dual{Cells()}(-0.0049394458113455105,1.0), Dual{Cells()}(-0.005054820274683027,1.0), Dual{Cells()}(-0.005054820267951036,1.0), Dual{Cells()}(-0.005054820264598925,1.0), Dual{Cells()}(-0.005124470628241866,1.0), Dual{Cells()}(-0.00512447062449908,1.0), Dual{Cells()}(-0.005124470627345243,1.0), Dual{Cells()}(-0.005084943282957306,1.0), Dual{Cells()}(-0.005084943279289468,1.0), Dual{Cells()}(-0.005084943282197825,1.0), Dual{Cells()}(-0.004969002268068928,1.0), Dual{Cells()}(-0.004969002264463158,1.0), Dual{Cells()}(-0.004969002267421315,1.0), Dual{Cells()}(-0.0049603282036703375,1.0), Dual{Cells()}(-0.004960328200107836,1.0), Dual{Cells()}(-0.004960328203102412,1.0), Dual{Cells()}(-0.005062124330355728,1.0), Dual{Cells()}(-0.005062124323622609,1.0), Dual{Cells()}(-0.005062124320265075,1.0), Dual{Cells()}(-0.005122496640763429,1.0), Dual{Cells()}(-0.005122496637033116,1.0), Dual{Cells()}(-0.0051224966398919795,1.0), Dual{Cells()}(-0.005075486819925753,1.0), Dual{Cells()}(-0.005075486816265984,1.0), Dual{Cells()}(-0.005075486819180777,1.0), Dual{Cells()}(-0.004946569340257225,1.0), Dual{Cells()}(-0.004946569336659131,1.0), Dual{Cells()}(-0.004946569339623481,1.0), Dual{Cells()}(-0.00497928025656897,1.0), Dual{Cells()}(-0.004979280253008223,1.0), Dual{Cells()}(-0.004979280256004311,1.0), Dual{Cells()}(-0.005068229760305667,1.0), Dual{Cells()}(-0.005068229753574304,1.0), Dual{Cells()}(-0.005068229750217036,1.0), Dual{Cells()}(-0.005119777100676721,1.0), Dual{Cells()}(-0.005119777096956301,1.0), Dual{Cells()}(-0.0051197770998231374,1.0), Dual{Cells()}(-0.005064793462380282,1.0), Dual{Cells()}(-0.005064793458728445,1.0), Dual{Cells()}(-0.0050647934616495785,1.0), Dual{Cells()}(-0.004921851158352606,1.0), Dual{Cells()}(-0.004921851154762272,1.0), Dual{Cells()}(-0.004921851157732888,1.0), Dual{Cells()}(-0.0049963443955288265,1.0), Dual{Cells()}(-0.004996344391970031,1.0), Dual{Cells()}(-0.004996344394967813,1.0), Dual{Cells()}(-0.005073140516737915,1.0), Dual{Cells()}(-0.005073140510008523,1.0), Dual{Cells()}(-0.005073140506651877,1.0), Dual{Cells()}(-0.005116265403456475,1.0), Dual{Cells()}(-0.005116265399745443,1.0), Dual{Cells()}(-0.0051162654026196425,1.0), Dual{Cells()}(-0.005052774852279042,1.0), Dual{Cells()}(-0.005052774848635023,1.0), Dual{Cells()}(-0.005052774851562418,1.0), Dual{Cells()}(-0.004894636310846506,1.0), Dual{Cells()}(-0.004894636307264048,1.0), Dual{Cells()}(-0.004894636310241028,1.0), Dual{Cells()}(-0.0050115558717079775,1.0), Dual{Cells()}(-0.00501155586815143,1.0), Dual{Cells()}(-0.005011555871151315,1.0), Dual{Cells()}(-0.005076852373914752,1.0), Dual{Cells()}(-0.005076852367187421,1.0), Dual{Cells()}(-0.005076852363831516,1.0), Dual{Cells()}(-0.005111911742636517,1.0), Dual{Cells()}(-0.005111911738934581,1.0), Dual{Cells()}(-0.0051119117418159275,1.0), Dual{Cells()}(-0.00503933364505245,1.0), Dual{Cells()}(-0.005039333641416159,1.0), Dual{Cells()}(-0.005039333644349753,1.0), Dual{Cells()}(-0.0048646855449154865,1.0), Dual{Cells()}(-0.00486468554028233,1.0), Dual{Cells()}(-0.004864685542234184,1.0), Dual{Cells()}(-0.005024942707868583,1.0), Dual{Cells()}(-0.0050249427043173684,1.0), Dual{Cells()}(-0.005024942707325352,1.0), Dual{Cells()}(-0.005079352459528065,1.0), Dual{Cells()}(-0.005079352452802872,1.0), Dual{Cells()}(-0.005079352449447806,1.0), Dual{Cells()}(-0.005106662672686547,1.0), Dual{Cells()}(-0.005106662668993456,1.0), Dual{Cells()}(-0.005106662671881776,1.0), Dual{Cells()}(-0.005024362205978452,1.0), Dual{Cells()}(-0.005024362202349823,1.0), Dual{Cells()}(-0.005024362205289573,1.0), Dual{Cells()}(-0.004891684660120641,1.0), Dual{Cells()}(-0.0048916846565542965,1.0), Dual{Cells()}(-0.004891684659545657,1.0), Dual{Cells()}(-0.005036525186416436,1.0), Dual{Cells()}(-0.005036525182934644,1.0), Dual{Cells()}(-0.005036525186078571,1.0), Dual{Cells()}(-0.005080618623236531,1.0), Dual{Cells()}(-0.0050806186165134725,1.0), Dual{Cells()}(-0.0050806186131593005,1.0)], Conductivity = [3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 3.55e7, 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Dual{Cells()}(961.8096152438902,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(974.7428492431007,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(982.2689575474292,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(917.9546358389449,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(912.2491498382532,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(902.1877077695009,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(958.5983718412032,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(971.3662064912508,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(978.785400179653,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(921.904756025663,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(916.1622879619829,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(906.0015714705653,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(955.851894727473,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(968.479119232562,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(975.8076053444928,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670339449443,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670324418214,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670331693254,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(972.1651622815465,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(985.6417428426869,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(993.5224766388021,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(911.4067686396428,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(905.8657866625658,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(896.071782073244,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(966.1098419089836,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(979.2673360428871,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(986.9394745806441,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(915.3719430576898,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(909.7318485171706,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(899.7766554304563,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(961.3838094946286,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(974.294535618108,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(981.8058266761508,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(918.387749702641,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(912.6715316437135,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(902.5925897283058,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(958.2314800822436,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(970.980519721483,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(978.3875966977288,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(944.0922912854231,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(938.5077005019148,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(928.0732797628857,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(955.5467081441975,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(968.1575418167647,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(975.4751209962776,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670341361703,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670326323107,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(29576.670333630795,0.0,0.0,0.0,0.0,0.0,1.0,0.0)], Ocp = 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Dual{Cells()}(-0.005109101936481592,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005112340669944312,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005113937083003919,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005032347020867205,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005030589775942758,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005027048172852925,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00502681369007334,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005030067309859638,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005031671837680021,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0048996187625996585,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.004897872825839745,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.004894353002183093,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00489414537592197,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00489741021004233,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0048990208824717775,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0050444269828314936,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005042688336924564,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005039182283535517,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00503904997431072,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005042399057396516,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0050440515444269175,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005088492709823858,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005086760294845849,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0050832660774202095,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.0050806185405539266,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.00508061844485686,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(-0.005080618397786142,1.0,0.0,0.0,0.0,0.0,0.0,0.0)], SolidDiffFlux = ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(3.2491464330550234e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.379577060511654e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.461875558743256e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.7468855045193994e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.6805652480766765e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.581083861235409e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.205794367247509e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3310081909003495e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.4097526494764745e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9110292220760326e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8628211638668734e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.783701950353091e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.173571027949378e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.294996918583233e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.371192442172038e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.935019186235488e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.885476635021513e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.804306851351644e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.149018098860045e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.267583674002804e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3418587385430216e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.954205111853e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9035845889722986e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8207610485276777e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.1299633693742923e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.24632600789636e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.319125402493532e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(1.4374650570625721e-18,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(1.4584411179432128e-18,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(1.502213373214499e-18,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.2432775641397543e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.372950946779989e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.454707492454908e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.861288348141982e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8122072767609967e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.734226545849603e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.2012414158117496e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3259177845617925e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.4043002449145795e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.914364850334406e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.865972110569376e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.786568938101889e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.170132656021867e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.291156571753997e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3670819399017475e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9376360367468455e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8879470444479157e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.806552425845475e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.1463843654086965e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.2646446023927776e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.338714972483548e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.956365822138499e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.90562322598952e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8226126492281253e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.127861757363113e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.243982266622507e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3166195961128257e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.4187445185348377e-20,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.443402119035791e-20,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.4940531602082167e-20,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.237256591161049e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.366205158535438e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.4474687210795743e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.885867800554484e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.838712807133673e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.76143114756111e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.1968551393446437e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.321014422163818e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.399048709432205e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9175952799493146e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.8690234121754127e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.7893448760194274e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.1668063761707345e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.287441841802194e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3631062129646794e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.9401818091011034e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.890350185504146e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.808736621853787e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.1438320889218144e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.261796703702989e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.3356689500572844e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.958478933758174e-17,-0.0,4.860169498809553e-19,-4.860169498809553e-19,-0.0,-0.0,-0.0,-0.0) 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0.334949494949495, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.334949494949495, 0.47, 0.47, 0.47, 0.25, 0.25, 0.25, 0.25, 0.25, 0.25, 0.47, 0.47, 0.47], Conductivity = ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.18390690087153302,0.0,-9.090291634956223e-6), Dual{Cells()}(0.18390690087129027,0.0,-9.090291640672203e-6), Dual{Cells()}(0.18390690087137015,0.0,-9.09029163879064e-6), Dual{Cells()}(0.17165876763242513,0.0,8.768242967755437e-5), Dual{Cells()}(0.17465521541783408,0.0,7.499929648014805e-5), Dual{Cells()}(0.17953154141364377,0.0,5.0165411720526804e-5), Dual{Cells()}(0.3036595062468932,0.0,4.44617033128536e-5), Dual{Cells()}(0.30520017291910745,0.0,2.5428345909763338e-5), Dual{Cells()}(0.30594280682146263,0.0,6.653791143877756e-6), Dual{Cells()}(0.1168143875656329,0.0,-2.1648336047752864e-5), Dual{Cells()}(0.10766584733072981,0.0,-4.493204310086535e-5), Dual{Cells()}(0.09850097521661116,0.0,-5.390195773101014e-5), Dual{Cells()}(0.051559022366991725,0.0,-1.4252104947493809e-5), Dual{Cells()}(0.06029785055857606,0.0,-4.090907944257415e-5), Dual{Cells()}(0.08910942405800226,0.0,-5.745269850764446e-5), Dual{Cells()}(0.27695201130488184,0.0,-0.00011664084972505771), Dual{Cells()}(0.284234439914672,0.0,-0.0001050270931689485), Dual{Cells()}(0.2901616734680321,0.0,-9.275095186971535e-5), Dual{Cells()}(0.17965219227795454,0.0,-4.039314332159449e-5), Dual{Cells()}(0.18273078725401604,0.0,-2.3552152460834563e-5), Dual{Cells()}(0.1835679512828256,0.0,-1.497814450825356e-5), Dual{Cells()}(0.17213693157796076,0.0,8.574314180182885e-5), Dual{Cells()}(0.17503047698444824,0.0,7.330870516063801e-5), Dual{Cells()}(0.1797350991675127,0.0,4.893449486209157e-5), Dual{Cells()}(0.30379494152734227,0.0,4.30900495801608e-5), Dual{Cells()}(0.3052630609436737,0.0,2.4377744424913305e-5), Dual{Cells()}(0.30595478445761076,0.0,5.913257210237727e-6), Dual{Cells()}(0.11683642388916182,0.0,-2.1533774753176665e-5), Dual{Cells()}(0.10796856763755408,0.0,-4.449537636559139e-5), Dual{Cells()}(0.09915794983906445,0.0,-5.3473306595345474e-5), Dual{Cells()}(0.10376831153067878,0.0,-4.962693519903089e-5), Dual{Cells()}(0.1100196464813884,0.0,-4.118704328401817e-5), Dual{Cells()}(0.11684314040706872,0.0,-2.149869509191838e-5), Dual{Cells()}(0.3059806784119643,0.0,-3.827251280139622e-6), Dual{Cells()}(0.30582591172666973,0.0,1.1669529102059532e-5), Dual{Cells()}(0.3050812053436881,0.0,2.7314853337845776e-5), Dual{Cells()}(0.18168586696779657,0.0,3.5555305356836626e-5), Dual{Cells()}(0.17859539146309442,0.0,5.5554893078574286e-5), Dual{Cells()}(0.17665775744099976,0.0,6.563542950369418e-5), Dual{Cells()}(0.1725291451143272,0.0,8.413071212375575e-5), Dual{Cells()}(0.17534254880004668,0.0,7.188198308941773e-5), Dual{Cells()}(0.17991094749242265,0.0,4.785162420818089e-5), Dual{Cells()}(0.30391928457666834,0.0,4.179680674199566e-5), Dual{Cells()}(0.30532360513329015,0.0,2.332561853616678e-5), Dual{Cells()}(0.30596642075748726,0.0,5.094370160632406e-6), Dual{Cells()}(0.11683319337555936,0.0,-2.1550620263740064e-5), Dual{Cells()}(0.10813040722906081,0.0,-4.42569323995881e-5), Dual{Cells()}(0.09954129463520767,0.0,-5.3210582020883136e-5), Dual{Cells()}(0.10356439726442479,0.0,-4.983174928557723e-5), Dual{Cells()}(0.1099243290714707,0.0,-4.1355794600326156e-5), Dual{Cells()}(0.11684097532805732,0.0,-2.1510011403854832e-5), Dual{Cells()}(0.305984900488964,0.0,-3.3902414494948113e-6), Dual{Cells()}(0.30580848978308506,0.0,1.2247823846168206e-5), Dual{Cells()}(0.3050334842419438,0.0,2.8039151791078608e-5), Dual{Cells()}(0.1816063267006064,0.0,3.617697391661835e-5), Dual{Cells()}(0.17844478367701663,0.0,5.6385376309144e-5), Dual{Cells()}(0.1764647744856261,0.0,6.657780920732885e-5), Dual{Cells()}(0.17282192555549558,0.0,8.291364078755924e-5), Dual{Cells()}(0.1755751831641128,0.0,7.080548505645206e-5), Dual{Cells()}(0.18004145437898159,0.0,4.703555567903481e-5), Dual{Cells()}(0.30401062595492223,0.0,4.082435350000171e-5), Dual{Cells()}(0.30536743935779603,0.0,2.253586475600722e-5), Dual{Cells()}(0.3059740195634355,0.0,4.481366327144152e-6), Dual{Cells()}(0.11683128934611187,0.0,-2.156054059887025e-5), Dual{Cells()}(0.10825347713240824,0.0,-4.407322153335665e-5), Dual{Cells()}(0.0998301526005142,0.0,-5.3006324312725736e-5), Dual{Cells()}(0.10339982000220815,0.0,-4.999446011326686e-5), Dual{Cells()}(0.1098476635067599,0.0,-4.14903611224762e-5), Dual{Cells()}(0.11683930358407058,0.0,-2.151874375170735e-5), Dual{Cells()}(0.3059879143512003,0.0,-3.0395058262448197e-6), Dual{Cells()}(0.3057939357363901,0.0,1.2711653843917943e-5), Dual{Cells()}(0.30499441031438146,0.0,2.8619856274938377e-5), Dual{Cells()}(0.18154178165671542,0.0,3.667509582470499e-5), Dual{Cells()}(0.17832294707162336,0.0,5.705059974629347e-5), Dual{Cells()}(0.17630879127101082,0.0,6.733262036303155e-5), Dual{Cells()}(0.17304656881084368,0.0,8.197171363625722e-5), Dual{Cells()}(0.17575348798793478,0.0,6.997258585549919e-5), Dual{Cells()}(0.18014115369734884,0.0,4.640464714198652e-5), Dual{Cells()}(0.3040798708645582,0.0,4.007356720891106e-5), Dual{Cells()}(0.3054002986804304,0.0,2.192673502294276e-5), Dual{Cells()}(0.3059792195880848,0.0,4.0092662611249714e-6), Dual{Cells()}(0.11683001144807814,0.0,-2.1567195261863e-5), Dual{Cells()}(0.1083486123646622,0.0,-4.392977287162006e-5), Dual{Cells()}(0.10005212844496325,0.0,-5.284562442073158e-5), Dual{Cells()}(0.10536688390404753,0.0,-4.789097114006439e-5), Dual{Cells()}(0.10544552455743672,0.0,-4.7799261584325985e-5), Dual{Cells()}(0.10561114384554465,0.0,-4.760406995259355e-5), Dual{Cells()}(0.27265326233129017,0.0,-0.0001222122024699504), Dual{Cells()}(0.2727397555847678,0.0,-0.00012210793554367092), Dual{Cells()}(0.27278288012826757,0.0,-0.00012205583581283594), Dual{Cells()}(0.1839071616478276,0.0,-9.084148259363719e-6), Dual{Cells()}(0.18390716164539822,0.0,-9.084148316615237e-6), Dual{Cells()}(0.18390716164484158,0.0,-9.084148329735315e-6), Dual{Cells()}(0.17167613806114063,0.0,8.761247195953855e-5), Dual{Cells()}(0.17466393140529798,0.0,7.496032856212218e-5), Dual{Cells()}(0.17952853818378317,0.0,5.01833985999016e-5), Dual{Cells()}(0.3036483195902767,0.0,4.4573377679082204e-5), Dual{Cells()}(0.3051909536098252,0.0,2.5579051103068886e-5), Dual{Cells()}(0.30593954575470034,0.0,6.841869367619533e-6), Dual{Cells()}(0.11683800498020935,0.0,-2.1525523743485913e-5), Dual{Cells()}(0.10776997823840279,0.0,-4.478318989278374e-5), Dual{Cells()}(0.09869024489684664,0.0,-5.3781222299507665e-5), Dual{Cells()}(0.09535719042534974,0.0,-5.560051991364512e-5), Dual{Cells()}(0.10414398572674044,0.0,-4.924010143093682e-5), Dual{Cells()}(0.11427086209738302,0.0,-3.146215216479661e-5), Dual{Cells()}(0.304549565924214,0.0,-3.167979054654864e-5), Dual{Cells()}(0.30560673252760384,0.0,-1.6870918293177677e-5), Dual{Cells()}(0.30599546246651615,0.0,-1.890612043437438e-6), Dual{Cells()}(0.18349445665578884,0.0,1.7163041865414464e-5), Dual{Cells()}(0.18158329246579263,0.0,3.635537825088761e-5), Dual{Cells()}(0.18020098805834645,0.0,4.602278262891825e-5), Dual{Cells()}(0.1721929609943401,0.0,8.551402553431066e-5), Dual{Cells()}(0.17507508770133873,0.0,7.310593955119416e-5), Dual{Cells()}(0.17976029127425164,0.0,4.87805016366722e-5), Dual{Cells()}(0.3038128437990797,0.0,4.290592654110319e-5), Dual{Cells()}(0.30527183822564136,0.0,2.422780899013545e-5), Dual{Cells()}(0.3059565487200969,0.0,5.796389123009434e-6), Dual{Cells()}(0.11683590883235434,0.0,-2.1536461694585563e-5), Dual{Cells()}(0.10799144063481031,0.0,-4.4461890808456385e-5), Dual{Cells()}(0.09921238753361838,0.0,-5.343657113682671e-5), Dual{Cells()}(0.10374008706306415,0.0,-4.9655498184372456e-5), Dual{Cells()}(0.11000643078354305,0.0,-4.1210537086902154e-5), Dual{Cells()}(0.11684283217588953,0.0,-2.1500306621979035e-5), Dual{Cells()}(0.30598129469582597,0.0,-3.7666697236462445e-6), Dual{Cells()}(0.30582354370745435,0.0,1.1749728127748093e-5), Dual{Cells()}(0.3050746532430224,0.0,2.7415323580964684e-5), Dual{Cells()}(0.18167489784852264,0.0,3.564156483437248e-5), Dual{Cells()}(0.17857459072171428,0.0,5.567014259881744e-5), Dual{Cells()}(0.17663109373099364,0.0,6.576620794424196e-5), Dual{Cells()}(0.17257041592777575,0.0,8.395985963118954e-5), Dual{Cells()}(0.1753753582988127,0.0,7.173084274586565e-5), Dual{Cells()}(0.17992938343470125,0.0,4.773699922242717e-5), Dual{Cells()}(0.3039322364316929,0.0,4.166011170953368e-5), Dual{Cells()}(0.30532985414840164,0.0,2.3214540190039498e-5), Dual{Cells()}(0.3059675481931221,0.0,5.008074448836609e-6), Dual{Cells()}(0.11683290283550463,0.0,-2.1552134423590192e-5), Dual{Cells()}(0.10814766253803709,0.0,-4.423130006556039e-5), Dual{Cells()}(0.0995819230724535,0.0,-5.318218206012466e-5), Dual{Cells()}(0.10354202806286927,0.0,-4.985399996228993e-5), Dual{Cells()}(0.10991389640554977,0.0,-4.1374167062933095e-5), 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Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0), Dual{Cells()}(0.0,0.0,0.0)], Diffusivity = ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(3.4300339160351226e-11,0.0,-4.2903410123400606e-14), Dual{Cells()}(3.430033915920566e-11,0.0,-4.290341012249024e-14), Dual{Cells()}(3.430033915958276e-11,0.0,-4.2903410122789927e-14), Dual{Cells()}(5.123528321395445e-11,0.0,-5.473100112111257e-14), Dual{Cells()}(4.924090364753419e-11,0.0,-5.347417492691663e-14), Dual{Cells()}(4.5163396675203524e-11,0.0,-5.0807927952665746e-14), Dual{Cells()}(6.829071472199046e-11,0.0,-7.977328087720514e-14), Dual{Cells()}(6.48188041265879e-11,0.0,-7.726746343596699e-14), Dual{Cells()}(6.127899847756064e-11,0.0,-7.46260682779251e-14), Dual{Cells()}(1.8796319105872356e-11,0.0,-2.4886138733946006e-14), Dual{Cells()}(1.294934002489606e-11,0.0,-1.9032294420134437e-14), Dual{Cells()}(9.823151650493672e-12,0.0,-1.499232230417312e-14), Dual{Cells()}(5.972828598243447e-12,0.0,7.447887181259187e-15), Dual{Cells()}(4.7232277805206525e-12,0.0,7.253106296572122e-16), Dual{Cells()}(7.619161383237375e-12,0.0,-1.1307531827103034e-14), Dual{Cells()}(3.313530491694271e-11,0.0,-4.877673790218171e-14), Dual{Cells()}(3.6457632086719986e-11,0.0,-5.249506090485577e-14), Dual{Cells()}(3.9701297317839325e-11,0.0,-5.5887180358042254e-14), Dual{Cells()}(2.7609019924257254e-11,0.0,-3.720788967431634e-14), Dual{Cells()}(3.132164626057875e-11,0.0,-4.046712227620591e-14), Dual{Cells()}(3.31075944776969e-11,0.0,-4.1944848586271075e-14), Dual{Cells()}(5.093399179056514e-11,0.0,-5.454298918991497e-14), Dual{Cells()}(4.897072674401135e-11,0.0,-5.3301634530688264e-14), Dual{Cells()}(4.495495621201204e-11,0.0,-5.066786120784777e-14), Dual{Cells()}(6.804417782814798e-11,0.0,-7.959794724080654e-14), Dual{Cells()}(6.462385764436827e-11,0.0,-7.712434869208572e-14), Dual{Cells()}(6.113684545012662e-11,0.0,-7.451803855675606e-14), Dual{Cells()}(1.8821729897155254e-11,0.0,-2.4908577108657113e-14), Dual{Cells()}(1.307869424305542e-11,0.0,-1.9181134895181443e-14), Dual{Cells()}(1.0008251679222588e-11,0.0,-1.526134254695235e-14), Dual{Cells()}(1.1457897267853373e-11,0.0,-1.7223515694175615e-14), Dual{Cells()}(1.4021474286862474e-11,0.0,-2.023289337671069e-14), Dual{Cells()}(1.882950644075767e-11,0.0,-2.491543995598141e-14), Dual{Cells()}(5.924797384611721e-11,0.0,-7.306742377984386e-14), Dual{Cells()}(6.223661401838766e-11,0.0,-7.534977583898094e-14), Dual{Cells()}(6.516796353740213e-11,0.0,-7.752312911333868e-14), Dual{Cells()}(4.264767526524263e-11,0.0,-4.909073815318398e-14), Dual{Cells()}(4.606874080275911e-11,0.0,-5.1411868406543623e-14), Dual{Cells()}(4.773119693102496e-11,0.0,-5.25027782775083e-14), Dual{Cells()}(5.0682489369706244e-11,0.0,-5.4385548879164756e-14), Dual{Cells()}(4.874190722399752e-11,0.0,-5.315506776481119e-14), Dual{Cells()}(4.477106517049628e-11,0.0,-5.0543968787103566e-14), Dual{Cells()}(6.781122692345081e-11,0.0,-7.943192015533689e-14), Dual{Cells()}(6.442826807365307e-11,0.0,-7.698049445927656e-14), Dual{Cells()}(6.097941802972713e-11,0.0,-7.439821795167476e-14), Dual{Cells()}(1.8817994801402025e-11,0.0,-2.4905280191510546e-14), Dual{Cells()}(1.314879364581636e-11,0.0,-1.926131373002749e-14), Dual{Cells()}(1.0118494466605387e-11,0.0,-1.5419336940888196e-14), Dual{Cells()}(1.1387457703679837e-11,0.0,-1.7133367013835988e-14), Dual{Cells()}(1.3974804616041694e-11,0.0,-2.018211854507236e-14), Dual{Cells()}(1.8826998041695357e-11,0.0,-2.4913226485008826e-14), Dual{Cells()}(5.933349681544781e-11,0.0,-7.313372556529548e-14), Dual{Cells()}(6.234644809606894e-11,0.0,-7.54323378988512e-14), Dual{Cells()}(6.530171504903303e-11,0.0,-7.762084316730314e-14), Dual{Cells()}(4.275662803583412e-11,0.0,-4.9166349997661615e-14), Dual{Cells()}(4.6207207013946205e-11,0.0,-5.150361259096304e-14), Dual{Cells()}(4.788461264887224e-11,0.0,-5.260231000886513e-14), Dual{Cells()}(5.049205343232298e-11,0.0,-5.426603225964349e-14), Dual{Cells()}(4.85687618894696e-11,0.0,-5.304389306378736e-14), Dual{Cells()}(4.463215804722504e-11,0.0,-5.045018155023497e-14), Dual{Cells()}(6.763573329814531e-11,0.0,-7.930661405357382e-14), Dual{Cells()}(6.428121513110276e-11,0.0,-7.687216116197374e-14), Dual{Cells()}(6.086140929868085e-11,0.0,-7.430827286291945e-14), Dual{Cells()}(1.8815794974866216e-11,0.0,-2.4903338230945425e-14), Dual{Cells()}(1.3202552228201027e-11,0.0,-1.932257672967039e-14), Dual{Cells()}(1.0202685126956592e-11,0.0,-1.5538912929554686e-14), Dual{Cells()}(1.1331083947445377e-11,0.0,-1.7060876623701773e-14), Dual{Cells()}(1.3937489380071717e-11,0.0,-2.0141428897716117e-14), Dual{Cells()}(1.8825062261387736e-11,0.0,-2.4911518171986618e-14), Dual{Cells()}(5.940208183528677e-11,0.0,-7.318685278626857e-14), Dual{Cells()}(6.2434457358233e-11,0.0,-7.549842912976269e-14), Dual{Cells()}(6.540882912772509e-11,0.0,-7.769900825685402e-14), Dual{Cells()}(4.284380203200216e-11,0.0,-4.9226764011812906e-14), Dual{Cells()}(4.63179215440798e-11,0.0,-5.1576851808925676e-14), Dual{Cells()}(4.800725130187723e-11,0.0,-5.2681739217529435e-14), Dual{Cells()}(5.034431311255933e-11,0.0,-5.417312956173818e-14), Dual{Cells()}(4.843450354676073e-11,0.0,-5.295752661878408e-14), Dual{Cells()}(4.452457611519736e-11,0.0,-5.037742445913557e-14), Dual{Cells()}(6.750005017446469e-11,0.0,-7.920959760152989e-14), Dual{Cells()}(6.416765436614607e-11,0.0,-7.67883968273768e-14), Dual{Cells()}(6.077043116416984e-11,0.0,-7.42388558366215e-14), Dual{Cells()}(1.88143192148347e-11,0.0,-2.490203537617522e-14), Dual{Cells()}(1.324438071648559e-11,0.0,-1.9370110224360412e-14), Dual{Cells()}(1.0268049666781476e-11,0.0,-1.5631119404840525e-14), Dual{Cells()}(1.2034212142765129e-11,0.0,-1.794408141748646e-14), Dual{Cells()}(1.2063735616858839e-11,0.0,-1.7980217047446444e-14), Dual{Cells()}(1.2126294885278542e-11,0.0,-1.8056548288798106e-14), Dual{Cells()}(3.141695697573691e-11,0.0,-4.673765191166098e-14), Dual{Cells()}(3.1450062934915584e-11,0.0,-4.677777701321239e-14), Dual{Cells()}(3.146659038158971e-11,0.0,-4.6797795742657435e-14), Dual{Cells()}(3.430157037517041e-11,0.0,-4.290438853708233e-14), Dual{Cells()}(3.4301570363696544e-11,0.0,-4.290438852796447e-14), Dual{Cells()}(3.4301570361067144e-11,0.0,-4.2904388525874967e-14), Dual{Cells()}(5.122443700820768e-11,0.0,-5.472424407778312e-14), Dual{Cells()}(4.9234687801510386e-11,0.0,-5.347021162006856e-14), Dual{Cells()}(4.516643788616987e-11,0.0,-5.0809968711992216e-14), Dual{Cells()}(6.831076246071867e-11,0.0,-7.978752161274592e-14), Dual{Cells()}(6.48467391832103e-11,0.0,-7.728794950235104e-14), Dual{Cells()}(6.131507016991082e-11,0.0,-7.465345622719352e-14), Dual{Cells()}(1.8823559188660122e-11,0.0,-2.4910191639676038e-14), Dual{Cells()}(1.2993580090654559e-11,0.0,-1.9083329546650964e-14), Dual{Cells()}(9.875989935040105e-12,0.0,-1.5069606081238948e-14), Dual{Cells()}(8.999155599227606e-12,0.0,-1.3730936664992594e-14), Dual{Cells()}(1.1589421586921587e-11,0.0,-1.739058990307525e-14), Dual{Cells()}(1.6525248669451865e-11,0.0,-2.2791685633050463e-14), Dual{Cells()}(5.363047900194489e-11,0.0,-6.857220170013366e-14), Dual{Cells()}(5.665965758389162e-11,0.0,-7.10315554992598e-14), Dual{Cells()}(5.962640817270524e-11,0.0,-7.336035138350633e-14), Dual{Cells()}(3.9341070379172595e-11,0.0,-4.6737842369146844e-14), Dual{Cells()}(4.2787862623934945e-11,0.0,-4.918800496994332e-14), Dual{Cells()}(4.445937936262481e-11,0.0,-5.033328106023906e-14), Dual{Cells()}(5.08983099263647e-11,0.0,-5.4520680047548365e-14), Dual{Cells()}(4.89382523808708e-11,0.0,-5.3280858134735926e-14), Dual{Cells()}(4.49288351657498e-11,0.0,-5.065028121099035e-14), Dual{Cells()}(6.801104201771132e-11,0.0,-7.957435205798574e-14), Dual{Cells()}(6.459600681390582e-11,0.0,-7.71038810640711e-14), Dual{Cells()}(6.111439312136462e-11,0.0,-7.450096150135096e-14), Dual{Cells()}(1.88211341634029e-11,0.0,-2.4908051291998453e-14), Dual{Cells()}(1.3088560987408973e-11,0.0,-1.9192440611250394e-14), Dual{Cells()}(1.0023804994179157e-11,0.0,-1.5283731729981977e-14), Dual{Cells()}(1.1448108061473843e-11,0.0,-1.721101570108532e-14), Dual{Cells()}(1.401498513526643e-11,0.0,-2.022584105538421e-14), Dual{Cells()}(1.8829149238657492e-11,0.0,-2.491512476436292e-14), Dual{Cells()}(5.925983414691098e-11,0.0,-7.307662208507342e-14), Dual{Cells()}(6.225185304286549e-11,0.0,-7.536123638790448e-14), Dual{Cells()}(6.518652674627009e-11,0.0,-7.753669808686444e-14), Dual{Cells()}(4.266280345353167e-11,0.0,-4.9101243885678186e-14), Dual{Cells()}(4.608797276251512e-11,0.0,-5.142462080116545e-14), Dual{Cells()}(4.775250722035696e-11,0.0,-5.251661506543138e-14), Dual{Cells()}(5.0655787210310206e-11,0.0,-5.436880657727223e-14), Dual{Cells()}(4.871762337948128e-11,0.0,-5.3139489400349565e-14), Dual{Cells()}(4.475157112342964e-11,0.0,-5.053081730728291e-14), 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Dual{Cells()}(4.340204294186395e-11,0.0,-4.961189658562408e-14), Dual{Cells()}(4.6883627925759504e-11,0.0,-5.1949462890782666e-14), Dual{Cells()}(4.8577292162119506e-11,0.0,-5.304937571382921e-14), Dual{Cells()}(5.025273050040411e-11,0.0,-5.4115460116666265e-14), Dual{Cells()}(4.835132126179663e-11,0.0,-5.2903945921788976e-14), Dual{Cells()}(4.445801684261963e-11,0.0,-5.033235811257359e-14), Dual{Cells()}(6.74162949527473e-11,0.0,-7.91496513959597e-14), Dual{Cells()}(6.409767925754558e-11,0.0,-7.673673647817135e-14), Dual{Cells()}(6.071452251387308e-11,0.0,-7.419616488162562e-14), Dual{Cells()}(1.881368953711421e-11,0.0,-2.490147945297452e-14), Dual{Cells()}(1.3270680148578926e-11,0.0,-1.9399937013635275e-14), Dual{Cells()}(1.0308987304625072e-11,0.0,-1.5688592090572208e-14), Dual{Cells()}(2.211754273169056e-11,0.0,-2.7665033958273652e-14), Dual{Cells()}(2.2117542715510823e-11,0.0,-2.766503394541585e-14), Dual{Cells()}(2.211754268452293e-11,0.0,-2.7665033920790226e-14), Dual{Cells()}(5.70129676328317e-11,0.0,-7.131288076168678e-14), Dual{Cells()}(5.701296761796856e-11,0.0,-7.131288074987524e-14), Dual{Cells()}(5.701296761054038e-11,0.0,-7.131288074397218e-14), Dual{Cells()}(8.997096160686539e-11,0.0,-7.507886840997991e-14), Dual{Cells()}(8.997115394204843e-11,0.0,-7.507895575259927e-14), Dual{Cells()}(8.99713488750458e-11,0.0,-7.507904427482583e-14), Dual{Cells()}(5.096905278260135e-11,0.0,-5.456490126385127e-14), Dual{Cells()}(4.900263121522744e-11,0.0,-5.332203843863649e-14), Dual{Cells()}(4.4980627243396677e-11,0.0,-5.0685132394611356e-14), Dual{Cells()}(6.80767755193329e-11,0.0,-7.962115241948861e-14), Dual{Cells()}(6.465129020632279e-11,0.0,-7.714450362512385e-14), Dual{Cells()}(6.115900866359933e-11,0.0,-7.4534891876106e-14), Dual{Cells()}(1.8822446648020603e-11,0.0,-2.4909209724787867e-14), Dual{Cells()}(1.3069278715578668e-11,0.0,-1.917033998456977e-14), Dual{Cells()}(9.993352718398774e-12,0.0,-1.523986446881975e-14), Dual{Cells()}(1.1468902352703428e-11,0.0,-1.7237557438580747e-14), Dual{Cells()}(1.4028786010879557e-11,0.0,-2.0240836714384483e-14), Dual{Cells()}(1.8829991167632302e-11,0.0,-2.4915867667829532e-14), Dual{Cells()}(5.923503571496836e-11,0.0,-7.305738823806818e-14), Dual{Cells()}(6.221994311722228e-11,0.0,-7.533723644655024e-14), Dual{Cells()}(6.514762555839562e-11,0.0,-7.750826012586967e-14), Dual{Cells()}(4.263108552678704e-11,0.0,-4.9079214865626254e-14), Dual{Cells()}(4.6047647634133515e-11,0.0,-5.139787823695022e-14), Dual{Cells()}(4.7707831234649967e-11,0.0,-5.248760271979226e-14), Dual{Cells()}(5.070345725352281e-11,0.0,-5.4398692168208435e-14), Dual{Cells()}(4.876095474413435e-11,0.0,-5.31672837728982e-14), Dual{Cells()}(4.478637222785536e-11,0.0,-5.0554293154811315e-14), Dual{Cells()}(6.783066957182988e-11,0.0,-7.944579045003264e-14), Dual{Cells()}(6.44446704159027e-11,0.0,-7.699256854791497e-14), Dual{Cells()}(6.099273755476294e-11,0.0,-7.440836313360201e-14), Dual{Cells()}(1.8818663867564963e-11,0.0,-2.4905870799007045e-14), Dual{Cells()}(1.3143786690102265e-11,0.0,-1.9255597907200835e-14), Dual{Cells()}(1.0110475688216377e-11,0.0,-1.5407899467833847e-14), Dual{Cells()}(1.1398596922379703e-11,0.0,-1.7147654553233682e-14), Dual{Cells()}(1.3982261368156965e-11,0.0,-2.0190239779602968e-14), Dual{Cells()}(1.882774005997097e-11,0.0,-2.4913881280059994e-14), Dual{Cells()}(5.932159074009927e-11,0.0,-7.31244989679296e-14), Dual{Cells()}(6.233095683648898e-11,0.0,-7.542069862425508e-14), Dual{Cells()}(6.528271636067853e-11,0.0,-7.7606970904216e-14), Dual{Cells()}(4.274107504119695e-11,0.0,-4.915556353253692e-14), Dual{Cells()}(4.618741328965192e-11,0.0,-5.149050778703818e-14), Dual{Cells()}(4.786269904284286e-11,0.0,-5.2588104620024976e-14), Dual{Cells()}(5.049761194178407e-11,0.0,-5.426952448092348e-14), Dual{Cells()}(4.857371041951905e-11,0.0,-5.304707369450114e-14), Dual{Cells()}(4.463604366133638e-11,0.0,-5.0452807407287417e-14), 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Dual{Cells()}(5.2413589997691566e-11,0.0,-5.5460168162185914e-14), Dual{Cells()}(5.5830594941548565e-11,0.0,-5.75224565249853e-14), Dual{Cells()}(5.7497389857104905e-11,0.0,-5.850205446653287e-14), Dual{Cells()}(5.024292676944868e-11,0.0,-5.410928307879576e-14), Dual{Cells()}(4.8342805122691644e-11,0.0,-5.289845730818484e-14), Dual{Cells()}(4.445205561718043e-11,0.0,-5.0328319881759297e-14), Dual{Cells()}(6.741051735250815e-11,0.0,-7.914551451450367e-14), Dual{Cells()}(6.409403488380244e-11,0.0,-7.673404500259041e-14), Dual{Cells()}(6.071306246351698e-11,0.0,-7.419504968130764e-14), Dual{Cells()}(1.8816481721970635e-11,0.0,-2.4903944493092847e-14), Dual{Cells()}(1.3277742346644854e-11,0.0,-1.9407938607229116e-14), Dual{Cells()}(1.031832089742056e-11,0.0,-1.570166614915699e-14), Dual{Cells()}(2.2117542836764017e-11,0.0,-2.7665034041773998e-14), Dual{Cells()}(2.2117542820528956e-11,0.0,-2.7665034028872232e-14), Dual{Cells()}(2.2117542789428593e-11,0.0,-2.766503400415723e-14), 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Dual{Cells()}(56759.15854982508,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53968.42188274875,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53674.18128461633,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53746.365422457515,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56290.12180242409,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56210.183706766526,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56565.55210592754,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(54124.71050845034,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53827.1641357265,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53899.994146976416,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56144.78037365495,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56065.020429464996,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(56416.455825240635,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(54247.477878037455,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(53947.409012706004,0.0,0.0,0.0,0.0,0.0,1.0,0.0) Dual{Cells()}(54020.73073504324,0.0,0.0,0.0,0.0,0.0,1.0,0.0) 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Dual{Cells()}(2.2329525119709044,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.230905887199626,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.226827390962038,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.227282359424265,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2319936754411636,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2343404246256533,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2237976079764596,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.223787194551011,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2237664946012288,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2274251074023543,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2323490947108264,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2347963422575967,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.232701483596747,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.230707914321468,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2267410323234547,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.227372598730806,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2322180551558435,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2346282020381385,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.232806563329932,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2307909093523177,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2267775387968025,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.227331738704271,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2321161279894244,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2344973568566,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.232886135329195,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2308537113150892,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2268049700548653,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.227303668104269,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2320459898157528,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2344073867713,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2329892176372943,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.230934305682953,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2268394712543054,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.227279511753954,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.231986771499097,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.23433160271205,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.223856953749589,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.223833158413244,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.223786223505315,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2274175674912358,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2323304262500088,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.234772420603444,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2327162286818183,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2307195612364983,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.226746160754506,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.227367001763347,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2322040619457075,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.234610237268876,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2328178037550335,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.230799784830867,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2267814316882837,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2273279773143537,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2321066697242142,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.234485215347881,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2328963433543505,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2308617464122578,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.226808446608078,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2273004614564806,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.232038054487434,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2343972191710844,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2337875241600074,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.231547462715708,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2270990099264254,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2272768006049537,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2319802182677098,1.0,0.0,0.0,0.0,0.0,0.0,0.0), Dual{Cells()}(2.2343232372029904,1.0,0.0,0.0,0.0,0.0,0.0,0.0)], SolidDiffFlux = ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(-7.23966568419794e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.275758899990967e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.348144260640358e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.112521472895733e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.114584230027363e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.128898958772835e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.2871374168599747e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.290151834214645e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.288118855325437e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.059448439496463e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.061277804564084e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0739249267985294e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4980331100010465e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.500570646749335e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.499711760447871e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.019598121852916e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0212688785746164e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0326592024407176e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5279512274821414e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.529852117975122e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5289863699347448e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.988934705195317e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.990496603990717e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.000932929397894e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5517183891318735e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5531002920666333e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5522272101387568e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9648822826583436e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.966365456460193e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.976066147787242e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.5067684947164066e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.5294812109773485e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.574985699665382e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1053208349629686e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1073580594609264e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1214656532529534e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4372655182199455e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4415391785426633e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4407647647291773e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.053840809718355e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.055646582466527e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.06811599607699e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5022021877580978e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5046519827409393e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5037923145104573e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0153229522560437e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0169779046029085e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0282343229041274e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5312047485929417e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.533035409575851e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5321687374104337e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9856219579347474e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.987172653097686e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9975070857159154e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.554377610573545e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5557004053292742e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5548264496807438e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.962219949682733e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.963694805721465e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.973314536301111e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.2416965847649064e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.256336887545882e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.2856433901591207e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0979820493078946e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0999850970807125e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.113860362960053e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4664837695281618e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4698053227134994e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4689856144796525e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0484312785156e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.050214694965086e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0625129336125446e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5062369296949195e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5086015064860912e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.507741029646347e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0111823861810676e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.01282224145298e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0239491832256304e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5343674167312722e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5361296021598287e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5352620005263124e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9824072957802136e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.983947221197429e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.994182995748064e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5569750099465537e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.558239874040429e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.557365052958607e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.959626690516846e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.96109351451752e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.970634499108389e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.169833452560532e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.178067177083408e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.194530416736724e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0909066640551526e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0928763668792334e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1065254324072727e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4746173765260132e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.477655581472796e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4768034622963757e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.043209278809953e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0449714855271267e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.057104724007813e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5101434898086595e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5124252742887916e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5115639646742187e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.007171554478264e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.008796976287688e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.019798721196642e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5374442393368804e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.539139597708321e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.538271064636506e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.979285065259296e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.980814630575596e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9909547703380196e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5595116418388884e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5607197461568768e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5598440633112978e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.957099190408372e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.958558253452539e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9680225860863055e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2688601312056687e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2724954313169923e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2797503738559738e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.084111689821272e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0860499232314396e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0994818746281575e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4798543280307796e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.48277169448966e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4819158208588958e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0381650772608e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0399071397017066e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0518812245593097e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5139277372769735e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5161290596297133e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.51526689556174e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.003286238473e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.004897850116238e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0157785537523995e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5404402818099593e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.542070350150379e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5412008873844267e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.976249907897936e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.977769500320533e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.987816828984401e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.561994992597321e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.563147055239741e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.562270435671452e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9546343835703765e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9560859438684943e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9654756092598114e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.761450596579409e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.770148505844164e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.787416688928428e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.077583361294102e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.079491960963844e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.092715659566329e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4846517124186342e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4874687334884117e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4866120157609297e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.033289725321506e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.035012635120302e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.046833112571334e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5175952960716726e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5197183920722177e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.518855354363239e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.99952289351668e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0011212809415397e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0118850007323033e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.543360721300535e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5449269176663314e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5440565311180236e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.973296756640515e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9748067426199966e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9847638956051005e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.564590928164028e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.565676584528707e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5647969914048995e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9522294821003507e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.953673787275156e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9629906746048475e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.4653504614125854e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.4637601203849881e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.4605605337324469e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.071306208591003e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.073186872566852e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0862106729052764e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4892655865152653e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4919865871684906e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4911291745862193e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0285750076832626e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.030279689134555e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.041951831803844e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5211515841566097e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.52319859570454e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.52233466769648e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.995878655736743e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9974643699347296e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0081150918043254e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5462108972929976e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.54771451191276e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5468432123075427e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9704208106754764e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9719215373534814e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9817909724125533e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5709838952735488e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.57175613115472e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5708321996974594e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.949883281128907e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9513206061199904e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9605666450388776e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1399952680858206e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1238812996589263e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.09244752904026e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0652657260371666e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.067120019197769e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.079951781285958e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4937232142893466e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.49635111691305e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4954929832913504e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.024013417594331e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.025700733465304e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.037229565943337e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5246018529166003e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5265748277473735e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5257099953877458e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.992351509192627e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.993925071669338e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.004466748235316e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.548996468189121e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5504386473979533e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5495664499343127e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9676175104586927e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9691093063019275e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9788933115410694e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.6706144854217378e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.6636985899311077e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.6609882125551147e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.947638499028958e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.94906996117738e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9582503218907275e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.885705605960299e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.92168141160558e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-5.993834815621617e-24,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.112344216967556e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1144067339330056e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1287129580293327e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.2869992268030792e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.2900167990690675e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.2879831659177487e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.059038415838141e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.060867443838562e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0734952861153426e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4976816377989167e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5002304545249373e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.499370936992766e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.018249479629293e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0199196243326717e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0312477024949766e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5267397414202476e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5286803883583148e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5278124970635783e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.986623145237649e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9881845547391444e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9985158983255573e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5495961634616732e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5510488584719776e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.550172113268836e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9643733998189235e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9658565569371535e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9755343543593036e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.3714004362351307e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.3941020414869686e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.439584747251656e-23,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.105138325301429e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.107175312869336e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.121274173756238e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4371141212758225e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4413922088991698e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.440617405609725e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0533634978369334e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.055168904742301e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.067615926417827e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5017900182274564e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5042530868735065e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5033926786934603e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.013769957658393e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0154242616657343e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.026609164517867e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5298041951640768e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5316809167003667e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.530811773968131e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.983637308382788e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9851876412632947e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9954320900046256e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5525533969176225e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5539371705662887e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5530600704027175e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9618295817563276e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.963304432617253e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.97290660611009e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.228224635136929e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.242864122728749e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.272169048418702e-22,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.097788438430937e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.09979124902426e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1136572781964186e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4663226704756693e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4696492215177958e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4688292109715276e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.047875324255371e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.049658343713351e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0619305619623155e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5057534651415377e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5081336615882783e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5072723176891023e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.009397122812684e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.011036294786785e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0220812086162154e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.53275158143838e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5345670175990944e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5336965740859413e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.980715707855028e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.982255364198349e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9924145524380515e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5554184844057562e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5567354929060546e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5558579949950467e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9593361513199875e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9608029770987663e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9703308910090615e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.1685297974805568e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.176763539567227e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.1932268193118134e-21,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0906957113243856e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.092665171298195e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1063041999864214e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4744417494946417e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4774854657052602e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.476633032424049e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.042562106498208e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.044323883072786e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.056426902815668e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5095769796760404e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5118771217092478e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5110147976475926e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.005122402755251e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.006747107656175e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.01765490573057e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5355834168161378e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.53734022177332e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.536468426008664e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.977855533691355e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9793849037407194e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.989460409229142e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5581948949801742e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5594472070017727e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5585692648289024e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.956890754592567e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.958349822985329e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9678047676537366e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2687479861298597e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2723832898112154e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.2796382395475344e-20,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0838766960583753e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.085814675877362e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.099235474466963e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.479658096209805e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.482581654813135e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4817254308420593e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0374127131147176e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.039154310634921e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.051093347322731e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.51326511263886e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5154879675413763e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.514624619200923e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0009369980496205e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.002547849063071e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.013321059924661e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.538300498619965e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5400013687005976e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5391281699414913e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9750537867853585e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.976573241917578e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.986566558166667e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.56089214685082e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) 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Dual{Cells()}(-2.5189702707926808e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.518105854072842e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9968283402573804e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.998425786770794e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.009066259965637e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5409000464696978e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5425478959392757e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.541673276910505e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.972307548794568e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.973817442230264e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.983729978346327e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.56367798098962e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.564794431877577e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5639132839954586e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.95213484582573e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.953579157397345e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9628917482107357e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.4653247021836292e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.4637343249402516e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.4605346684792638e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.071000836922834e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.072881212729775e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0858905878167075e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.489007630070094e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.491736845378525e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4908789702216918e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.027563697259783e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.02926784093938e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.040893092114807e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5202512648362952e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.522327684380905e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5214621548719312e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9927510960616963e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.994335280103589e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.004843330019827e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5433539551238603e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.544951974304143e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.544075811074582e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.969613972947409e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.971114640838669e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.980947722433707e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.570238691530228e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.571036295767502e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5701111912444556e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.949821155351424e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.951258486030734e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.960501679611635e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.139929392117491e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.1238162266080058e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.092384005207648e-19,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0649127044617845e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.066766686579844e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.079581810759842e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4934228512771033e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4960603577380275e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4952016848628215e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0228444100807113e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.0245311509830036e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.036005905086917e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5235562376003517e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5255634478504954e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.524696760490525e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.989672382483987e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.991245165552504e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.001664766467138e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5465402859494934e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5480642971131193e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.5471878990367257e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9669702597445746e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.9684620215195464e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.978216889222871e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.6700164481013183e-17,-0.0,5.247716368556391e-20,-5.247716368556391e-20,-0.0,-0.0,-0.0,-0.0) 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Dual{Cells()}(-1.619814021920578e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.6190745016343282e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9045715013343636e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9071305011135736e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.909180028458144e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.6374805595531496e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.638184385932533e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.6373273589600534e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.8906445371021694e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.893084447724155e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.8949633903052593e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.8581252895141257e-17,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.850939950607533e-17,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.8372885754414768e-17,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9723061381367845e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.975496233441818e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.978374404860822e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.5868989578330521e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.5882230955326245e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.5876338319111994e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9422462021282633e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9451445890088375e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9476573983046064e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.6060210670192404e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.6072016301594778e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.6065230587930272e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9188185526899602e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.921506280846026e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9237260202840737e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.6207356936814294e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.6217991269001798e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.6210501070918749e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9027040500939064e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9052467028348933e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.9072735635229436e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.747119212850011e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.7390232266597243e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.7358387798952545e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.889097943834414e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.8915256080533912e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0) Dual{Cells()}(-1.8933876309826732e-15,-0.0,-0.0,-0.0,-0.0,8.396346189690226e-19,-8.396346189690226e-19,-0.0)]), PeCc = (Volume = [2.62420977587581e-10, 2.630994013678513e-10, 2.6377782514815143e-10, 3.0906989617284527e-10, 3.097483199531342e-10, 3.1042674373341454e-10, 3.557188147581448e-10, 3.5639723853838746e-10, 3.5707566231870076e-10, 4.023677333434046e-10, 4.030461571236779e-10, 4.037245809039694e-10, 4.4901665192869095e-10, 4.4969507570894677e-10, 4.503734994892601e-10, 2.6825209241074245e-10, 2.6893051619101496e-10, 2.69608939971304e-10, 3.1490101099602097e-10, 3.1557943477627704e-10, 3.162578585565727e-10, 3.6154992958130227e-10, 3.6222835336153616e-10, 3.6290677714186715e-10, 4.0819884816657603e-10, 4.0887727194684994e-10, 4.095556957271231e-10, 4.5484776675182684e-10, 4.5552619053210054e-10, 4.5620461431243586e-10, 2.7408320723390594e-10, 2.7476163101416403e-10, 2.7544005479447516e-10, 3.207321258191811e-10, 3.2141054959944823e-10, 3.220889733797438e-10, 3.673810444044504e-10, 3.680594681847153e-10, 3.6873789196500634e-10, 4.1402996298974697e-10, 4.1470838676996333e-10, 4.1538681055030305e-10, 4.6067888157499803e-10, 4.613573053552496e-10, 4.620357291355496e-10, 2.79914322057054e-10, 2.805927458373277e-10, 2.8127116961762443e-10, 3.265632406423327e-10, 3.2724166442260397e-10, 3.2792008820289985e-10, 3.7321215922762776e-10, 3.7389058300787044e-10, 3.7456900678817283e-10, 4.1986107781286124e-10, 4.20539501593148e-10, 4.2121792537345703e-10, 4.66509996398132e-10, 4.671884201784673e-10, 4.67866843958719e-10, 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3.505661237152274e-10, 3.512445474955473e-10, 3.9653661852024667e-10, 3.9721504230048925e-10, 3.9789346608082494e-10, 4.4318553710553305e-10, 4.438639608857714e-10, 4.4454238466609347e-10, 4.898344556907709e-10, 4.905128794710667e-10, 4.911913032513488e-10], Charge = ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), 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Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0), Dual{Cells()}(0.0,0.0)], Phi = ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(2.223694770622205,1.0), Dual{Cells()}(2.2236947706242134,1.0), Dual{Cells()}(2.223694770628228,1.0), Dual{Cells()}(2.223696408209977,1.0), Dual{Cells()}(2.223696408209009,1.0), Dual{Cells()}(2.223696408211479,1.0), Dual{Cells()}(2.2236989590081104,1.0), Dual{Cells()}(2.2236989590068905,1.0), Dual{Cells()}(2.2236989590091887,1.0), Dual{Cells()}(2.22370053010268,1.0), Dual{Cells()}(2.2237005301013997,1.0), Dual{Cells()}(2.223700530103632,1.0), Dual{Cells()}(2.2237014118348126,1.0), Dual{Cells()}(2.223701411833484,1.0), Dual{Cells()}(2.2237014118356653,1.0), Dual{Cells()}(2.223694808214984,1.0), Dual{Cells()}(2.2236948082169863,1.0), Dual{Cells()}(2.22369480822099,1.0), Dual{Cells()}(2.223696792061147,1.0), Dual{Cells()}(2.223696792060034,1.0), Dual{Cells()}(2.2236967920624253,1.0), Dual{Cells()}(2.2236992019797706,1.0), Dual{Cells()}(2.223699201978542,1.0), Dual{Cells()}(2.223699201980831,1.0), Dual{Cells()}(2.2237006733195006,1.0), Dual{Cells()}(2.2237006733182136,1.0), Dual{Cells()}(2.223700673320439,1.0), Dual{Cells()}(2.223701483527822,1.0), Dual{Cells()}(2.223701483526488,1.0), Dual{Cells()}(2.223701483528664,1.0), Dual{Cells()}(2.2236948863144197,1.0), Dual{Cells()}(2.2236948863164163,1.0), Dual{Cells()}(2.2236948863204087,1.0), Dual{Cells()}(2.22369715662858,1.0), Dual{Cells()}(2.223697156627424,1.0), Dual{Cells()}(2.2236971566297874,1.0), Dual{Cells()}(2.2236994304168953,1.0), Dual{Cells()}(2.223699430415659,1.0), Dual{Cells()}(2.223699430417939,1.0), Dual{Cells()}(2.223700806361158,1.0), Dual{Cells()}(2.2237008063598642,1.0), Dual{Cells()}(2.223700806362083,1.0), Dual{Cells()}(2.2237015475543167,1.0), Dual{Cells()}(2.2237015475529778,1.0), Dual{Cells()}(2.2237015475551476,1.0), Dual{Cells()}(2.2236950081316267,1.0), Dual{Cells()}(2.2236950081336175,1.0), Dual{Cells()}(2.223695008137599,1.0), Dual{Cells()}(2.2236975017160194,1.0), Dual{Cells()}(2.223697501714848,1.0), Dual{Cells()}(2.223697501717197,1.0), Dual{Cells()}(2.223699644967663,1.0), Dual{Cells()}(2.223699644966419,1.0), Dual{Cells()}(2.22369964496869,1.0), Dual{Cells()}(2.2237009296364945,1.0), Dual{Cells()}(2.2237009296351946,1.0), Dual{Cells()}(2.2237009296374066,1.0), Dual{Cells()}(2.2237016041213784,1.0), Dual{Cells()}(2.223701604120034,1.0), Dual{Cells()}(2.223701604122199,1.0), Dual{Cells()}(2.223695177194137,1.0), Dual{Cells()}(2.2236951771961206,1.0), Dual{Cells()}(2.2236951772000904,1.0), Dual{Cells()}(2.223697827930349,1.0), Dual{Cells()}(2.2236978279291666,1.0), Dual{Cells()}(2.2236978279315047,1.0), Dual{Cells()}(2.2236998462523445,1.0), Dual{Cells()}(2.2236998462510926,1.0), Dual{Cells()}(2.2236998462533557,1.0), Dual{Cells()}(2.223701043525198,1.0), Dual{Cells()}(2.223701043523892,1.0), Dual{Cells()}(2.2237010435260975,1.0), 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Dual{Cells()}(2.223757317811075,1.0), Dual{Cells()}(2.2237573178133276,1.0), Dual{Cells()}(2.22375942419657,1.0), Dual{Cells()}(2.22375942419526,1.0), Dual{Cells()}(2.2237594241974596,1.0), Dual{Cells()}(2.223760501422745,1.0), Dual{Cells()}(2.2237605014213915,1.0), Dual{Cells()}(2.223760501423546,1.0), Dual{Cells()}(2.2237509191786407,1.0), Dual{Cells()}(2.2237509191805986,1.0), Dual{Cells()}(2.2237509191845404,1.0), Dual{Cells()}(2.223754663782661,1.0), Dual{Cells()}(2.223754663781459,1.0), Dual{Cells()}(2.2237546637837755,1.0), Dual{Cells()}(2.2237576361852587,1.0), Dual{Cells()}(2.2237576361839912,1.0), Dual{Cells()}(2.223757636186236,1.0), Dual{Cells()}(2.2237596160209563,1.0), Dual{Cells()}(2.223759616019641,1.0), Dual{Cells()}(2.2237596160218347,1.0), Dual{Cells()}(2.2237605599351866,1.0), Dual{Cells()}(2.2237605599338184,1.0), Dual{Cells()}(2.2237605599359633,1.0), Dual{Cells()}(2.2237513462072322,1.0), Dual{Cells()}(2.2237513462091654,1.0), Dual{Cells()}(2.223751346213087,1.0), Dual{Cells()}(2.2237550870665235,1.0), Dual{Cells()}(2.2237550870653124,1.0), Dual{Cells()}(2.2237550870676186,1.0), Dual{Cells()}(2.2237579389722795,1.0), Dual{Cells()}(2.2237579389710054,1.0), Dual{Cells()}(2.223757938973243,1.0), Dual{Cells()}(2.2237597918032193,1.0), Dual{Cells()}(2.223759791801898,1.0), Dual{Cells()}(2.223759791804086,1.0), Dual{Cells()}(2.22376059964656,1.0), Dual{Cells()}(2.223760599644916,1.0), Dual{Cells()}(2.223760599646921,1.0)], Conductivity = [5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 5.96e7, 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3.9814390683374075e-7, 3.9878620153700536e-7, 4.416662687793143e-7, 4.423085634825485e-7, 4.429508581857711e-7, 2.705282242652977e-7, 2.711705189685122e-7, 2.718128136717471e-7, 3.1469288091407903e-7, 3.153351756172902e-7, 3.1597747032052985e-7, 3.588575375628651e-7, 3.594998322660671e-7, 3.601421269693148e-7, 4.03022194211636e-7, 4.036644889148547e-7, 4.04306783618087e-7, 4.471868508604279e-7, 4.478291455636335e-7, 4.4847144026686665e-7, 2.760488063463934e-7, 2.766911010496077e-7, 2.7733339575284584e-7, 3.20213462995176e-7, 3.20855757698391e-7, 3.214980524016271e-7, 3.643781196439525e-7, 3.6502041434717264e-7, 3.656627090504042e-7, 4.0854277629274305e-7, 4.0918507099594037e-7, 4.098273656991929e-7, 4.5270743294153153e-7, 4.533497276447243e-7, 4.5399202234795624e-7, 2.815693884274901e-7, 2.822116831307071e-7, 2.82853977833942e-7, 3.257340450762804e-7, 3.2637633977947624e-7, 3.2701863448273445e-7, 3.6989870172506555e-7, 3.7054099642826986e-7, 3.7118329113150143e-7, 4.1406335837384773e-7, 4.1470565307703256e-7, 4.1534794778030093e-7, 4.5822801502262954e-7, 4.5887030972582114e-7, 4.5951260442903684e-7, 2.8708997050858834e-7, 2.877322652118064e-7, 2.883745599150411e-7, 3.3125462715738164e-7, 3.3189692186057346e-7, 3.325392165638336e-7, 3.754192838061659e-7, 3.760615785093605e-7, 3.7670387321260606e-7, 4.1958394045494574e-7, 4.202262351581324e-7, 4.2086852986139894e-7, 4.6374859710371135e-7, 4.643908918069272e-7, 4.6503318651013157e-7]), Control = (Controller = BattMo.CCController{Int64, Float64}(0, 0.2920173995165871, 6198.4375, false, "discharging"), ImaxDischarge = [0.2920173995165871], Current = ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.2920173995165871,0.0,1.0)], Phi = ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(2.2236422111611422,1.0,0.0)], ImaxCharge = [0.0]))), state0 = JutulStorage{@NamedTuple{NeCc::@NamedTuple{BoundaryPhi::Vector{Float64}, Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, NeAm::@NamedTuple{Cs::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{Float64}, Charge::Vector{Float64}, Cp::Matrix{Float64}, Ocp::Vector{Float64}, Phi::Vector{Float64}, SolidDiffFlux::Matrix{Float64}}, Elyte::@NamedTuple{Volume::Vector{Float64}, Mass::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ChemCoef::Vector{Float64}, Charge::Vector{Float64}, Diffusivity::Vector{Float64}, BruggemanCoefficient::Vector{Float64}, DmuDc::Vector{Float64}, Phi::Vector{Float64}, C::Vector{Float64}}, PeAm::@NamedTuple{Cs::Vector{Float64}, Volume::Vector{Float64}, Temperature::Vector{Float64}, VolumeFraction::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}, ReactionRateConst::Vector{Float64}, Charge::Vector{Float64}, Cp::Matrix{Float64}, Ocp::Vector{Float64}, Phi::Vector{Float64}, SolidDiffFlux::Matrix{Float64}}, PeCc::@NamedTuple{Volume::Vector{Float64}, Charge::Vector{Float64}, Phi::Vector{Float64}, Conductivity::Vector{Float64}, ECTransmissibilities::Vector{Float64}}, Control::@NamedTuple{Controller::BattMo.CCController{Int64, Float64}, ImaxDischarge::Vector{Float64}, Current::Vector{Float64}, Phi::Vector{Float64}, ImaxCharge::Vector{Float64}}}}((NeCc = (BoundaryPhi = [0.0, 0.0, 0.0], Volume = [2.052430465402451e-10, 2.0559258709988122e-10, 2.0594212765946e-10, 2.3872723963519155e-10, 2.390767801948256e-10, 2.3942632075441743e-10, 2.722114327301711e-10, 2.7256097328976974e-10, 2.729105138493551e-10, 3.0569562582510877e-10, 3.060451663847008e-10, 3.063947069443457e-10, 3.391798189200664e-10, 3.395293594796714e-10, 3.3987890003927674e-10, 2.0942857067712202e-10, 2.097781112367361e-10, 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7.991474245355966, 5.000978449699069, 5.012161336848123, 5.769890921944686, 5.781072953510351, 6.53875502031651, 6.549936479312731, 7.307585996380502, 7.318767053636035, 8.07639330097296, 8.087574065459998, 8.687759004745887e-5, 8.668574761102245e-5, 8.64947500114836e-5, 7.540241049028309e-5, 7.525783463639438e-5, 7.511381186888486e-5, 6.660390880660018e-5, 6.649106739745898e-5, 6.637860755212873e-5, 5.964362697520962e-5, 5.9553114841223666e-5, 5.9462876920677926e-5, 0.00010022076286553314, 9.996560784909114e-5, 9.971174763157458e-5, 8.525586787913066e-5, 8.507110869845158e-5, 8.48871480772102e-5, 7.417759580978883e-5, 7.403767214535731e-5, 7.389827512418853e-5, 6.564634356359018e-5, 6.553671961352136e-5, 6.542746104405109e-5, 5.8874528746272534e-5, 5.878633343519125e-5, 5.869840188753268e-5, 9.806924960665785e-5, 9.782490988274946e-5, 9.758178367798134e-5, 8.369354485249541e-5, 8.351548398353674e-5, 8.333817871376352e-5, 7.299191817454588e-5, 7.285642581125118e-5, 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6.940546807148465e-5, 6.207636158058609e-5, 6.197832383696954e-5, 6.188059516682253e-5, 5.598670478234998e-5, 5.5906941192007906e-5, 5.582740449390072e-5, 9.031330741179169e-5, 9.010602044115042e-5, 8.989968215793702e-5, 7.797746240138112e-5, 7.782285853928447e-5, 7.766886620363191e-5, 6.860532912167198e-5, 6.848561301772937e-5, 6.836631382647418e-5, 6.124370262706324e-5, 6.114827443329283e-5, 6.105314306852911e-5, 5.5308466400758183e-5, 5.523062181329607e-5, 5.5152995987216485e-5, 8.856216216201682e-5, 8.836282147526942e-5, 8.816437554624263e-5, 7.666833149424265e-5, 7.65188676416805e-5, 7.636998511802646e-5, 6.758981189152103e-5, 6.747360932531473e-5, 6.735780547571189e-5, 6.043307875898213e-5, 6.034015732617016e-5, 6.024752111602923e-5, 5.464645989070343e-5, 5.4570465894594416e-5, 5.449468291282e-5, 4.328120130505445, 4.339304168557217, 5.097095901089661, 5.108278659842797, 5.866001190236876, 5.877183137729663, 6.6348604677184655, 6.646041868784467, 7.403688052904147, 7.414869068526926, 4.424247209534336, 4.435431050608939, 5.193212275854615, 5.204394913215483, 5.962110751587694, 5.973292619142313, 6.730965426592288, 6.7421467721664845, 7.499789757623539, 7.51097073315117, 4.520372643451416, 4.531556299945029, 5.289327632517764, 5.300510155038164, 6.058219639847019, 6.0694014310679405, 6.827069917391717, 6.83825120980523, 7.595891123833712, 7.607072060883648, 4.616496534817003, 4.627680018115397, 5.385442025456356, 5.396624439184607, 6.154327886265017, 6.165509604850053, 6.923173959645266, 6.934355201142611, 7.691992164376849, 7.703173064268115, 4.7126189777373355, 4.723802298291221, 5.481555505281254, 5.492737815917517, 6.250435520587055, 6.261617169732188, 7.019277571643314, 7.03045876424624, 7.788092891265883, 7.79927375532072, 4.8087400589624325, 4.819923226410154, 5.577668119215231, 5.588850332035653, 6.346542570545647, 6.357724153441485, 7.115380770893807, 7.126561916542152, 7.884193315650817, 7.895374145457778, 4.904859858362579, 4.916042881543626, 5.673779911100754, 5.684962030962782, 6.442649062285019, 6.453830581837163, 7.211483574024859, 7.222664674521175, 7.980293448744675, 7.991474245339873, 5.000978449699226, 5.012161336851395, 5.769890921940766, 5.781072953518122, 6.538755020320201, 6.549936479316726, 7.307585996370909, 7.3187670536362495, 8.076393300961882, 8.087574065454318, 2.484458959409063e-7, 2.490881906441207e-7, 2.497304853473579e-7, 2.9261055258968995e-7, 2.9325284729289776e-7, 2.93895141996138e-7, 3.3677520923847955e-7, 3.3741750394167147e-7, 3.3805979864492856e-7, 3.8093986588725463e-7, 3.8158216059045545e-7, 3.8222445529370444e-7, 4.251045225360371e-7, 4.257468172392467e-7, 4.2638911194249314e-7, 2.539664780220046e-7, 2.546087727252194e-7, 2.5525106742845454e-7, 2.9813113467078585e-7, 2.9877342937399884e-7, 2.9941572407723497e-7, 3.4229579131956353e-7, 3.429380860227655e-7, 3.435803807260268e-7, 3.8646044796834497e-7, 3.8710274267156246e-7, 3.8774503737479494e-7, 4.306251046171245e-7, 4.3126739932033146e-7, 4.319096940235942e-7, 2.5948706010310475e-7, 2.60129354806315e-7, 2.6077164950955276e-7, 3.036517167518803e-7, 3.0429401145510283e-7, 3.0493630615833224e-7, 3.478163734006591e-7, 3.484586681038834e-7, 3.491009628071102e-7, 3.919810300494541e-7, 3.9262332475264104e-7, 3.9326561945590597e-7, 4.361456866982125e-7, 4.3678798140144567e-7, 4.374302761046615e-7, 2.6500764218419704e-7, 2.656499368874132e-7, 2.662922315906501e-7, 3.0917229883298335e-7, 3.0981459353619544e-7, 3.104568882394325e-7, 3.5333695548177363e-7, 3.539792501849687e-7, 3.546215448882182e-7, 3.975016121305602e-7, 3.9814390683374075e-7, 3.9878620153700536e-7, 4.416662687793143e-7, 4.423085634825485e-7, 4.429508581857711e-7, 2.705282242652977e-7, 2.711705189685122e-7, 2.718128136717471e-7, 3.1469288091407903e-7, 3.153351756172902e-7, 3.1597747032052985e-7, 3.588575375628651e-7, 3.594998322660671e-7, 3.601421269693148e-7, 4.03022194211636e-7, 4.036644889148547e-7, 4.04306783618087e-7, 4.471868508604279e-7, 4.478291455636335e-7, 4.4847144026686665e-7, 2.760488063463934e-7, 2.766911010496077e-7, 2.7733339575284584e-7, 3.20213462995176e-7, 3.20855757698391e-7, 3.214980524016271e-7, 3.643781196439525e-7, 3.6502041434717264e-7, 3.656627090504042e-7, 4.0854277629274305e-7, 4.0918507099594037e-7, 4.098273656991929e-7, 4.5270743294153153e-7, 4.533497276447243e-7, 4.5399202234795624e-7, 2.815693884274901e-7, 2.822116831307071e-7, 2.82853977833942e-7, 3.257340450762804e-7, 3.2637633977947624e-7, 3.2701863448273445e-7, 3.6989870172506555e-7, 3.7054099642826986e-7, 3.7118329113150143e-7, 4.1406335837384773e-7, 4.1470565307703256e-7, 4.1534794778030093e-7, 4.5822801502262954e-7, 4.5887030972582114e-7, 4.5951260442903684e-7, 2.8708997050858834e-7, 2.877322652118064e-7, 2.883745599150411e-7, 3.3125462715738164e-7, 3.3189692186057346e-7, 3.325392165638336e-7, 3.754192838061659e-7, 3.760615785093605e-7, 3.7670387321260606e-7, 4.1958394045494574e-7, 4.202262351581324e-7, 4.2086852986139894e-7, 4.6374859710371135e-7, 4.643908918069272e-7, 4.6503318651013157e-7]), Control = (Controller = BattMo.CCController{Int64, Float64}(0, 0.2920173995165871, 6198.4375, false, "discharging"), ImaxDischarge = [0.2920173995165871], Current = [0.2920173995165871], Phi = [2.2236422111611422], ImaxCharge = [0.0]))), cross_terms = Any[JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 480, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(-0.0005023241447421202,0.010068400403443303,-2.2297807687393917e-7) Dual{Cells()}(-0.0005221477358370802,0.010521700971964155,-1.8746372001054117e-7) Dual{Cells()}(-0.0005370953629555981,0.010860765554024586,-1.7035246357548975e-7) Dual{Cells()}(-0.0004551097120890943,0.009576634408270583,-8.76178394177324e-8) Dual{Cells()}(-0.0004536238609855106,0.009477731220249348,-9.898619441857235e-8) Dual{Cells()}(-0.00044807572268437164,0.009229517144385463,-1.284599718358666e-7) Dual{Cells()}(-0.0005804280489625365,0.011638749644802234,-2.5788150326847967e-7) Dual{Cells()}(-0.0006017628298020931,0.01213088702422699,-2.1710286496865236e-7) Dual{Cells()}(-0.0006175640999683147,0.012492517829833802,-1.974073392708173e-7) Dual{Cells()}(-0.0005532659339891656,0.011243241023215195,-1.8755581770804256e-7) Dual{Cells()}(-0.0005533067248954718,0.011207460001083904,-2.0675806942203553e-7) Dual{Cells()}(-0.000549176196112698,0.011065205156366189,-2.4406414850417687e-7) Dual{Cells()}(-0.0006585913471069035,0.013210565675689514,-2.9257010946589396e-7) Dual{Cells()}(-0.0006814776024471963,0.013742479019332836,-2.465109046949129e-7) Dual{Cells()}(-0.0006981741597548582,0.014127662804068396,-2.2420481419983387e-7) Dual{Cells()}(-0.0006341452201361297,0.012883675081612818,-2.1437771048781498e-7) Dual{Cells()}(-0.0006332451029150381,0.012823398341783141,-2.3622148760305736e-7) Dual{Cells()}(-0.0006275148209823516,0.012640402372002023,-2.788543407032506e-7) Dual{Cells()}(-0.0007368630252213911,0.014784468095949457,-3.273155337207968e-7) Dual{Cells()}(-0.0007613294559259186,0.01535673163690194,-2.7595203092816863e-7) Dual{Cells()}(-0.0007789476387370971,0.015766009202898036,-2.510204937513226e-7) Dual{Cells()}(-0.0007151055187349722,0.014525693270193924,-2.4120923180189815e-7) Dual{Cells()}(-0.0007132520850670769,0.014440667588457868,-2.6569987133307894e-7) Dual{Cells()}(-0.0007059080617017862,0.014216649922800785,-3.136689802633706e-7) Dual{Cells()}(-0.0008152642750765443,0.01636086420234643,-3.621224080444751e-7) Dual{Cells()}(-0.0008413361524234807,0.016973988406236942,-3.054300304275053e-7) Dual{Cells()}(-0.0008598979557377908,0.017407815228560913,-2.77858298482421e-7) Dual{Cells()}(-4.997896876275894e-5,0.009727511443510176,-1.7327799940407004e-8) Dual{Cells()}(-5.109533152638573e-5,0.009800179306243422,-1.7735057819791833e-8) Dual{Cells()}(-5.304402388074679e-5,0.00987264519675523,-1.8455926811642666e-8) Dual{Cells()}(-0.0005121357184006214,0.010265387092433648,-2.2755438532609188e-7) Dual{Cells()}(-0.0005321459144367786,0.010723394149936434,-1.913722979208347e-7) Dual{Cells()}(-0.0005471951057324711,0.011065073443727525,-1.7394371544451435e-7) Dual{Cells()}(-0.00047934058570882316,0.009792495050411791,-1.466951222881367e-7) Dual{Cells()}(-0.00047988510839789514,0.009763951970443238,-1.6352242766419132e-7) Dual{Cells()}(-0.00047694674383924433,0.00964397765557003,-1.952035042118822e-7) Dual{Cells()}(-0.0005901929658537301,0.0118351208231398,-2.6221443806683685e-7) Dual{Cells()}(-0.000611719890467807,0.012332194559004658,-2.2077707573809061e-7) Dual{Cells()}(-0.0006276313824636836,0.012696734950573668,-2.0075609948465387e-7) Dual{Cells()}(-0.0005633723415685479,0.011448226637466087,-1.9090827282466605e-7) Dual{Cells()}(-0.0005632962815867782,0.011409399071086419,-2.1044048827352168e-7) Dual{Cells()}(-0.0005589666033814335,0.01126206787243026,-2.484120226657835e-7) Dual{Cells()}(-0.0006683682079734824,0.013407166859091069,-2.9690978855903074e-7) Dual{Cells()}(-0.0006914504305404176,0.013944092702791438,-2.5018896706110295e-7) Dual{Cells()}(-0.000708260807676714,0.014332259669739129,-2.275555627310969e-7) Dual{Cells()}(-0.0006442594586802962,0.013088814084006816,-2.177308397263699e-7) Dual{Cells()}(-0.0006432408461971021,0.013025457525016592,-2.3990509048146434e-7) Dual{Cells()}(-0.0006373096405157019,0.012837349921305221,-2.8320428102929973e-7) Dual{Cells()}(-0.0007466583645368615,0.014981424847661783,-3.316640853049164e-7) Dual{Cells()}(-0.0007713244269213896,0.015558774833555163,-2.7963542344828843e-7) Dual{Cells()}(-0.0007890596296432462,0.015971101795883458,-2.5437444068177966e-7) Dual{Cells()}(-0.0007252354283021399,0.014731138273818547,-2.4456467218523755e-7) Dual{Cells()}(-0.0007232619246577059,0.014643000106406522,-2.693868255349273e-7) Dual{Cells()}(-0.0007157150529363655,0.014413831620267771,-3.1802416535387984e-7) Dual{Cells()}(-0.0008250681180071185,0.01655798467970084,-3.6647517188485624e-7) Dual{Cells()}(-0.000851341685961005,0.017176236662074157,-3.0911588371868967e-7) Dual{Cells()}(-0.0008700223704780969,0.017613151185167687,-2.8121362699879016e-7) Dual{Cells()}(-7.383897361296059e-7,0.007987547690079377,-3.62020244596236e-10) Dual{Cells()}(-7.514330229675572e-7,0.00804641469705753,-3.6842005123028896e-10) Dual{Cells()}(-7.726716992510041e-7,0.008105307399536866,-3.788433989661695e-10) Dual{Cells()}(-0.000521888252249621,0.010461483621341456,-2.3190859317926952e-7) Dual{Cells()}(-0.0005420850533148279,0.010924301270277992,-1.9507064238406706e-7) Dual{Cells()}(-0.0005572389257526675,0.011268761599818912,-1.7732017335494264e-7) Dual{Cells()}(-0.0004922578250491475,0.01001158245702274,-1.65168654533264e-7) Dual{Cells()}(-0.0004929667452610291,0.009992594953837764,-1.8235599958602844e-7) Dual{Cells()}(-0.0004900097988162397,0.009879356692288174,-2.155000240960571e-7) Dual{Cells()}(-0.0005999596654259541,0.01203152632540316,-2.6654839711077674e-7) Dual{Cells()}(-0.000621679306514284,0.012533547815834156,-2.2445187555946243e-7) Dual{Cells()}(-0.0006377015600312339,0.012901008828684333,-2.0410516803401662e-7) Dual{Cells()}(-0.0005734798671428716,0.01165323416111238,-1.942608175450451e-7) Dual{Cells()}(-0.0005732867168761776,0.011611355207651424,-2.1412306871313236e-7) Dual{Cells()}(-0.0005687576312463023,0.011458942525739084,-2.527601829715438e-7) Dual{Cells()}(-0.0006781466108337814,0.01360379772944429,-3.0125027547959563e-7) Dual{Cells()}(-0.0007014252158833922,0.014145744379951723,-2.5386749749293893e-7) Dual{Cells()}(-0.0007183497946678673,0.014536902367220793,-2.3090656586736619e-7) Dual{Cells()}(-0.0006543748510942131,0.013293975648546308,-2.2108410530697393e-7) Dual{Cells()}(-0.0006532375620979536,0.013227535574745897,-2.435889058864124e-7) Dual{Cells()}(-0.0006471052292739875,0.013034312261401957,-2.8755456890533693e-7) Dual{Cells()}(-0.0007564557842127345,0.015178421632948825,-3.3601361437394735e-7) Dual{Cells()}(-0.000781321866860666,0.015760865923706287,-2.833194062522492e-7) Dual{Cells()}(-0.0007991744246568001,0.01617624923170198,-2.5772874714074683e-7) Dual{Cells()}(-0.0007353671933738346,0.014936619480059764,-2.4792040093566524e-7) Dual{Cells()}(-0.0007332734443184794,0.014845365179916343,-2.7307419220916955e-7) Dual{Cells()}(-0.0007255235068492558,0.014611041440640491,-3.2237998956024307e-7) Dual{Cells()}(-0.0008348730693885495,0.01675512644802961,-3.708285030097373e-7) Dual{Cells()}(-0.0008613485660769943,0.017378510985921924,-3.128020882256561e-7) Dual{Cells()}(-0.0008801483416268362,0.0178185175223439,-2.8456917765862433e-7) Dual{Cells()}(-3.4010952626116455e-8,0.008002230437396844,-1.6988264998528395e-11) Dual{Cells()}(-3.459816689835021e-8,0.008060478317203829,-1.728158512238422e-11) Dual{Cells()}(-3.5548415938878674e-8,0.008118727695361757,-1.7756250083875108e-11) Dual{Cells()}(-0.0005316382113735535,0.01065756313206078,-2.3623603998856295e-7) Dual{Cells()}(-0.0005520226219824869,0.011125225174408416,-1.9874284158526012e-7) Dual{Cells()}(-0.000567282454440717,0.011472506262397467,-1.8066931689605704e-7) Dual{Cells()}(-0.000502719063553005,0.01021853574078032,-1.705793377253558e-7) Dual{Cells()}(-0.0005033378610612795,0.010197785549486997,-1.8812901571988155e-7) Dual{Cells()}(-0.000500197513800165,0.01008070805421158,-2.2209253704720297e-7) Dual{Cells()}(-0.0006097280058988444,0.012227963427345825,-2.7088329786219113e-7) Dual{Cells()}(-0.0006316409000155098,0.01273494335039533,-2.2812721361453066e-7) Dual{Cells()}(-0.000647774421526583,0.013105335339695554,-2.0745451390921131e-7) Dual{Cells()}(-0.000583588426201274,0.011858261938296453,-1.9761344321144534e-7) Dual{Cells()}(-0.0005832779586226307,0.011813327008004545,-2.1780579684774584e-7) Dual{Cells()}(-0.0005785492217288155,0.011655827998743448,-2.571086060608438e-7) Dual{Cells()}(-0.0006879267215293105,0.01380046147237713,-3.055916335770009e-7) Dual{Cells()}(-0.0007114021298743159,0.014347437366214673,-2.5754653860026474e-7) Dual{Cells()}(-0.000728441292134447,0.01474159422712151,-2.3425785605494995e-7) Dual{Cells()}(-0.0006644915752147221,0.013499163238789918,-2.2443754258492802e-7) Dual{Cells()}(-0.0006632354269574895,0.013429635907571149,-2.4727298107623506e-7) Dual{Cells()}(-0.0006569017572505963,0.013231292663488907,-2.9190527418740607e-7) Dual{Cells()}(-0.0007662549304856266,0.01537545164354444,-3.4036396815696246e-7) Dual{Cells()}(-0.0007913213762066718,0.015962997157524517,-2.870038851402434e-7) Dual{Cells()}(-0.0008092915884828527,0.01638144300457376,-2.610833525044669e-7) Dual{Cells()}(-0.0007455005316514829,0.01514213083219736,-2.512765997832024e-7) Dual{Cells()}(-0.0007432863798369303,0.015047757227286958,-2.7676213594871334e-7) Dual{Cells()}(-0.0007353331842120363,0.014808274429097358,-3.267365980175175e-7) Dual{Cells()}(-0.000844678937486687,0.016952285857736806,-3.7518228828168064e-7) Dual{Cells()}(-0.0008713565771355709,0.017580807252942542,-3.164885627948445e-7) Dual{Cells()}(-0.0008902756351974392,0.018023909742346772,-2.879248861631548e-7) Dual{Cells()}(-1.7142892607217113e-9,0.008093720941709018,-8.571082782676642e-13) Dual{Cells()}(-1.744447171479018e-9,0.008151936676866,-8.72186619503841e-13) Dual{Cells()}(-1.7924610515746712e-9,0.008210152441500107,-8.961925947156322e-13) Dual{Cells()}(-0.0005413907917330159,0.010853696446850868,-2.405623403046927e-7) Dual{Cells()}(-0.0005619637154274828,0.011326222309175146,-2.0241330302658854e-7) Dual{Cells()}(-0.0005773303802594716,0.01167634341133584,-1.8401618735024809e-7) Dual{Cells()}(-0.0005128511986122905,0.010423550305523574,-1.7413095785487376e-7) Dual{Cells()}(-0.000513356573931512,0.01039989274586517,-1.9201388130279745e-7) Dual{Cells()}(-0.0005100196619728711,0.010277877027971321,-2.2665825363701423e-7) Dual{Cells()}(-0.000619497872686559,0.012424429925638558,-2.75219072937048e-7) Dual{Cells()}(-0.0006416045247060947,0.012936378328848185,-2.3180304910219444e-7) Dual{Cells()}(-0.0006578497912585632,0.013309711047621615,-2.1080411316879021e-7) Dual{Cells()}(-0.0005936979525820668,0.012063308671874145,-2.0096614391396892e-7) Dual{Cells()}(-0.0005932699518161662,0.012015313402143573,-2.2148866269656318e-7) Dual{Cells()}(-0.0005883413323099744,0.01185272347186819,-2.614572746601267e-7) Dual{Cells()}(-0.0006977087713484887,0.013997162537897534,-3.099339504796415e-7) Dual{Cells()}(-0.0007213814171124532,0.014549176403757223,-2.6122614679594237e-7) Dual{Cells()}(-0.0007385355506066506,0.014946340134670867,-2.3760947344348863e-7) Dual{Cells()}(-0.0006746098714041109,0.01370438153823325,-2.277911975668046e-7) Dual{Cells()}(-0.0006732346767279885,0.01363176309620538,-2.5095737809826597e-7) Dual{Cells()}(-0.000666699449536633,0.013428295459444774,-2.9625648924966095e-7) Dual{Cells()}(-0.0007760554513829701,0.015572508112524768,-3.447149899897599e-7) Dual{Cells()}(-0.0008013225583347138,0.016165160851729577,-2.9068876134709745e-7) Dual{Cells()}(-0.000819410689897515,0.016586674701661704,-2.6443819086968997e-7) Dual{Cells()}(-0.0007556362047453122,0.015347671465065818,-2.546399554081796e-7) Dual{Cells()}(-0.0007533015718681825,0.015250179459088683,-2.8045742071634076e-7) Dual{Cells()}(-0.0007451449772040813,0.015005537800046079,-3.3110125471813607e-7) Dual{Cells()}(-0.0008544855529464151,0.017149459655521056,-3.7953645006052035e-7) Dual{Cells()}(-0.000881365527784714,0.017783121760171678,-3.201752577805449e-7) Dual{Cells()}(-0.0009004040426159565,0.018229323780783253,-2.912807186974943e-7) Dual{Cells()}(-4.7599615035378605e-11,0.008189258969353016,-2.3799807965779504e-14) Dual{Cells()}(-4.919138884075466e-11,0.008247473312163366,-2.4595694900211465e-14) Dual{Cells()}(-5.086537784255702e-11,0.008305687634296326,-2.5432689453997094e-14) Dual{Cells()}(-0.0005511462633261031,0.011049885725443838,-2.448900164326674e-7) Dual{Cells()}(-0.0005719085358574719,0.01152729220503507,-2.060844735236194e-7) Dual{Cells()}(-0.000587382812740416,0.011880269424190428,-1.8736332786432518e-7) Dual{Cells()}(-0.0005229543500104598,0.010628436227487404,-1.7749810604507095e-7) Dual{Cells()}(-0.0005233441089377887,0.01060176239365619,-1.9571094324604997e-7) Dual{Cells()}(-0.0005198093128453558,0.0104747020248162,-2.3102143591107412e-7) Dual{Cells()}(-0.000629269179565523,0.012620924157872665,-2.7955567209684717e-7) Dual{Cells()}(-0.0006515700670160385,0.01313785054420129,-2.3547935322728755e-7) Dual{Cells()}(-0.0006679275297815363,0.013514133215514364,-2.1415395102234145e-7) Dual{Cells()}(-0.0006038084012142442,0.012268373476580434,-2.0431891710540384e-7) Dual{Cells()}(-0.0006032626612381301,0.012217313704164191,-2.2517166099502568e-7) Dual{Cells()}(-0.0005981339384372387,0.012049628471572427,-2.6580617874506636e-7) Dual{Cells()}(-0.0007074930692419982,0.014193906868346998,-3.1427734835441314e-7) Dual{Cells()}(-0.0007313634085435362,0.014750967905990087,-2.6490640078727755e-7) Dual{Cells()}(-0.000748632913367767,0.015151146782150767,-2.409614736605489e-7) Dual{Cells()}(-0.0006847300532019734,0.013909636663755966,-2.3114512642410085e-7) Dual{Cells()}(-0.0006832356171315569,0.013833923071140048,-2.5464217401569225e-7) Dual{Cells()}(-0.000676498595711682,0.013625326226143576,-3.0060833042194054e-7) Dual{Cells()}(-0.0007858570000550001,0.015769584365002802,-3.4906653064734964e-7) Dual{Cells()}(-0.0008113250227513644,0.016367349432531243,-2.9437394240526896e-7) Dual{Cells()}(-0.0008295313046401594,0.016791936034328627,-2.677932021367126e-7) Dual{Cells()}(-0.0007658022355952321,0.01555339105368344,-2.5818045320655396e-7) Dual{Cells()}(-0.0007633488212222,0.015452879654130228,-2.843323258554083e-7) Dual{Cells()}(-0.0007549895092970094,0.015203170646839294,-3.3565943818764104e-7) Dual{Cells()}(-0.0008642927782557547,0.01734664511404152,-3.838909908481293e-7) Dual{Cells()}(-0.000891375260498347,0.01798545133827697,-3.238621967792047e-7) Dual{Cells()}(-0.0009105333898964845,0.018434756092618704,-2.9463671393035927e-7) Dual{Cells()}(2.69597562661705e-11,0.008284977546263294,1.3479899470017521e-14) Dual{Cells()}(2.6630237169709803e-11,0.0083431918386018,1.3315139653410307e-14) Dual{Cells()}(2.7018403374457047e-11,0.008401406108943044,1.3509223048196533e-14) Dual{Cells()}(-0.0005609044357031473,0.011246127028113293,-2.492191775333856e-7) Dual{Cells()}(-0.0005818568349054827,0.01172842965071397,-2.0975650197748953e-7) Dual{Cells()}(-0.000597439447991381,0.012084277836825709,-1.9071092527526836e-7) Dual{Cells()}(-0.0005330568824928382,0.010833343669659804,-1.8085116996493603e-7) Dual{Cells()}(-0.0005333306014092245,0.010803640048746977,-1.9939373480690008e-7) Dual{Cells()}(-0.0005295975330068076,0.010671521199522905,-2.353693191601861e-7) Dual{Cells()}(-0.000639041869688194,0.012817445030749925,-2.8389305591729237e-7) Dual{Cells()}(-0.0006615374473385933,0.013339358453654818,-2.391561027550394e-7) Dual{Cells()}(-0.0006780075354638771,0.01371859985267013,-2.175040150049934e-7) Dual{Cells()}(-0.0006139197514131318,0.012473455943207187,-2.0767176422552189e-7) Dual{Cells()}(-0.0006132560746477689,0.012419327673963003,-2.2885479204307933e-7) Dual{Cells()}(-0.0006079270365157525,0.01224654292786485,-2.7015531680803527e-7) Dual{Cells()}(-0.0007172800101125793,0.014390702079785074,-3.1862197095992844e-7) Dual{Cells()}(-0.00074134853120849,0.0149528201784696,-2.685873873280278e-7) Dual{Cells()}(-0.0007587338275870973,0.015356022927543332,-2.443139120551448e-7) Dual{Cells()}(-0.0006948525180136067,0.014114936400792252,-2.3449938649446063e-7) Dual{Cells()}(-0.0006932386336046439,0.014036123335533009,-2.5832745267858417e-7) Dual{Cells()}(-0.0006862995587978456,0.01382239197427713,-3.0496093065445025e-7) Dual{Cells()}(-0.0007956592326985013,0.015966673794202555,-3.5341843548367777e-7) Dual{Cells()}(-0.0008213283832289708,0.016569555422638393,-2.980593296466935e-7) Dual{Cells()}(-0.0008396530139401535,0.016997218839271522,-2.711483191528691e-7) Dual{Cells()}(-0.0007766439476856534,0.01576326993225883,-2.6565533984972883e-7) Dual{Cells()}(-0.000774112988330792,0.015661956973789207,-2.9220401400930824e-7) Dual{Cells()}(-0.0007655684421461502,0.015409210825102595,-3.445345582422438e-7) Dual{Cells()}(-0.0008741008413288901,0.017543844447676687,-3.8824767002451135e-7) Dual{Cells()}(-0.0009013859818289302,0.018187796933762674,-3.2755105931898575e-7) Dual{Cells()}(-0.0009206638485681818,0.018640206122419175,-2.979945852814975e-7) Dual{Cells()}(3.006568578489797e-11,0.008380702907574747,1.5032867417355e-14) Dual{Cells()}(2.9778284844884233e-11,0.008438917198568506,1.488916670374908e-14) Dual{Cells()}(3.024609853194872e-11,0.008497131467320477,1.512307391089492e-14) Dual{Cells()}(-0.0005706650983621022,0.011442416285586557,-2.5354972086994766e-7) Dual{Cells()}(-0.0005918083496129692,0.011929629521101978,-2.1342933199214825e-7) Dual{Cells()}(-0.0006074999748943352,0.01228836252716917,-1.94058953196579e-7) Dual{Cells()}(-0.0005431607447621903,0.011038279288905151,-1.8420346114090507e-7) Dual{Cells()}(-0.0005433181336181564,0.011005539689610752,-2.0307582729966985e-7) Dual{Cells()}(-0.000539386480535375,0.01086835575112829,-2.397165867868399e-7) Dual{Cells()}(-0.0006488159206276128,0.013013992108822151,-2.882312040025564e-7) Dual{Cells()}(-0.0006715066252005992,0.013540901266645209,-2.428332875580207e-7) Dual{Cells()}(-0.0006880897495407754,0.013923109797284911,-2.2085430248351559e-7) Dual{Cells()}(-0.0006240320108247719,0.012678556215436149,-2.1102469143631323e-7) Dual{Cells()}(-0.0006232502065869909,0.012621355590927854,-2.3253806270710858e-7) Dual{Cells()}(-0.0006177206474703559,0.012443467242806375,-2.74504697359148e-7) Dual{Cells()}(-0.0007270701226798854,0.014587558234643434,-3.2296811574882337e-7) Dual{Cells()}(-0.0007513373570087822,0.015154744149830078,-2.7226932547144157e-7) Dual{Cells()}(-0.0007688388916979979,0.015560980041610165,-2.47666969094283e-7) Dual{Cells()}(-0.0007049777790245358,0.014320290624425884,-2.3785412420957295e-7) Dual{Cells()}(-0.0007032442238004579,0.01423837342844029,-2.620133945967837e-7) Dual{Cells()}(-0.0006961028073595914,0.014019501640805999,-3.0931453721285525e-7) Dual{Cells()}(-0.0008054618040375053,0.01616376979613141,-3.577705259662284e-7) Dual{Cells()}(-0.0008313322533019324,0.016771771384828837,-3.0174480071860607e-7) Dual{Cells()}(-0.0008497754002104857,0.01720251503414201,-2.745034499856478e-7) Dual{Cells()}(-0.0008034001845743335,0.016153780447819326,-3.505399177418668e-7) Dual{Cells()}(-0.0008009935277115335,0.01607033519260627,-3.814141872145616e-7) Dual{Cells()}(-0.0007918957222593258,0.015826670675911255,-4.458463920834459e-7) Dual{Cells()}(-0.000883920245748649,0.017741210808570926,-3.9264831905804505e-7) Dual{Cells()}(-0.0009114082559859048,0.01839029425980265,-3.3128112215139897e-7) Dual{Cells()}(-0.000930805574384193,0.01884578385964641,-3.013939411715088e-7) Dual{Cells()}(3.047695199084971e-11,0.008476428484935655,1.5238500869397203e-14) Dual{Cells()}(3.0185599750990415e-11,0.008534642776111084,1.5092824502375504e-14) Dual{Cells()}(3.065840005767579e-11,0.008592857044799528,1.5329225023333802e-14) Dual{Cells()}(-0.0005023018460590436,0.0100679717807712,-2.229683286643021e-7) Dual{Cells()}(-0.0005221228488440673,0.010521218953576118,-1.8745759656652518e-7) Dual{Cells()}(-0.0005370685401393132,0.010860242400958857,-1.703483873856918e-7) Dual{Cells()}(-0.0004550926859671216,0.009576303236993947,-8.761577670538269e-8) Dual{Cells()}(-0.0004536077174513743,0.009477417671813844,-9.898384792834792e-8) Dual{Cells()}(-0.0004480610267440027,0.009229236202084247,-1.2845586748521723e-7) Dual{Cells()}(-0.000580368119856821,0.011637597342310851,-2.578556674413738e-7) Dual{Cells()}(-0.0006016961934170764,0.012129595989615565,-2.170865987308938e-7) Dual{Cells()}(-0.0006174925141705585,0.012491121333106254,-1.9739644288211021e-7) Dual{Cells()}(-0.0005532145057589226,0.011242239003816394,-1.8754617652836526e-7) Dual{Cells()}(-0.0005532571787141722,0.011206500093158992,-2.0674505296485197e-7) Dual{Cells()}(-0.0005491298620729787,0.011064313818611884,-2.4404476273263736e-7) Dual{Cells()}(-0.0006583675121347598,0.013206261103824292,-2.924744766528576e-7) Dual{Cells()}(-0.0006812293814193175,0.01373766905354522,-2.4645055991192843e-7) Dual{Cells()}(-0.0006979081249471032,0.014122472412498798,-2.241641876287061e-7) Dual{Cells()}(-0.0006339416869669319,0.012879707626476299,-2.143406363393543e-7) Dual{Cells()}(-0.0006330494025624133,0.012819605482149202,-2.3617100164474603e-7) Dual{Cells()}(-0.0006273322111955323,0.012636888539646876,-2.7877862723396475e-7) Dual{Cells()}(-0.0007364346874781623,0.014776230798050414,-3.271328419382223e-7) Dual{Cells()}(-0.000760855412910281,0.015347546131561574,-2.758362317733659e-7) Dual{Cells()}(-0.0007784404888111356,0.015756115864476932,-2.509419115019527e-7) Dual{Cells()}(-0.0007147036104095939,0.014517858894212012,-2.411365141697233e-7) Dual{Cells()}(-0.0007128662323666082,0.014433189671129023,-2.6560057711295425e-7) Dual{Cells()}(-0.0007055486440058137,0.014209734270439414,-3.1351977048996e-7) Dual{Cells()}(-0.0008151597144491706,0.01635885362472702,-3.6207772202569974e-7) Dual{Cells()}(-0.0008412206333094045,0.01697175035180205,-3.0540156601853926e-7) Dual{Cells()}(-0.0008597745537795798,0.017405408521762315,-2.7783882374822287e-7) Dual{Cells()}(-4.998083226151872e-5,0.009727705697315939,-1.7327872153369073e-8) Dual{Cells()}(-5.109726176105661e-5,0.009800375176938766,-1.7735141774692444e-8) Dual{Cells()}(-5.3046091711269865e-5,0.009872842886794483,-1.8456039497126753e-8) Dual{Cells()}(-0.0005121123140098601,0.010264937193984362,-2.27544163215713e-7) Dual{Cells()}(-0.0005321198070212922,0.01072288847999183,-1.913658695516743e-7) Dual{Cells()}(-0.0005471669815123727,0.011064524917965547,-1.7393942549072559e-7) Dual{Cells()}(-0.0004793215191846252,0.009792123529592434,-1.466918303283396e-7) Dual{Cells()}(-0.0004798667817658036,0.009763597584995815,-1.6351777501570298e-7) Dual{Cells()}(-0.0004769296146072889,0.009643649262942382,-1.9519642074922524e-7) Dual{Cells()}(-0.0005901219904822988,0.01183375608316239,-2.6218388799358373e-7) Dual{Cells()}(-0.000611641002108345,0.012330666097892051,-2.2075783857702867e-7) Dual{Cells()}(-0.000627546663026498,0.012695082197250775,-2.0074320704434402e-7) Dual{Cells()}(-0.0005633108910447596,0.011447029231709139,-1.908968135403782e-7) Dual{Cells()}(-0.0005632370958803245,0.011408252319660086,-2.1042499376471755e-7) Dual{Cells()}(-0.0005589112712997366,0.011261003375334151,-2.4838891748952914e-7) Dual{Cells()}(-0.0006681066970843653,0.013402137682189208,-2.967981378358567e-7) Dual{Cells()}(-0.0006911605102328778,0.013938474638379411,-2.5011848770709885e-7) Dual{Cells()}(-0.000707950158023369,0.014326198822207979,-2.2750807742570316e-7) Dual{Cells()}(-0.0006440204269817663,0.013084154533501981,-2.176873902272661e-7) Dual{Cells()}(-0.0006430110625010895,0.01302100401589315,-2.398458829634436e-7) Dual{Cells()}(-0.0006370952792977972,0.012833225069508927,-2.8311544123368034e-7) Dual{Cells()}(-0.0007462857529909362,0.014974258851575552,-3.315054699287097e-7) Dual{Cells()}(-0.0007709121365551597,0.015550785415848268,-2.7953493977484047e-7) Dual{Cells()}(-0.0007886186198582102,0.015962498134410478,-2.5430629963007665e-7) Dual{Cells()}(-0.000724884986284,0.014724306719658364,-2.44501488400172e-7) Dual{Cells()}(-0.0007229255429113607,0.014636480640420472,-2.6930045702289586e-7) Dual{Cells()}(-0.0007154017808807607,0.014407803653729356,-3.178942689778076e-7) Dual{Cells()}(-0.0008249868338086917,0.016556421788357766,-3.664403601346652e-7) Dual{Cells()}(-0.0008512519058828053,0.017174497430931312,-3.090936743132178e-7) Dual{Cells()}(-0.0008699264847554118,0.017611281340639336,-2.8119839513472065e-7) Dual{Cells()}(-7.384523181846365e-7,0.007987557140347736,-3.6205015303148046e-10) Dual{Cells()}(-7.514966915732865e-7,0.008046424220194694,-3.684504795446083e-10) Dual{Cells()}(-7.727372058636337e-7,0.008105317001687658,-3.7887470793062096e-10) Dual{Cells()}(-0.0005218629435579253,0.010460997102455231,-2.3189755642084356e-7) Dual{Cells()}(-0.0005420568357302137,0.010923754713477288,-1.9506369809002218e-7) Dual{Cells()}(-0.0005572085417253611,0.011268168992762019,-1.7731553365855573e-7) Dual{Cells()}(-0.0004922370257416277,0.010011177569569808,-1.6516461937673098e-7) Dual{Cells()}(-0.0004929466793577111,0.009992206564648918,-1.8235059107817398e-7) Dual{Cells()}(-0.0004899910025350125,0.009878995449788127,-2.1549203122246499e-7) Dual{Cells()}(-0.0005998755970297178,0.012029909783211605,-2.665122625521829e-7) Dual{Cells()}(-0.0006215858999651876,0.012531738010095848,-2.24429117468759e-7) Dual{Cells()}(-0.0006376012814392436,0.012899052494220875,-2.040899079996662e-7) Dual{Cells()}(-0.0005734064601815314,0.011651803659408674,-1.9424719259975776e-7) Dual{Cells()}(-0.0005732160340124549,0.011609985604770147,-2.1410462085226626e-7) Dual{Cells()}(-0.0005686915699664436,0.011457671554443973,-2.527326432036202e-7) Dual{Cells()}(-0.0006778416785582512,0.013597933445346374,-3.011201696362858e-7) Dual{Cells()}(-0.0007010872488261677,0.014139195208995788,-2.5378533548268635e-7) Dual{Cells()}(-0.0007179877499367857,0.014529838789343889,-2.3085116687908107e-7) Dual{Cells()}(-0.0006540947751809029,0.013288515879625437,-2.2103329080288587e-7) Dual{Cells()}(-0.0006529683778262217,0.013222318352221379,-2.4351961955021047e-7) Dual{Cells()}(-0.0006468541710394913,0.013029481221511294,-2.8745055634369897e-7) Dual{Cells()}(-0.0007561340287712853,0.015172233720580686,-3.3587665295404444e-7) Dual{Cells()}(-0.0007809659238207975,0.015753968473947142,-2.832325975980932e-7) Dual{Cells()}(-0.0007987937587917157,0.016168822954148926,-2.576698294776745e-7) Dual{Cells()}(-0.0007350639219744275,0.01493070757811266,-2.4786572508522444e-7) Dual{Cells()}(-0.0007329823876823105,0.014839724278932293,-2.729994426382785e-7) Dual{Cells()}(-0.0007252524957016184,0.014605826755900095,-3.2226755770292376e-7) Dual{Cells()}(-0.000834811724449342,0.016753947059896027,-3.7080214649314397e-7) Dual{Cells()}(-0.0008612808292824375,0.017377198955716325,-3.1278523723417953e-7) Dual{Cells()}(-0.0008800760159391517,0.017817107349122924,-2.8455758333355514e-7) Dual{Cells()}(-3.4016490972091375e-8,0.008002231444762831,-1.6991027546216296e-11) Dual{Cells()}(-3.460376509265827e-8,0.008060479331350633,-1.7284377501380242e-11) Dual{Cells()}(-3.55541623679445e-8,0.00811872871798971,-1.7759116405571516e-11) Dual{Cells()}(-0.0005316100999371309,0.010657022716780743,-2.3622380337158095e-7) Dual{Cells()}(-0.0005519912948570349,0.011124618365632638,-1.9873514019057618e-7) Dual{Cells()}(-0.0005672487364292833,0.011471848612624702,-1.806641675652385e-7) Dual{Cells()}(-0.0005026958670799647,0.010218084083363303,-1.7057484049863327e-7) Dual{Cells()}(-0.0005033154817752973,0.010197352215848863,-1.8812299904791522e-7) Dual{Cells()}(-0.0005001765530319814,0.010080305011462891,-2.2208364583326152e-7) Dual{Cells()}(-0.0006096285283048652,0.01222605053647265,-2.708405945304277e-7) Dual{Cells()}(-0.0006315304117223106,0.012732802519664644,-2.2810031201324374e-7) Dual{Cells()}(-0.000647655840949823,0.01310302190925842,-2.0743646511495637e-7) Dual{Cells()}(-0.000583500866030925,0.01185655551055805,-1.975972583987486e-7) Dual{Cells()}(-0.0005831936693644237,0.011811693668861232,-2.1778385624420007e-7) Dual{Cells()}(-0.0005784704662962621,0.01165431273943991,-2.570758197546807e-7) Dual{Cells()}(-0.000687571780588372,0.013793635416049712,-3.0544025725608563e-7) Dual{Cells()}(-0.0007110088405461509,0.014339816135894178,-2.5745089745893726e-7) Dual{Cells()}(-0.0007280200827222925,0.0147333763956094,-2.3419331070595114e-7) Dual{Cells()}(-0.0006641640871290222,0.013492779129393617,-2.2437821375270114e-7) Dual{Cells()}(-0.0006629207370798197,0.013423536665457519,-2.4719204432660625e-7) Dual{Cells()}(-0.0006566083243187144,0.01322564620024013,-2.917837249919147e-7) Dual{Cells()}(-0.0007659794825425667,0.015370154360435286,-3.4024669816502275e-7) Dual{Cells()}(-0.0007910167255156377,0.015957093746546195,-2.8692951303122923e-7) Dual{Cells()}(-0.0008089658384907878,0.016375088232551543,-2.610328252458087e-7) Dual{Cells()}(-0.0007452403648291257,0.015137059339495927,-2.5122967635479573e-7) Dual{Cells()}(-0.0007430367301071631,0.015042918961220106,-2.7669798373879534e-7) Dual{Cells()}(-0.0007351007686339572,0.014803802500286286,-3.266401069049606e-7) Dual{Cells()}(-0.0008446342626566096,0.016951427097589473,-3.751629977987808e-7) Dual{Cells()}(-0.0008713072651079574,0.017579852298171075,-3.1647619160320306e-7) Dual{Cells()}(-0.0008902229978418492,0.018022883699675675,-2.87916335123617e-7) Dual{Cells()}(-1.7163046031054966e-9,0.008093721454394838,-8.58115811407689e-13) Dual{Cells()}(-1.7464640250988855e-9,0.008151937192590747,-8.731949066198014e-13) Dual{Cells()}(-1.7945276801076247e-9,0.008210152961674069,-8.972257656973085e-13) Dual{Cells()}(-0.0005413588709231816,0.010853082776065013,-2.405484733835057e-7) Dual{Cells()}(-0.0005619281601840173,0.011325533571167615,-2.0240457448498413e-7) Dual{Cells()}(-0.0005772921271512048,0.011675597280375217,-1.8401034845758317e-7) Dual{Cells()}(-0.0005128247122325817,0.010423034510280448,-1.741258583317001e-7) Dual{Cells()}(-0.0005133310276728842,0.010399398017569108,-1.9200704723361623e-7) Dual{Cells()}(-0.0005099957423011362,0.010277417029170266,-2.2664813843549704e-7) Dual{Cells()}(-0.0006193803610052408,0.012422170201967732,-2.751686858327145e-7) Dual{Cells()}(-0.0006414740504037738,0.012933850190040128,-2.31771298221251e-7) Dual{Cells()}(-0.0006577098022705364,0.01330697991324632,-2.1078279755955673e-7) Dual{Cells()}(-0.0005935937415230143,0.012061277621142476,-2.0094695157609963e-7) Dual{Cells()}(-0.0005931696586503707,0.012013369854287286,-2.2146261652559486e-7) Dual{Cells()}(-0.0005882476498986532,0.011850920956126354,-2.61418319003801e-7) Dual{Cells()}(-0.0006972961834596674,0.013989228267026086,-3.097577069412388e-7) Dual{Cells()}(-0.0007209243804412591,0.014540320510966355,-2.6111461521913526e-7) Dual{Cells()}(-0.0007380461916554962,0.014936793629108302,-2.3753400965645802e-7) Dual{Cells()}(-0.0006742276075872073,0.013696930130734121,-2.2772179131725576e-7) Dual{Cells()}(-0.0006728674179129857,0.013624645432708117,-2.50862739205986e-7) Dual{Cells()}(-0.0006663570692373128,0.013421707477827366,-2.9611442296406127e-7) Dual{Cells()}(-0.0007758219982401471,0.015568018516832214,-3.4461556955629333e-7) Dual{Cells()}(-0.0008010644092248277,0.01616015863673455,-2.9062566839951983e-7) Dual{Cells()}(-0.0008191347133346486,0.01658129108838472,-2.643952804316464e-7) Dual{Cells()}(-0.0007554152573793424,0.015343364634998899,-2.5460007557653925e-7) Dual{Cells()}(-0.0007530895870493439,0.015246071287156942,-2.8040290280559137e-7) Dual{Cells()}(-0.0007449476587493842,0.015001741292241766,-3.3101926194083547e-7) Dual{Cells()}(-0.0008544543107200491,0.01714885925638348,-3.795228507418192e-7) Dual{Cells()}(-0.0008813310589284084,0.017782454470899746,-3.2016649596342044e-7) Dual{Cells()}(-0.0009003672631996895,0.018228607135437495,-2.9127462117479655e-7) Dual{Cells()}(-4.930963880623635e-11,0.008189259428235672,-2.465481744914109e-14) Dual{Cells()}(-5.0899766202283737e-11,0.008247473773698152,-2.5449881102376286e-14) Dual{Cells()}(-5.2615308496406874e-11,0.008305688099793646,-2.6307652221665383e-14) Dual{Cells()}(-0.0005511094044793483,0.01104917709267702,-2.4487403723904633e-7) Dual{Cells()}(-0.0005718674993554772,0.011526497252638603,-2.0607441493796568e-7) Dual{Cells()}(-0.000587338679952409,0.011879408574808849,-1.8735659691261386e-7) Dual{Cells()}(-0.0005229235438199219,0.010627836224061748,-1.7749221747974295e-7) Dual{Cells()}(-0.0005233144049156469,0.010601187079250361,-1.9570303620393159e-7) Dual{Cells()}(-0.0005197815089062117,0.010474167278384594,-2.3100971298196372e-7) Dual{Cells()}(-0.000629130654508643,0.012618260301007971,-2.7949633616949376e-7) Dual{Cells()}(-0.0006514163113249084,0.013134871234705843,-2.354419517948151e-7) Dual{Cells()}(-0.0006677626085789059,0.01351091562693877,-2.1412882522633866e-7) Dual{Cells()}(-0.0006036846961032374,0.012265962369925614,-2.0429620821645276e-7) Dual{Cells()}(-0.0006031436356782331,0.012215007059891734,-2.2514081212033214e-7) Dual{Cells()}(-0.0005980227886794563,0.012047489812972562,-2.657600036391496e-7) Dual{Cells()}(-0.0007070130274052626,0.014184681218936753,-3.140679320238628e-7) Dual{Cells()}(-0.000730831935015496,0.014740678070349754,-2.647722195643563e-7) Dual{Cells()}(-0.0007480641501481428,0.015140062224230822,-2.4086898469748746e-7) Dual{Cells()}(-0.0006842839218402658,0.013900948637161062,-2.3106077621766673e-7) Dual{Cells()}(-0.0006828069997270817,0.01382562320551962,-2.545283691826387e-7) Dual{Cells()}(-0.0006760990218091156,0.013617642996874834,-3.004389999462549e-7) Dual{Cells()}(-0.0007856614453466578,0.015765823674033914,-3.489832122675656e-7) Dual{Cells()}(-0.0008111088270913138,0.01636316027163531,-2.9432102974231477e-7) Dual{Cells()}(-0.0008293002217354439,0.01678742835885218,-2.6775717301334964e-7) Dual{Cells()}(-0.0007656167853053782,0.01554977626555815,-2.581469421681035e-7) Dual{Cells()}(-0.0007631709149348913,0.01544943197904822,-2.8428652953728e-7) Dual{Cells()}(-0.00075482393532106,0.015199984944722902,-3.3559057581230144e-7) Dual{Cells()}(-0.0008642717216946545,0.01734624062710578,-3.838817046952765e-7) Dual{Cells()}(-0.0008913520446712204,0.01798500213895575,-3.238561710590561e-7) Dual{Cells()}(-0.0009105086306854762,0.01843427396962242,-2.9463247717596874e-7) Dual{Cells()}(2.535143225304418e-11,0.008284977979313941,1.2675735030951163e-14) Dual{Cells()}(2.502373022433299e-11,0.008343192274118675,1.2511883765507114e-14) Dual{Cells()}(2.537297052958959e-11,0.008401406548164951,1.2686504165475995e-14) Dual{Cells()}(-0.0005608613716775176,0.011245299063540853,-2.4920054551330207e-7) Dual{Cells()}(-0.0005818089112606034,0.011727501238801093,-2.0974477311010597e-7) Dual{Cells()}(-0.0005973879280284269,0.012083272853879471,-1.90703074155196e-7) Dual{Cells()}(-0.0005330205871031954,0.010832636660066544,-1.8084428052633972e-7) Dual{Cells()}(-0.0005332956146891498,0.010802962343581789,-1.9938446589707422e-7) Dual{Cells()}(-0.0005295647944966528,0.010670891493818313,-2.353555547783635e-7) Dual{Cells()}(-0.0006388789444455547,0.012814311902328684,-2.8382333352879566e-7) Dual{Cells()}(-0.0006613566651609329,0.013335855395737423,-2.3911213962166364e-7) Dual{Cells()}(-0.0006778136783489399,0.01371481769786183,-2.1747446047129584e-7) Dual{Cells()}(-0.0006137733116760864,0.012470601599284379,-2.0764495917044972e-7) Dual{Cells()}(-0.00061311520749745,0.01241659766627751,-2.2881834634671845e-7) Dual{Cells()}(-0.0006077955252960225,0.012244012432856288,-2.701007257363785e-7) Dual{Cells()}(-0.0007167129895369104,0.014379836898501296,-3.1835087101283623e-7) Dual{Cells()}(-0.0007407219443853839,0.014940735752409416,-2.6840486840456276e-7) Dual{Cells()}(-0.0007580646311262784,0.015343042060856517,-2.441792956166155e-7) Dual{Cells()}(-0.0006943264175121689,0.01410474331362996,-2.343788821995865e-7) Dual{Cells()}(-0.0006927326714471166,0.014026368981511276,-2.581723349074974e-7) Dual{Cells()}(-0.0006858274065575089,0.013813345369347847,-3.0473954461588126e-7) Dual{Cells()}(-0.0007954976782060658,0.015963567035890736,-3.533495571929747e-7) Dual{Cells()}(-0.0008211498150927852,0.016566095480580037,-2.9801555115277136e-7) Dual{Cells()}(-0.000839462185445586,0.016993496576188493,-2.711184698949526e-7) Dual{Cells()}(-0.0007764903142772387,0.0157602747115961,-2.6562752226772084e-7) Dual{Cells()}(-0.0007739655647852835,0.015659098850172845,-2.9216613051463524e-7) Dual{Cells()}(-0.0007654312257556341,0.015406569219222076,-3.4447763580393254e-7) Dual{Cells()}(-0.0008740866673936476,0.017543572344787626,-3.88241296002621e-7) Dual{Cells()}(-0.0009013703687508703,0.018187495083528984,-3.275468809093101e-7) Dual{Cells()}(-0.0009206472093460068,0.018639882429427882,-2.9799160493362743e-7) Dual{Cells()}(2.8522353984487337e-11,0.008380703323241813,1.426119902024907e-14) Dual{Cells()}(2.823681641382932e-11,0.00843891761656983,1.4118430006140392e-14) Dual{Cells()}(2.8667398689837137e-11,0.008497131888844878,1.433372146050459e-14) Dual{Cells()}(-0.0005706144043021687,0.01144144158609431,-2.5352782872000673e-7) Dual{Cells()}(-0.0005917519589397087,0.0119285370326236,-2.1341555008657234e-7) Dual{Cells()}(-0.0006074393746341004,0.01228718037443222,-1.940497246694895e-7) Dual{Cells()}(-0.0005431176344192258,0.011037439425513305,-1.8419533131575003e-7) Dual{Cells()}(-0.0005432765894266177,0.01100473488335795,-2.0306486965554294e-7) Dual{Cells()}(-0.000539347617901179,0.01086760819340252,-2.397002898730123e-7) Dual{Cells()}(-0.0006486247391838005,0.013010315545733623,-2.8814945911258036e-7) Dual{Cells()}(-0.0006712945536691246,0.0135367918480805,-2.4278172535448823e-7) Dual{Cells()}(-0.0006878624003155981,0.013918674185305397,-2.2081961439153809e-7) Dual{Cells()}(-0.000623859137951785,0.012675186524434263,-2.1099312925483908e-7) Dual{Cells()}(-0.0006230839499728651,0.012618133449980399,-2.3249511431306585e-7) Dual{Cells()}(-0.0006175654730769187,0.012440481374523757,-2.74440325083243e-7) Dual{Cells()}(-0.0007265798848402743,0.014578136389992873,-3.22754539725309e-7) Dual{Cells()}(-0.0007507948407527998,0.01514424022992886,-2.7213241919244427e-7) Dual{Cells()}(-0.0007682585430659445,0.015549669514603034,-2.475725198920909e-7) Dual{Cells()}(-0.0007045192886184206,0.014311361653777473,-2.3776767829357676e-7) Dual{Cells()}(-0.0007028038938006247,0.014229846615773293,-2.618966525249649e-7) Dual{Cells()}(-0.0006956924858986771,0.014011611687682397,-3.091407082615514e-7) Dual{Cells()}(-0.0008053305293827314,0.016161245417979912,-3.5771450295336583e-7) Dual{Cells()}(-0.0008311871861935232,0.01676896069078786,-3.0170915801063676e-7) Dual{Cells()}(-0.0008496204027388727,0.017199491871135893,-2.744791101073408e-7) Dual{Cells()}(-0.0008032712159529762,0.016151258950553936,-3.505168162233299e-7) Dual{Cells()}(-0.0008008692432372564,0.016067912933654924,-3.8138372437696e-7) Dual{Cells()}(-0.000791779835706221,0.015824422786222793,-4.458004227417119e-7) Dual{Cells()}(-0.0008839095420213624,0.017741005456116697,-3.9264341090473086e-7) Dual{Cells()}(-0.0009113964763896652,0.018390066710493116,-3.312778727811271e-7) Dual{Cells()}(-0.000930793029619848,0.018845540059733285,-3.0139159179507423e-7) Dual{Cells()}(2.8968201869927924e-11,0.00847642889125346,1.4484123362312332e-14) Dual{Cells()}(2.867874835128224e-11,0.0085346431846798,1.433939637047791e-14) Dual{Cells()}(2.911526143102203e-11,0.008592857456780153,1.4557653231805278e-14)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 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1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437], [47280 47292 47304 47313 47324 47336 47494 47508 47522 47533 47546 47560 47726 47740 47754 47765 47778 47792 47958 47972 47986 47997 48010 48024 48190 48204 48218 48229 48242 48256 48419 48433 48447 48458 48471 48485 48651 48665 48679 48690 48703 48717 48883 48897 48911 48922 48935 48949 49115 49129 49143 49154 49167 49181 49347 49361 49375 49386 49399 49413 49575 49589 49603 49614 49627 49641 49807 49821 49835 49846 49859 49873 50039 50053 50067 50078 50091 50105 50271 50285 50299 50310 50323 50337 50503 50517 50531 50542 50555 50569 50731 50745 50759 50770 50783 50797 50963 50977 50991 51002 51015 51029 51195 51209 51223 51234 51247 51261 51427 51441 51455 51466 51479 51493 51659 51673 51687 51698 51711 51725 51887 51901 51915 51926 51939 51953 52119 52133 52147 52158 52171 52185 52351 52365 52379 52390 52403 52417 52583 52597 52611 52622 52635 52649 52815 52829 52843 52854 52867 52881 53043 53057 53071 53082 53095 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59487 59500 59514 59680 59694 59708 59719 59732 59746 59908 59922 59936 59947 59960 59974 60140 60154 60168 60179 60192 60206 60372 60386 60400 60411 60424 60438 60604 60618 60632 60643 60656 60670 60836 60850 60864 60875 60888 60902 61064 61078 61092 61103 61116 61130 61296 61310 61324 61335 61348 61362 61528 61542 61556 61567 61580 61594 61760 61774 61788 61799 61812 61826 61992 62006 62020 62031 62044 62058 62220 62234 62248 62259 62272 62286 62452 62466 62480 62491 62504 62518 62684 62698 62712 62723 62736 62750 62916 62930 62944 62955 62968 62982 63148 63162 63176 63187 63200 63214 63376 63390 63404 63415 63428 63442 63608 63622 63636 63647 63660 63674 63840 63854 63868 63879 63892 63906 64072 64086 64100 64111 64124 64138 64304 64318 64332 64343 64356 64370 64533 64547 64561 64572 64585 64599 64765 64779 64793 64804 64817 64831 64997 65011 65025 65036 65049 65063 65229 65243 65257 65268 65281 65295 65442 65454 65466 65475 65486 65498; 65632 65644 65656 65665 65676 65688 65846 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Dual{Cells()}(2.823681641382932e-11,-0.00843891761656983,-0.0,-0.0,-0.0,-0.0,-0.0,-3.236166927502145e-14) Dual{Cells()}(2.8667398689837137e-11,-0.008497131888844878,-0.0,-0.0,-0.0,-0.0,-0.0,-3.2614075204233044e-14) Dual{Cells()}(-0.0005706144043021687,-0.01144144158609431,-0.0,-0.0,-0.0,-0.0,-0.0,-1.0664233668359811e-5) Dual{Cells()}(-0.0005917519589397087,-0.0119285370326236,-0.0,-0.0,-0.0,-0.0,-0.0,-1.0994761167005622e-5) Dual{Cells()}(-0.0006074393746341004,-0.01228718037443222,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1253108880271598e-5) Dual{Cells()}(-0.0005431176344192258,-0.011037439425513305,-0.0,-0.0,-0.0,-0.0,-0.0,-1.0875205011596033e-5) Dual{Cells()}(-0.0005432765894266177,-0.01100473488335795,-0.0,-0.0,-0.0,-0.0,-0.0,-1.089560075531731e-5) Dual{Cells()}(-0.000539347617901179,-0.01086760819340252,-0.0,-0.0,-0.0,-0.0,-0.0,-1.0853721503497448e-5) Dual{Cells()}(-0.0006486247391838005,-0.013010315545733623,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2192811912907834e-5) Dual{Cells()}(-0.0006712945536691246,-0.0135367918480805,-0.0,-0.0,-0.0,-0.0,-0.0,-1.254797178893422e-5) Dual{Cells()}(-0.0006878624003155981,-0.013918674185305397,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2821447003352783e-5) Dual{Cells()}(-0.000623859137951785,-0.012675186524434263,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2444255198412263e-5) Dual{Cells()}(-0.0006230839499728651,-0.012618133449980399,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2449194014590632e-5) Dual{Cells()}(-0.0006175654730769187,-0.012440481374523757,-0.0,-0.0,-0.0,-0.0,-0.0,-1.238239277081392e-5) Dual{Cells()}(-0.0007265798848402743,-0.014578136389992873,-0.0,-0.0,-0.0,-0.0,-0.0,-1.372034837623288e-5) Dual{Cells()}(-0.0007507948407527998,-0.01514424022992886,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4100142128802e-5) Dual{Cells()}(-0.0007682585430659445,-0.015549669514603034,-0.0,-0.0,-0.0,-0.0,-0.0,-1.438879914107557e-5) Dual{Cells()}(-0.0007045192886184206,-0.014311361653777473,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4012429526791876e-5) Dual{Cells()}(-0.0007028038938006247,-0.014229846615773293,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4001889060716025e-5) Dual{Cells()}(-0.0006956924858986771,-0.014011611687682397,-0.0,-0.0,-0.0,-0.0,-0.0,-1.3910180873087689e-5) Dual{Cells()}(-0.0008053305293827314,-0.016161245417979912,-0.0,-0.0,-0.0,-0.0,-0.0,-1.5253749303433895e-5) Dual{Cells()}(-0.0008311871861935232,-0.01676896069078786,-0.0,-0.0,-0.0,-0.0,-0.0,-1.565913905577102e-5) Dual{Cells()}(-0.0008496204027388727,-0.017199491871135893,-0.0,-0.0,-0.0,-0.0,-0.0,-1.596374564861012e-5) Dual{Cells()}(-0.0008032712159529762,-0.016151258950553936,-0.0,-0.0,-0.0,-0.0,-0.0,-1.541794184425824e-5) Dual{Cells()}(-0.0008008692432372564,-0.016067912933654924,-0.0,-0.0,-0.0,-0.0,-0.0,-1.541156833834015e-5) Dual{Cells()}(-0.000791779835706221,-0.015824422786222793,-0.0,-0.0,-0.0,-0.0,-0.0,-1.5316531797610085e-5) Dual{Cells()}(-0.0008839095420213624,-0.017741005456116697,-0.0,-0.0,-0.0,-0.0,-0.0,-1.678545447368991e-5) Dual{Cells()}(-0.0009113964763896652,-0.018390066710493116,-0.0,-0.0,-0.0,-0.0,-0.0,-1.7216240837338932e-5) Dual{Cells()}(-0.000930793029619848,-0.018845540059733285,-0.0,-0.0,-0.0,-0.0,-0.0,-1.753665967278149e-5) Dual{Cells()}(2.8968201869927924e-11,-0.00847642889125346,-0.0,-0.0,-0.0,-0.0,-0.0,-3.258045701225568e-14) Dual{Cells()}(2.867874835128224e-11,-0.0085346431846798,-0.0,-0.0,-0.0,-0.0,-0.0,-3.274380339364639e-14) Dual{Cells()}(2.911526143102203e-11,-0.008592857456780153,-0.0,-0.0,-0.0,-0.0,-0.0,-3.299694289455942e-14)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1439 1452 1465 1478 1491 1503 1516 1530 1544 1558 1572 1585 1598 1612 1626 1640 1654 1667 1680 1694 1708 1722 1736 1749 1762 1776 1790 1804 1818 1831 1844 1858 1872 1886 1900 1913 1926 1940 1954 1968 1982 1995 2008 2022 2036 2050 2064 2077 2090 2104 2118 2132 2146 2159 2172 2186 2200 2214 2228 2241 2254 2268 2282 2296 2310 2323 2336 2350 2364 2378 2392 2405 2418 2432 2446 2460 2474 2487 2500 2514 2528 2542 2556 2569 2582 2596 2610 2624 2638 2651 2664 2678 2692 2706 2720 2733 2746 2760 2774 2788 2802 2815 2828 2842 2856 2870 2884 2897 2910 2924 2938 2952 2966 2979 2992 3006 3020 3034 3048 3061 3074 3088 3102 3116 3130 3143 3156 3170 3184 3198 3212 3225 3238 3252 3266 3280 3294 3307 3320 3334 3348 3362 3376 3389 3402 3416 3430 3444 3458 3471 3484 3498 3512 3526 3540 3553 3566 3580 3594 3608 3622 3635 3648 3662 3676 3690 3704 3717 3730 3744 3758 3772 3786 3799 3812 3826 3840 3854 3868 3881 3894 3908 3922 3936 3950 3963 3976 3990 4004 4018 4032 4045 4058 4072 4086 4100 4114 4127 4140 4154 4168 4182 4196 4209 4222 4236 4250 4264 4278 4291 4304 4318 4332 4346 4360 4373 4386 4400 4414 4428 4442 4455 4468 4482 4496 4510 4524 4537 4550 4564 4578 4592 4606 4619 4631 4644 4657 4670 4683 4695 4707 4720 4733 4746 4759 4771 4784 4798 4812 4826 4840 4853 4866 4880 4894 4908 4922 4935 4948 4962 4976 4990 5004 5017 5030 5044 5058 5072 5086 5099 5112 5126 5140 5154 5168 5181 5194 5208 5222 5236 5250 5263 5276 5290 5304 5318 5332 5345 5358 5372 5386 5400 5414 5427 5440 5454 5468 5482 5496 5509 5522 5536 5550 5564 5578 5591 5604 5618 5632 5646 5660 5673 5686 5700 5714 5728 5742 5755 5768 5782 5796 5810 5824 5837 5850 5864 5878 5892 5906 5919 5932 5946 5960 5974 5988 6001 6014 6028 6042 6056 6070 6083 6096 6110 6124 6138 6152 6165 6178 6192 6206 6220 6234 6247 6260 6274 6288 6302 6316 6329 6342 6356 6370 6384 6398 6411 6424 6438 6452 6466 6480 6493 6506 6520 6534 6548 6562 6575 6588 6602 6616 6630 6644 6657 6670 6684 6698 6712 6726 6739 6752 6766 6780 6794 6808 6821 6834 6848 6862 6876 6890 6903 6916 6930 6944 6958 6972 6985 6998 7012 7026 7040 7054 7067 7080 7094 7108 7122 7136 7149 7162 7176 7190 7204 7218 7231 7244 7258 7272 7286 7300 7313 7326 7340 7354 7368 7382 7395 7408 7422 7436 7450 7464 7477 7490 7504 7518 7532 7546 7559 7572 7586 7600 7614 7628 7641 7654 7668 7682 7696 7710 7723 7736 7750 7764 7778 7792 7805 7818 7832 7846 7860 7874 7887 7899 7912 7925 7938 7951 7963; 7975 7988 8001 8014 8027 8039 8052 8066 8080 8094 8108 8121 8134 8148 8162 8176 8190 8203 8216 8230 8244 8258 8272 8285 8298 8312 8326 8340 8354 8367 8380 8394 8408 8422 8436 8449 8462 8476 8490 8504 8518 8531 8544 8558 8572 8586 8600 8613 8626 8640 8654 8668 8682 8695 8708 8722 8736 8750 8764 8777 8790 8804 8818 8832 8846 8859 8872 8886 8900 8914 8928 8941 8954 8968 8982 8996 9010 9023 9036 9050 9064 9078 9092 9105 9118 9132 9146 9160 9174 9187 9200 9214 9228 9242 9256 9269 9282 9296 9310 9324 9338 9351 9364 9378 9392 9406 9420 9433 9446 9460 9474 9488 9502 9515 9528 9542 9556 9570 9584 9597 9610 9624 9638 9652 9666 9679 9692 9706 9720 9734 9748 9761 9774 9788 9802 9816 9830 9843 9856 9870 9884 9898 9912 9925 9938 9952 9966 9980 9994 10007 10020 10034 10048 10062 10076 10089 10102 10116 10130 10144 10158 10171 10184 10198 10212 10226 10240 10253 10266 10280 10294 10308 10322 10335 10348 10362 10376 10390 10404 10417 10430 10444 10458 10472 10486 10499 10512 10526 10540 10554 10568 10581 10594 10608 10622 10636 10650 10663 10676 10690 10704 10718 10732 10745 10758 10772 10786 10800 10814 10827 10840 10854 10868 10882 10896 10909 10922 10936 10950 10964 10978 10991 11004 11018 11032 11046 11060 11073 11086 11100 11114 11128 11142 11155 11167 11180 11193 11206 11219 11231 11243 11256 11269 11282 11295 11307 11320 11334 11348 11362 11376 11389 11402 11416 11430 11444 11458 11471 11484 11498 11512 11526 11540 11553 11566 11580 11594 11608 11622 11635 11648 11662 11676 11690 11704 11717 11730 11744 11758 11772 11786 11799 11812 11826 11840 11854 11868 11881 11894 11908 11922 11936 11950 11963 11976 11990 12004 12018 12032 12045 12058 12072 12086 12100 12114 12127 12140 12154 12168 12182 12196 12209 12222 12236 12250 12264 12278 12291 12304 12318 12332 12346 12360 12373 12386 12400 12414 12428 12442 12455 12468 12482 12496 12510 12524 12537 12550 12564 12578 12592 12606 12619 12632 12646 12660 12674 12688 12701 12714 12728 12742 12756 12770 12783 12796 12810 12824 12838 12852 12865 12878 12892 12906 12920 12934 12947 12960 12974 12988 13002 13016 13029 13042 13056 13070 13084 13098 13111 13124 13138 13152 13166 13180 13193 13206 13220 13234 13248 13262 13275 13288 13302 13316 13330 13344 13357 13370 13384 13398 13412 13426 13439 13452 13466 13480 13494 13508 13521 13534 13548 13562 13576 13590 13603 13616 13630 13644 13658 13672 13685 13698 13712 13726 13740 13754 13767 13780 13794 13808 13822 13836 13849 13862 13876 13890 13904 13918 13931 13944 13958 13972 13986 14000 14013 14026 14040 14054 14068 14082 14095 14108 14122 14136 14150 14164 14177 14190 14204 14218 14232 14246 14259 14272 14286 14300 14314 14328 14341 14354 14368 14382 14396 14410 14423 14435 14448 14461 14474 14487 14499; 14511 14524 14537 14550 14563 14575 14588 14602 14616 14630 14644 14657 14670 14684 14698 14712 14726 14739 14752 14766 14780 14794 14808 14821 14834 14848 14862 14876 14890 14903 14916 14930 14944 14958 14972 14985 14998 15012 15026 15040 15054 15067 15080 15094 15108 15122 15136 15149 15162 15176 15190 15204 15218 15231 15244 15258 15272 15286 15300 15313 15326 15340 15354 15368 15382 15395 15408 15422 15436 15450 15464 15477 15490 15504 15518 15532 15546 15559 15572 15586 15600 15614 15628 15641 15654 15668 15682 15696 15710 15723 15736 15750 15764 15778 15792 15805 15818 15832 15846 15860 15874 15887 15900 15914 15928 15942 15956 15969 15982 15996 16010 16024 16038 16051 16064 16078 16092 16106 16120 16133 16146 16160 16174 16188 16202 16215 16228 16242 16256 16270 16284 16297 16310 16324 16338 16352 16366 16379 16392 16406 16420 16434 16448 16461 16474 16488 16502 16516 16530 16543 16556 16570 16584 16598 16612 16625 16638 16652 16666 16680 16694 16707 16720 16734 16748 16762 16776 16789 16802 16816 16830 16844 16858 16871 16884 16898 16912 16926 16940 16953 16966 16980 16994 17008 17022 17035 17048 17062 17076 17090 17104 17117 17130 17144 17158 17172 17186 17199 17212 17226 17240 17254 17268 17281 17294 17308 17322 17336 17350 17363 17376 17390 17404 17418 17432 17445 17458 17472 17486 17500 17514 17527 17540 17554 17568 17582 17596 17609 17622 17636 17650 17664 17678 17691 17703 17716 17729 17742 17755 17767 17779 17792 17805 17818 17831 17843 17856 17870 17884 17898 17912 17925 17938 17952 17966 17980 17994 18007 18020 18034 18048 18062 18076 18089 18102 18116 18130 18144 18158 18171 18184 18198 18212 18226 18240 18253 18266 18280 18294 18308 18322 18335 18348 18362 18376 18390 18404 18417 18430 18444 18458 18472 18486 18499 18512 18526 18540 18554 18568 18581 18594 18608 18622 18636 18650 18663 18676 18690 18704 18718 18732 18745 18758 18772 18786 18800 18814 18827 18840 18854 18868 18882 18896 18909 18922 18936 18950 18964 18978 18991 19004 19018 19032 19046 19060 19073 19086 19100 19114 19128 19142 19155 19168 19182 19196 19210 19224 19237 19250 19264 19278 19292 19306 19319 19332 19346 19360 19374 19388 19401 19414 19428 19442 19456 19470 19483 19496 19510 19524 19538 19552 19565 19578 19592 19606 19620 19634 19647 19660 19674 19688 19702 19716 19729 19742 19756 19770 19784 19798 19811 19824 19838 19852 19866 19880 19893 19906 19920 19934 19948 19962 19975 19988 20002 20016 20030 20044 20057 20070 20084 20098 20112 20126 20139 20152 20166 20180 20194 20208 20221 20234 20248 20262 20276 20290 20303 20316 20330 20344 20358 20372 20385 20398 20412 20426 20440 20454 20467 20480 20494 20508 20522 20536 20549 20562 20576 20590 20604 20618 20631 20644 20658 20672 20686 20700 20713 20726 20740 20754 20768 20782 20795 20808 20822 20836 20850 20864 20877 20890 20904 20918 20932 20946 20959 20971 20984 20997 21010 21023 21035; 21047 21060 21073 21086 21099 21111 21124 21138 21152 21166 21180 21193 21206 21220 21234 21248 21262 21275 21288 21302 21316 21330 21344 21357 21370 21384 21398 21412 21426 21439 21452 21466 21480 21494 21508 21521 21534 21548 21562 21576 21590 21603 21616 21630 21644 21658 21672 21685 21698 21712 21726 21740 21754 21767 21780 21794 21808 21822 21836 21849 21862 21876 21890 21904 21918 21931 21944 21958 21972 21986 22000 22013 22026 22040 22054 22068 22082 22095 22108 22122 22136 22150 22164 22177 22190 22204 22218 22232 22246 22259 22272 22286 22300 22314 22328 22341 22354 22368 22382 22396 22410 22423 22436 22450 22464 22478 22492 22505 22518 22532 22546 22560 22574 22587 22600 22614 22628 22642 22656 22669 22682 22696 22710 22724 22738 22751 22764 22778 22792 22806 22820 22833 22846 22860 22874 22888 22902 22915 22928 22942 22956 22970 22984 22997 23010 23024 23038 23052 23066 23079 23092 23106 23120 23134 23148 23161 23174 23188 23202 23216 23230 23243 23256 23270 23284 23298 23312 23325 23338 23352 23366 23380 23394 23407 23420 23434 23448 23462 23476 23489 23502 23516 23530 23544 23558 23571 23584 23598 23612 23626 23640 23653 23666 23680 23694 23708 23722 23735 23748 23762 23776 23790 23804 23817 23830 23844 23858 23872 23886 23899 23912 23926 23940 23954 23968 23981 23994 24008 24022 24036 24050 24063 24076 24090 24104 24118 24132 24145 24158 24172 24186 24200 24214 24227 24239 24252 24265 24278 24291 24303 24315 24328 24341 24354 24367 24379 24392 24406 24420 24434 24448 24461 24474 24488 24502 24516 24530 24543 24556 24570 24584 24598 24612 24625 24638 24652 24666 24680 24694 24707 24720 24734 24748 24762 24776 24789 24802 24816 24830 24844 24858 24871 24884 24898 24912 24926 24940 24953 24966 24980 24994 25008 25022 25035 25048 25062 25076 25090 25104 25117 25130 25144 25158 25172 25186 25199 25212 25226 25240 25254 25268 25281 25294 25308 25322 25336 25350 25363 25376 25390 25404 25418 25432 25445 25458 25472 25486 25500 25514 25527 25540 25554 25568 25582 25596 25609 25622 25636 25650 25664 25678 25691 25704 25718 25732 25746 25760 25773 25786 25800 25814 25828 25842 25855 25868 25882 25896 25910 25924 25937 25950 25964 25978 25992 26006 26019 26032 26046 26060 26074 26088 26101 26114 26128 26142 26156 26170 26183 26196 26210 26224 26238 26252 26265 26278 26292 26306 26320 26334 26347 26360 26374 26388 26402 26416 26429 26442 26456 26470 26484 26498 26511 26524 26538 26552 26566 26580 26593 26606 26620 26634 26648 26662 26675 26688 26702 26716 26730 26744 26757 26770 26784 26798 26812 26826 26839 26852 26866 26880 26894 26908 26921 26934 26948 26962 26976 26990 27003 27016 27030 27044 27058 27072 27085 27098 27112 27126 27140 27154 27167 27180 27194 27208 27222 27236 27249 27262 27276 27290 27304 27318 27331 27344 27358 27372 27386 27400 27413 27426 27440 27454 27468 27482 27495 27507 27520 27533 27546 27559 27571; 27583 27596 27609 27622 27635 27647 27660 27674 27688 27702 27716 27729 27742 27756 27770 27784 27798 27811 27824 27838 27852 27866 27880 27893 27906 27920 27934 27948 27962 27975 27988 28002 28016 28030 28044 28057 28070 28084 28098 28112 28126 28139 28152 28166 28180 28194 28208 28221 28234 28248 28262 28276 28290 28303 28316 28330 28344 28358 28372 28385 28398 28412 28426 28440 28454 28467 28480 28494 28508 28522 28536 28549 28562 28576 28590 28604 28618 28631 28644 28658 28672 28686 28700 28713 28726 28740 28754 28768 28782 28795 28808 28822 28836 28850 28864 28877 28890 28904 28918 28932 28946 28959 28972 28986 29000 29014 29028 29041 29054 29068 29082 29096 29110 29123 29136 29150 29164 29178 29192 29205 29218 29232 29246 29260 29274 29287 29300 29314 29328 29342 29356 29369 29382 29396 29410 29424 29438 29451 29464 29478 29492 29506 29520 29533 29546 29560 29574 29588 29602 29615 29628 29642 29656 29670 29684 29697 29710 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20152 20166 20180 20194 20208 20221 20234 20248 20262 20276 20290 20303 20316 20330 20344 20358 20372 20385 20398 20412 20426 20440 20454 20467 20480 20494 20508 20522 20536 20549 20562 20576 20590 20604 20618 20631 20644 20658 20672 20686 20700 20713 20726 20740 20754 20768 20782 20795 20808 20822 20836 20850 20864 20877 20890 20904 20918 20932 20946 20959 20971 20984 20997 21010 21023 21035; 21047 21060 21073 21086 21099 21111 21124 21138 21152 21166 21180 21193 21206 21220 21234 21248 21262 21275 21288 21302 21316 21330 21344 21357 21370 21384 21398 21412 21426 21439 21452 21466 21480 21494 21508 21521 21534 21548 21562 21576 21590 21603 21616 21630 21644 21658 21672 21685 21698 21712 21726 21740 21754 21767 21780 21794 21808 21822 21836 21849 21862 21876 21890 21904 21918 21931 21944 21958 21972 21986 22000 22013 22026 22040 22054 22068 22082 22095 22108 22122 22136 22150 22164 22177 22190 22204 22218 22232 22246 22259 22272 22286 22300 22314 22328 22341 22354 22368 22382 22396 22410 22423 22436 22450 22464 22478 22492 22505 22518 22532 22546 22560 22574 22587 22600 22614 22628 22642 22656 22669 22682 22696 22710 22724 22738 22751 22764 22778 22792 22806 22820 22833 22846 22860 22874 22888 22902 22915 22928 22942 22956 22970 22984 22997 23010 23024 23038 23052 23066 23079 23092 23106 23120 23134 23148 23161 23174 23188 23202 23216 23230 23243 23256 23270 23284 23298 23312 23325 23338 23352 23366 23380 23394 23407 23420 23434 23448 23462 23476 23489 23502 23516 23530 23544 23558 23571 23584 23598 23612 23626 23640 23653 23666 23680 23694 23708 23722 23735 23748 23762 23776 23790 23804 23817 23830 23844 23858 23872 23886 23899 23912 23926 23940 23954 23968 23981 23994 24008 24022 24036 24050 24063 24076 24090 24104 24118 24132 24145 24158 24172 24186 24200 24214 24227 24239 24252 24265 24278 24291 24303 24315 24328 24341 24354 24367 24379 24392 24406 24420 24434 24448 24461 24474 24488 24502 24516 24530 24543 24556 24570 24584 24598 24612 24625 24638 24652 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33716 33730 33744 33758 33772 33785 33798 33812 33826 33840 33854 33867 33880 33894 33908 33922 33936 33949 33962 33976 33990 34004 34018 34031 34043 34056 34069 34082 34095 34107; 34119 34132 34145 34158 34171 34183 34196 34210 34224 34238 34252 34265 34278 34292 34306 34320 34334 34347 34360 34374 34388 34402 34416 34429 34442 34456 34470 34484 34498 34511 34524 34538 34552 34566 34580 34593 34606 34620 34634 34648 34662 34675 34688 34702 34716 34730 34744 34757 34770 34784 34798 34812 34826 34839 34852 34866 34880 34894 34908 34921 34934 34948 34962 34976 34990 35003 35016 35030 35044 35058 35072 35085 35098 35112 35126 35140 35154 35167 35180 35194 35208 35222 35236 35249 35262 35276 35290 35304 35318 35331 35344 35358 35372 35386 35400 35413 35426 35440 35454 35468 35482 35495 35508 35522 35536 35550 35564 35577 35590 35604 35618 35632 35646 35659 35672 35686 35700 35714 35728 35741 35754 35768 35782 35796 35810 35823 35836 35850 35864 35878 35892 35905 35918 35932 35946 35960 35974 35987 36000 36014 36028 36042 36056 36069 36082 36096 36110 36124 36138 36151 36164 36178 36192 36206 36220 36233 36246 36260 36274 36288 36302 36315 36328 36342 36356 36370 36384 36397 36410 36424 36438 36452 36466 36479 36492 36506 36520 36534 36548 36561 36574 36588 36602 36616 36630 36643 36656 36670 36684 36698 36712 36725 36738 36752 36766 36780 36794 36807 36820 36834 36848 36862 36876 36889 36902 36916 36930 36944 36958 36971 36984 36998 37012 37026 37040 37053 37066 37080 37094 37108 37122 37135 37148 37162 37176 37190 37204 37217 37230 37244 37258 37272 37286 37299 37311 37324 37337 37350 37363 37375 37387 37400 37413 37426 37439 37451 37464 37478 37492 37506 37520 37533 37546 37560 37574 37588 37602 37615 37628 37642 37656 37670 37684 37697 37710 37724 37738 37752 37766 37779 37792 37806 37820 37834 37848 37861 37874 37888 37902 37916 37930 37943 37956 37970 37984 37998 38012 38025 38038 38052 38066 38080 38094 38107 38120 38134 38148 38162 38176 38189 38202 38216 38230 38244 38258 38271 38284 38298 38312 38326 38340 38353 38366 38380 38394 38408 38422 38435 38448 38462 38476 38490 38504 38517 38530 38544 38558 38572 38586 38599 38612 38626 38640 38654 38668 38681 38694 38708 38722 38736 38750 38763 38776 38790 38804 38818 38832 38845 38858 38872 38886 38900 38914 38927 38940 38954 38968 38982 38996 39009 39022 39036 39050 39064 39078 39091 39104 39118 39132 39146 39160 39173 39186 39200 39214 39228 39242 39255 39268 39282 39296 39310 39324 39337 39350 39364 39378 39392 39406 39419 39432 39446 39460 39474 39488 39501 39514 39528 39542 39556 39570 39583 39596 39610 39624 39638 39652 39665 39678 39692 39706 39720 39734 39747 39760 39774 39788 39802 39816 39829 39842 39856 39870 39884 39898 39911 39924 39938 39952 39966 39980 39993 40006 40020 40034 40048 40062 40075 40088 40102 40116 40130 40144 40157 40170 40184 40198 40212 40226 40239 40252 40266 40280 40294 40308 40321 40334 40348 40362 40376 40390 40403 40416 40430 40444 40458 40472 40485 40498 40512 40526 40540 40554 40567 40579 40592 40605 40618 40631 40643; 40655 40668 40681 40694 40707 40719 40732 40746 40760 40774 40788 40801 40814 40828 40842 40856 40870 40883 40896 40910 40924 40938 40952 40965 40978 40992 41006 41020 41034 41047 41060 41074 41088 41102 41116 41129 41142 41156 41170 41184 41198 41211 41224 41238 41252 41266 41280 41293 41306 41320 41334 41348 41362 41375 41388 41402 41416 41430 41444 41457 41470 41484 41498 41512 41526 41539 41552 41566 41580 41594 41608 41621 41634 41648 41662 41676 41690 41703 41716 41730 41744 41758 41772 41785 41798 41812 41826 41840 41854 41867 41880 41894 41908 41922 41936 41949 41962 41976 41990 42004 42018 42031 42044 42058 42072 42086 42100 42113 42126 42140 42154 42168 42182 42195 42208 42222 42236 42250 42264 42277 42290 42304 42318 42332 42346 42359 42372 42386 42400 42414 42428 42441 42454 42468 42482 42496 42510 42523 42536 42550 42564 42578 42592 42605 42618 42632 42646 42660 42674 42687 42700 42714 42728 42742 42756 42769 42782 42796 42810 42824 42838 42851 42864 42878 42892 42906 42920 42933 42946 42960 42974 42988 43002 43015 43028 43042 43056 43070 43084 43097 43110 43124 43138 43152 43166 43179 43192 43206 43220 43234 43248 43261 43274 43288 43302 43316 43330 43343 43356 43370 43384 43398 43412 43425 43438 43452 43466 43480 43494 43507 43520 43534 43548 43562 43576 43589 43602 43616 43630 43644 43658 43671 43684 43698 43712 43726 43740 43753 43766 43780 43794 43808 43822 43835 43847 43860 43873 43886 43899 43911 43923 43936 43949 43962 43975 43987 44000 44014 44028 44042 44056 44069 44082 44096 44110 44124 44138 44151 44164 44178 44192 44206 44220 44233 44246 44260 44274 44288 44302 44315 44328 44342 44356 44370 44384 44397 44410 44424 44438 44452 44466 44479 44492 44506 44520 44534 44548 44561 44574 44588 44602 44616 44630 44643 44656 44670 44684 44698 44712 44725 44738 44752 44766 44780 44794 44807 44820 44834 44848 44862 44876 44889 44902 44916 44930 44944 44958 44971 44984 44998 45012 45026 45040 45053 45066 45080 45094 45108 45122 45135 45148 45162 45176 45190 45204 45217 45230 45244 45258 45272 45286 45299 45312 45326 45340 45354 45368 45381 45394 45408 45422 45436 45450 45463 45476 45490 45504 45518 45532 45545 45558 45572 45586 45600 45614 45627 45640 45654 45668 45682 45696 45709 45722 45736 45750 45764 45778 45791 45804 45818 45832 45846 45860 45873 45886 45900 45914 45928 45942 45955 45968 45982 45996 46010 46024 46037 46050 46064 46078 46092 46106 46119 46132 46146 46160 46174 46188 46201 46214 46228 46242 46256 46270 46283 46296 46310 46324 46338 46352 46365 46378 46392 46406 46420 46434 46447 46460 46474 46488 46502 46516 46529 46542 46556 46570 46584 46598 46611 46624 46638 46652 46666 46680 46693 46706 46720 46734 46748 46762 46775 46788 46802 46816 46830 46844 46857 46870 46884 46898 46912 46926 46939 46952 46966 46980 46994 47008 47021 47034 47048 47062 47076 47090 47103 47115 47128 47141 47154 47167 47179],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 480, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(-5.206222849049424e-9,1.0435161594849308e-7,-2.3110048975530787e-12) Dual{Cells()}(-5.411679891059176e-9,1.0904974523816102e-7,-1.9429245293150787e-12) Dual{Cells()}(-5.566601127989663e-9,1.1256390196923483e-7,-1.7655788548923559e-12) Dual{Cells()}(-4.716879741305161e-9,9.925482060777119e-8,-9.080949071144512e-13) Dual{Cells()}(-4.70147997992253e-9,9.822976130550666e-8,-1.025919602942805e-12) Dual{Cells()}(-4.643977578942174e-9,9.565720371148207e-8,-1.3313937774252794e-12) Dual{Cells()}(-6.015712767080442e-9,1.2062713880942866e-7,-2.672753417721583e-12) Dual{Cells()}(-6.2368321869788886e-9,1.2572778327665375e-7,-2.2501126175691763e-12) Dual{Cells()}(-6.400600810574751e-9,1.2947582243180303e-7,-2.045982879858181e-12) Dual{Cells()}(-5.734197285328179e-9,1.1652798083692153e-7,-1.94387905467902e-12) Dual{Cells()}(-5.734620053277257e-9,1.1615713667796139e-7,-2.1428963678482114e-12) Dual{Cells()}(-5.691810139494249e-9,1.1468276911926568e-7,-2.5295466281608994e-12) Dual{Cells()}(-6.82581825975027e-9,1.3691786387244268e-7,-3.0322754834573825e-12) Dual{Cells()}(-7.063017579609722e-9,1.4243075715534828e-7,-2.5549054689006823e-12) Dual{Cells()}(-7.236065200484562e-9,1.4642290573543118e-7,-2.323719133893706e-12) Dual{Cells()}(-6.5724520098135014e-9,1.3352988163460873e-7,-2.221868381902168e-12) Dual{Cells()}(-6.56312295228696e-9,1.3290515725404252e-7,-2.44826317641339e-12) Dual{Cells()}(-6.50373276560827e-9,1.3100853769248926e-7,-2.8901215586027235e-12) Dual{Cells()}(-7.637047031646725e-9,1.5323021283734885e-7,-3.392386426857598e-12) Dual{Cells()}(-7.890623714953454e-9,1.5916130644248356e-7,-2.8600412377099095e-12) Dual{Cells()}(-8.073223310991936e-9,1.6340316946657947e-7,-2.6016440655440038e-12) Dual{Cells()}(-7.411546369188848e-9,1.5054820078455597e-7,-2.499957501850503e-12) Dual{Cells()}(-7.392336883019419e-9,1.496669716984297e-7,-2.7537850919627074e-12) Dual{Cells()}(-7.316221445112372e-9,1.4734519222248324e-7,-3.2509498680847753e-12) Dual{Cells()}(-8.44961871999246e-9,1.6956840703760924e-7,-3.753134255335871e-12) Dual{Cells()}(-8.71983468508591e-9,1.759229915683583e-7,-3.1655591709888308e-12) Dual{Cells()}(-8.9122142183933e-9,1.8041928970284887e-7,-2.8797983085201232e-12) Dual{Cells()}(-5.179955052293647e-10,1.0081855087334394e-7,-1.7958998968647394e-13) Dual{Cells()}(-5.295657898526641e-10,1.0157170019199283e-7,-1.8381092013407807e-13) Dual{Cells()}(-5.49762562727778e-10,1.0232275621609252e-7,-1.9128220069231546e-13) Dual{Cells()}(-5.307912643379825e-9,1.0639323909544855e-7,-2.358434991999617e-12) Dual{Cells()}(-5.515303709303765e-9,1.1114014770566682e-7,-1.983434084423776e-12) Dual{Cells()}(-5.671277584745434e-9,1.1468140401397242e-7,-1.8027995573668624e-12) Dual{Cells()}(-4.968015047485245e-9,1.0149205849308721e-7,-1.5203877924137496e-12) Dual{Cells()}(-4.97365862742331e-9,1.0119623031785424e-7,-1.6947905215155382e-12) Dual{Cells()}(-4.943204625034199e-9,9.995278417669252e-8,-2.0231417392133205e-12) Dual{Cells()}(-6.1169189980970694e-9,1.226623826380538e-7,-2.71766112201326e-12) Dual{Cells()}(-6.340029847871385e-9,1.2781418883413169e-7,-2.2881931284510354e-12) Dual{Cells()}(-6.504940840222604e-9,1.315923837225385e-7,-2.0806903334491567e-12) Dual{Cells()}(-5.838942817893805e-9,1.1865250700157028e-7,-1.9786248032385246e-12) Dual{Cells()}(-5.83815451173904e-9,1.1825008763675436e-7,-2.181061949505091e-12) Dual{Cells()}(-5.793280559655234e-9,1.1672310737739353e-7,-2.5746091680405393e-12) Dual{Cells()}(-6.9271482813475635e-9,1.389554915355541e-7,-3.0772530874382335e-12) Dual{Cells()}(-7.1663786583713765e-9,1.445203357202848e-7,-2.5930258987695627e-12) Dual{Cells()}(-7.3406059386329174e-9,1.4854340280499908e-7,-2.3584471949424856e-12) Dual{Cells()}(-6.677278704609167e-9,1.3565599755532186e-7,-2.2566211172430948e-12) Dual{Cells()}(-6.666721530243091e-9,1.3499935309874018e-7,-2.4864410296444586e-12) Dual{Cells()}(-6.605248915669149e-9,1.3304975518517615e-7,-2.9352055127676275e-12) Dual{Cells()}(-7.738568568869617e-9,1.5527152570628467e-7,-3.4374559877267774e-12) Dual{Cells()}(-7.994214288723148e-9,1.612553365979542e-7,-2.8982169107309826e-12) Dual{Cells()}(-8.178026710661287e-9,1.6552880438767142e-7,-2.636405275664232e-12) Dual{Cells()}(-7.51653548269138e-9,1.5267748818451295e-7,-2.5347341905189984e-12) Dual{Cells()}(-7.4960815589175e-9,1.5176400045779935e-7,-2.791997679213348e-12) Dual{Cells()}(-7.417863745965948e-9,1.4938883648985962e-7,-3.2960881804023898e-12) Dual{Cells()}(-8.55122839097463e-9,1.716114168032356e-7,-3.798247473164455e-12) Dual{Cells()}(-8.82353473188882e-9,1.7801914701249022e-7,-3.203760348104574e-12) Dual{Cells()}(-9.017146382028983e-9,1.825474469101167e-7,-2.9145738377691826e-12) Dual{Cells()}(-7.652870275059246e-12,8.278509748583121e-8,-3.752075405817831e-15) Dual{Cells()}(-7.78805441596354e-12,8.339521101509855e-8,-3.818404726987152e-15) Dual{Cells()}(-8.00817778233529e-12,8.400559085946695e-8,-3.926435112773182e-15) Dual{Cells()}(-5.408990533209023e-9,1.0842563638334564e-7,-2.4035631759660905e-12) Dual{Cells()}(-5.61831562395768e-9,1.1322240325998805e-7,-2.0217647234139054e-12) Dual{Cells()}(-5.7753744429757525e-9,1.1679248297249656e-7,-1.837794077351861e-12) Dual{Cells()}(-5.101892798145152e-9,1.0376273943521566e-7,-1.7118524605646462e-12) Dual{Cells()}(-5.109240238326722e-9,1.0356594783369158e-7,-1.889986737932771e-12) Dual{Cells()}(-5.0785936482604986e-9,1.0239231596503279e-7,-2.2335003426832465e-12) Dual{Cells()}(-6.218143705300458e-9,1.2469798220909864e-7,-2.7625794418622644e-12) Dual{Cells()}(-6.4432519205650586e-9,1.2990106826728022e-7,-2.3262797444259266e-12) Dual{Cells()}(-6.609310875178977e-9,1.3370953326196519e-7,-2.1154009827126444e-12) Dual{Cells()}(-5.9436999376603864e-9,1.207772602410991e-7,-2.0133714804755067e-12) Dual{Cells()}(-5.941698076228305e-9,1.2034321547800168e-7,-2.219229205904853e-12) Dual{Cells()}(-5.89475741184184e-9,1.1876356935634394e-7,-2.6196746735953255e-12) Dual{Cells()}(-7.028494284583449e-9,1.409934268822354e-7,-3.1222390639603176e-12) Dual{Cells()}(-7.269760022597096e-9,1.466103080621876e-7,-2.6311511797969755e-12) Dual{Cells()}(-7.445170919526022e-9,1.5066437488781047e-7,-2.3931778947861846e-12) Dual{Cells()}(-6.782117358421978e-9,1.3778234731619306e-7,-2.2913752656697726e-12) Dual{Cells()}(-6.770330188682529e-9,1.3709374448088678e-7,-2.5246210855578902e-12) Dual{Cells()}(-6.7067730381846205e-9,1.3509112597363447e-7,-2.9802930690342985e-12) Dual{Cells()}(-7.84011166750853e-9,1.573132534939808e-7,-3.4825356795130814e-12) Dual{Cells()}(-8.097830451292002e-9,1.6334986313454787e-7,-2.936398701612908e-12) Dual{Cells()}(-8.282859172855693e-9,1.6765500771466978e-7,-2.671170212034858e-12) Dual{Cells()}(-7.621543827143024e-9,1.5480715079814753e-7,-2.5695138679017324e-12) Dual{Cells()}(-7.59984364751546e-9,1.5386136663178103e-7,-2.8302145414390705e-12) Dual{Cells()}(-7.519521206411838e-9,1.5143277223061218e-7,-3.341233116689004e-12) Dual{Cells()}(-8.652849550240288e-9,1.7365464723425969e-7,-3.843366570482521e-12) Dual{Cells()}(-8.927248734993941e-9,1.8011557263251072e-7,-3.2419651653153607e-12) Dual{Cells()}(-9.122094676701231e-9,1.8467591898979604e-7,-2.949351669372997e-12) Dual{Cells()}(-3.5249868144587657e-13,8.293727343709921e-8,-1.7607095801944833e-16) Dual{Cells()}(-3.5858472846032135e-13,8.354097016546469e-8,-1.7911100685422644e-16) Dual{Cells()}(-3.68433365677683e-13,8.414468242314328e-8,-1.8403056247189577e-16) Dual{Cells()}(-5.510041737893548e-9,1.1045785729014966e-7,-2.448414001259698e-12) Dual{Cells()}(-5.721311264527823e-9,1.1530483276602154e-7,-2.059824385860207e-12) Dual{Cells()}(-5.879468281761166e-9,1.1890414757948634e-7,-1.8725055038500785e-12) Dual{Cells()}(-5.210315894064817e-9,1.0590765905706193e-7,-1.7679302397406748e-12) Dual{Cells()}(-5.2167292782515715e-9,1.056925984808101e-7,-1.9498198333923307e-12) Dual{Cells()}(-5.184181872685077e-9,1.0447917575886377e-7,-2.301826924071306e-12) Dual{Cells()}(-6.319385419240694e-9,1.2673390928773825e-7,-2.807507521821393e-12) Dual{Cells()}(-6.54649656098673e-9,1.3198838587823674e-7,-2.3643719387999404e-12) Dual{Cells()}(-6.7137087270865705e-9,1.3582722830296163e-7,-2.1501145062558137e-12) Dual{Cells()}(-6.048467768734559e-9,1.2290222339375328e-7,-2.048118996658873e-12) Dual{Cells()}(-6.045249999055875e-9,1.2243650566297155e-7,-2.2573979930554384e-12) Dual{Cells()}(-5.996240095149379e-9,1.2080414347353564e-7,-2.664742902709556e-12) Dual{Cells()}(-7.1298579882840465e-9,1.430317029291934e-7,-3.1672340695940212e-12) Dual{Cells()}(-7.373163448703983e-9,1.4870070854276622e-7,-2.669281753602829e-12) Dual{Cells()}(-7.549761919663201e-9,1.5278585650318578e-7,-2.427911569707088e-12) Dual{Cells()}(-6.886969814400901e-9,1.3990896681447755e-7,-2.3261311936140714e-12) Dual{Cells()}(-6.873950755239499e-9,1.3918836681104667e-7,-2.562803833951793e-12) Dual{Cells()}(-6.808306895011981e-9,1.3713268396142838e-7,-3.0253849514096052e-12) Dual{Cells()}(-7.941672661064391e-9,1.5935532563773164e-7,-3.5276239188574377e-12) Dual{Cells()}(-8.201468061750056e-9,1.6544480573092905e-7,-2.9745856340434865e-12) Dual{Cells()}(-8.387716186061402e-9,1.697816912913793e-7,-2.7059382463349197e-12) Dual{Cells()}(-7.726568476725263e-9,1.569371258519787e-7,-2.6042984174976342e-12) Dual{Cells()}(-7.703620410444066e-9,1.559590123701274e-7,-2.868437384525139e-12) Dual{Cells()}(-7.6211913470222e-9,1.5347694809163434e-7,-3.386386181163474e-12) Dual{Cells()}(-8.754480210605016e-9,1.7569806050528543e-7,-3.888490374703166e-12) Dual{Cells()}(-9.03097445949291e-9,1.8221222567748992e-7,-3.2801727815238177e-12) Dual{Cells()}(-9.227056677310167e-9,1.8680465932606813e-7,-2.9841311369217943e-12) Dual{Cells()}(-1.776735602393005e-14,8.38855056871449e-8,-8.883301249071653e-18) Dual{Cells()}(-1.8079920740772177e-14,8.448886925969242e-8,-9.039577242354533e-18) Dual{Cells()}(-1.8577549537321143e-14,8.509223313774884e-8,-9.28838164080825e-18) Dual{Cells()}(-5.61112010976972e-9,1.1249063583684717e-7,-2.4932529439890927e-12) Dual{Cells()}(-5.82434343684047e-9,1.1738802125411071e-7,-2.0978660376948188e-12) Dual{Cells()}(-5.983607693594553e-9,1.2101677074004106e-7,-1.90719337146266e-12) Dual{Cells()}(-5.3153280731675905e-9,1.0803248527241776e-7,-1.804740188183294e-12) Dual{Cells()}(-5.320565919211458e-9,1.0778729194668272e-7,-1.9900836275478867e-12) Dual{Cells()}(-5.285981264131298e-9,1.065226881543083e-7,-2.3491472416012596e-12) Dual{Cells()}(-6.420642952319222e-9,1.2877014103807439e-7,-2.852444663504374e-12) Dual{Cells()}(-6.649762253202474e-9,1.3407611229631965e-7,-2.4024692886994688e-12) Dual{Cells()}(-6.818132575034762e-9,1.3794543323404562e-7,-2.1848306559430468e-12) Dual{Cells()}(-6.153245625398748e-9,1.2502738301558108e-7,-2.0828672905368495e-12) Dual{Cells()}(-6.1488097100835756e-9,1.2452994710187266e-7,-2.2955682075131566e-12) Dual{Cells()}(-6.097728168899487e-9,1.228448212346707e-7,-2.709813676355432e-12) Dual{Cells()}(-7.2312417895848784e-9,1.450703657975101e-7,-3.212239012543652e-12) Dual{Cells()}(-7.476591471784757e-9,1.5079158631122081e-7,-2.7074182048652328e-12) Dual{Cells()}(-7.654381535606958e-9,1.549078982829614e-7,-2.462648635826893e-12) Dual{Cells()}(-6.991838563725482e-9,1.420359045911863e-7,-2.36088937790051e-12) Dual{Cells()}(-6.977585675387026e-9,1.4128326748205044e-7,-2.6009899179014597e-12) Dual{Cells()}(-6.9098528190561185e-9,1.3917447404531653e-7,-3.07048211728418e-12) Dual{Cells()}(-8.043247901598628e-9,1.6139767200331407e-7,-3.572719082049827e-12) Dual{Cells()}(-8.305123009372069e-9,1.675400847555098e-7,-3.0127766843938355e-12) Dual{Cells()}(-8.492593280957784e-9,1.7190876792488844e-7,-2.7407086955253693e-12) Dual{Cells()}(-7.831617324971807e-9,1.5906740437919782e-7,-2.6391571418641974e-12) Dual{Cells()}(-7.80742056047964e-9,1.5805697094805467e-7,-2.9067363120052083e-12) Dual{Cells()}(-7.722883414584574e-9,1.5552143884499237e-7,-3.431622659801551e-12) Dual{Cells()}(-8.856118616826736e-9,1.777416228982204e-7,-3.933618081142781e-12) Dual{Cells()}(-9.134709922161797e-9,1.8430906776890728e-7,-3.318382682188423e-12) Dual{Cells()}(-9.332030222139147e-9,1.889336257944678e-7,-3.018911889948968e-12) Dual{Cells()}(-4.933352417896732e-16,8.487568756010393e-8,-2.4666762553896424e-19) Dual{Cells()}(-5.098328146075626e-16,8.547903670199563e-8,-2.5491641227691164e-19) Dual{Cells()}(-5.271824878841976e-16,8.608238562958128e-8,-2.635912494633378e-19) Dual{Cells()}(-5.712228447170577e-9,1.1452399440748406e-7,-2.5381061460033316e-12) Dual{Cells()}(-5.927414236630279e-9,1.1947196385778415e-7,-2.135915038373873e-12) Dual{Cells()}(-6.087793813689749e-9,1.2313031491017874e-7,-1.941884038048701e-12) Dual{Cells()}(-5.420039857793348e-9,1.1015597819932903e-7,-1.8396382197181697e-12) Dual{Cells()}(-5.424079424384602e-9,1.0987952339496142e-7,-2.0284009741552126e-12) Dual{Cells()}(-5.387443844797636e-9,1.0856263548028035e-7,-2.3943684388850165e-12) Dual{Cells()}(-6.521915410891671e-9,1.3080666023045524e-7,-2.897390346225848e-12) Dual{Cells()}(-6.75304782014219e-9,1.3616422464767482e-7,-2.4405714956836468e-12) Dual{Cells()}(-6.922580973771365e-9,1.4006411968874873e-7,-2.2195492784825275e-12) Dual{Cells()}(-6.2580330405249e-9,1.2715272993145711e-7,-2.117616335709444e-12) Dual{Cells()}(-6.252376844295784e-9,1.2662353268580775e-7,-2.333739794714702e-12) Dual{Cells()}(-6.199221378623017e-9,1.2488559773184374e-7,-2.754886890638135e-12) Dual{Cells()}(-7.332648890534099e-9,1.471094770752146e-7,-3.257255158979849e-12) Dual{Cells()}(-7.580047521850197e-9,1.5288300783786888e-7,-2.74556134932792e-12) Dual{Cells()}(-7.75903332523784e-9,1.5703056958775097e-7,-2.497389669684696e-12) Dual{Cells()}(-7.096726856004591e-9,1.4416322404330915e-7,-2.3956504007056275e-12) Dual{Cells()}(-7.081238117711433e-9,1.4337850795911022e-7,-2.6391801361105346e-12) Dual{Cells()}(-7.011413811597908e-9,1.412165540255246e-7,-3.1155857723318333e-12) Dual{Cells()}(-8.144833794266778e-9,1.6344022341039985e-7,-3.6178196224822236e-12) Dual{Cells()}(-8.408791246978891e-9,1.696356217114865e-7,-3.050970894305418e-12) Dual{Cells()}(-8.597486060393325e-9,1.740361517095271e-7,-2.7754809367166793e-12) Dual{Cells()}(-7.9369808091861e-9,1.6119953765204287e-7,-2.6758518154685662e-12) Dual{Cells()}(-7.911552961250135e-9,1.601578104119308e-7,-2.946896873435655e-12) Dual{Cells()}(-7.824914799014073e-9,1.5756975894560339e-7,-3.4788649020419256e-12) Dual{Cells()}(-8.957763343694228e-9,1.797853061461689e-7,-3.97874971573145e-12) Dual{Cells()}(-9.23845349035788e-9,1.8640606605894779e-7,-3.3565951118691193e-12) Dual{Cells()}(-9.437013507951368e-9,1.9106278165330044e-7,-3.0536943292275183e-12) Dual{Cells()}(2.794181815604276e-16,8.586774069432987e-8,1.3970931192193174e-19) Dual{Cells()}(2.7600295681531307e-16,8.647108931311779e-8,1.3800169676784426e-19) Dual{Cells()}(2.8002601600037647e-16,8.707443770392011e-8,1.4001322939101902e-19) Dual{Cells()}(-5.8133647762244214e-9,1.1655789216967394e-7,-2.5829747386753907e-12) Dual{Cells()}(-6.030521089755008e-9,1.2155660656599105e-7,-2.173972931148891e-12) Dual{Cells()}(-6.192023492426392e-9,1.2524471309385625e-7,-1.9765794400370293e-12) Dual{Cells()}(-5.524745227809005e-9,1.1227969416748319e-7,-1.874390278078587e-12) Dual{Cells()}(-5.5275821244456164e-9,1.1197183783305346e-7,-2.0665704186724124e-12) Dual{Cells()}(-5.488891597189147e-9,1.1060252246404289e-7,-2.4394310729500122e-12) Dual{Cells()}(-6.623202205774781e-9,1.3284345553364336e-7,-2.9423441613817804e-12) Dual{Cells()}(-6.856352436740086e-9,1.3825270694230894e-7,-2.4786783189410486e-12) Dual{Cells()}(-7.02705286995882e-9,1.4218326703488144e-7,-2.2542702446849663e-12) Dual{Cells()}(-6.3628297997314765e-9,1.2927825990023804e-7,-2.1523661470988395e-12) Dual{Cells()}(-6.3559512748260304e-9,1.287172599262805e-7,-2.371912757768796e-12) Dual{Cells()}(-6.300719687061914e-9,1.2692647223964598e-7,-2.7999625299322077e-12) Dual{Cells()}(-7.434083384010165e-9,1.491491156972012e-7,-3.3022839988556278e-12) Dual{Cells()}(-7.68353602486757e-9,1.5497505920373522e-7,-2.7837120861302205e-12) Dual{Cells()}(-7.863721923139029e-9,1.5915396118764216e-7,-2.5321352449325985e-12) Dual{Cells()}(-7.201638810053861e-9,1.4629100586118466e-7,-2.4304148562922215e-12) Dual{Cells()}(-7.184912076979982e-9,1.4547416600697668e-7,-2.677375357623751e-12) Dual{Cells()}(-7.112993635096279e-9,1.432589965627525e-7,-3.160697294484334e-12) Dual{Cells()}(-8.246426775799634e-9,1.654829113845816e-7,-3.662923937361238e-12) Dual{Cells()}(-8.512468771603013e-9,1.7173133910219834e-7,-3.0891672411558167e-12) Dual{Cells()}(-8.7023901841163e-9,1.761637580386223e-7,-2.8102542739205193e-12) Dual{Cells()}(-8.049347235922253e-9,1.633747789272418e-7,-2.753323555664789e-12) Dual{Cells()}(-8.02311569089059e-9,1.6232474411444153e-7,-3.0284811714559393e-12) Dual{Cells()}(-7.934557710855453e-9,1.5970521489595852e-7,-3.5708490387790726e-12) Dual{Cells()}(-9.059416753371538e-9,1.8182913319954652e-7,-4.023903513157816e-12) Dual{Cells()}(-9.34220730484654e-9,1.885032303574368e-7,-3.3948274776485303e-12) Dual{Cells()}(-9.54200831252127e-9,1.9319212114589882e-7,-3.0884962131016033e-12) Dual{Cells()}(3.1160887236673433e-16,8.685986414391846e-8,1.5580469036610437e-19) Dual{Cells()}(3.0863017154894674e-16,8.746321274876906e-8,1.5431533743248432e-19) Dual{Cells()}(3.134787187115434e-16,8.806656112309976e-8,1.5673961478237194e-19) Dual{Cells()}(-5.914526915231303e-9,1.185922869483778e-7,-2.62785765721235e-12) Dual{Cells()}(-6.133661270841396e-9,1.2364189626071114e-7,-2.2120391315160012e-12) Dual{Cells()}(-6.2962935052933346e-9,1.2735990184026376e-7,-2.01127930395086e-12) Dual{Cells()}(-5.629464380095332e-9,1.1440370217041717e-7,-1.909134327512955e-12) Dual{Cells()}(-5.6310956006263246e-9,1.1406438013762351e-7,-2.1047326178595778e-12) Dual{Cells()}(-5.590346888209524e-9,1.1264256881812852e-7,-2.484487326537896e-12) Dual{Cells()}(-6.724503104529506e-9,1.3488052243453628e-7,-2.9873058975843198e-12) Dual{Cells()}(-6.95967568352142e-9,1.4034155098660813e-7,-2.5167896535082665e-12) Dual{Cells()}(-7.131547654542792e-9,1.4430286323119388e-7,-2.2889935272588525e-12) Dual{Cells()}(-6.467635982264118e-9,1.3140397441108014e-7,-2.1871167885695634e-12) Dual{Cells()}(-6.459533152390573e-9,1.3081113171894186e-7,-2.4100871678404976e-12) Dual{Cells()}(-6.402223311086859e-9,1.2896744892514514e-7,-2.8450406824387716e-12) Dual{Cells()}(-7.535550749806093e-9,1.5118938595322434e-7,-3.347328615050292e-12) Dual{Cells()}(-7.787062908177852e-9,1.5706785367613194e-7,-2.8218726855990524e-12) Dual{Cells()}(-7.968453531635148e-9,1.6127819196870042e-7,-2.5668872319793075e-12) Dual{Cells()}(-7.3065797446664136e-9,1.4841935239284317e-7,-2.4651842623177907e-12) Dual{Cells()}(-7.288612711004678e-9,1.47570340490998e-7,-2.715577453293771e-12) Dual{Cells()}(-7.214597145879686e-9,1.4530189428206864e-7,-3.205819246469691e-12) Dual{Cells()}(-8.348023267663985e-9,1.675256674802996e-7,-3.708030176327747e-12) Dual{Cells()}(-8.61615157781077e-9,1.7382715984626962e-7,-3.127364456847991e-12) Dual{Cells()}(-8.807301324142354e-9,1.782915031445366e-7,-2.845027754323557e-12) Dual{Cells()}(-8.326656087791076e-9,1.6742213518153625e-7,-3.6330902035149307e-12) Dual{Cells()}(-8.30171284729571e-9,1.665572860619344e-7,-3.953079455194186e-12) Dual{Cells()}(-8.207420739067853e-9,1.6403188132557354e-7,-4.620872195627217e-12) Dual{Cells()}(-9.161187707822575e-9,1.8387469136846318e-7,-4.06951302603678e-12) Dual{Cells()}(-9.44608085594225e-9,1.9060196723229269e-7,-3.433486854367261e-12) Dual{Cells()}(-9.647119892812155e-9,1.9532278423269463e-7,-3.123728053919673e-12) Dual{Cells()}(3.158713461914138e-16,8.785198983270188e-8,1.5793593089626168e-19) Dual{Cells()}(3.128516930368638e-16,8.845533843943532e-8,1.5642610175805806e-19) Dual{Cells()}(3.177519228694685e-16,8.905868681310761e-8,1.5887622048442769e-19) Dual{Cells()}(-5.2059917394869e-9,1.0434717358757436e-7,-2.3109038644805474e-12) Dual{Cells()}(-5.411421955554731e-9,1.0904474946964833e-7,-1.942861064290583e-12) Dual{Cells()}(-5.566323129090983e-9,1.1255847986983375e-7,-1.76553660816246e-12) Dual{Cells()}(-4.7167032779872555e-9,9.925138825938535e-8,-9.080735286076077e-13) Dual{Cells()}(-4.701312663982883e-9,9.822651160499696e-8,-1.025895283285569e-12) Dual{Cells()}(-4.643825266254564e-9,9.565429194973786e-8,-1.331351238828728e-12) Dual{Cells()}(-6.0150916456735475e-9,1.2061519603577853e-7,-2.6724856482448205e-12) Dual{Cells()}(-6.236141549521217e-9,1.2571440264591309e-7,-2.249944029896111e-12) Dual{Cells()}(-6.399858876069221e-9,1.2946134876326114e-7,-2.0458699467482504e-12) Dual{Cells()}(-5.733664269286287e-9,1.1651759563775517e-7,-1.9437791308938448e-12) Dual{Cells()}(-5.734106543297963e-9,1.1614718793346251e-7,-2.1427614617770778e-12) Dual{Cells()}(-5.6913299210162e-9,1.1467353105449963e-7,-2.5293457087987867e-12) Dual{Cells()}(-6.823498373759146e-9,1.3687325012923588e-7,-3.0312843192030654e-12) Dual{Cells()}(-7.060444949963141e-9,1.4238090537328933e-7,-2.554280039302517e-12) Dual{Cells()}(-7.2333079440212335e-9,1.463691111180153e-7,-2.3232980691587176e-12) Dual{Cells()}(-6.5703425371809226e-9,1.3348876186005573e-7,-2.221484135433338e-12) Dual{Cells()}(-6.561094661076859e-9,1.3286584703434445e-7,-2.4477399263318086e-12) Dual{Cells()}(-6.501840148551037e-9,1.3097211938672679e-7,-2.8893368437967505e-12) Dual{Cells()}(-7.632607623807684e-9,1.5314483926137146e-7,-3.3904929599742546e-12) Dual{Cells()}(-7.885710605350268e-9,1.5906610538897332e-7,-2.858841064053228e-12) Dual{Cells()}(-8.067967072445429e-9,1.633006322402079e-7,-2.6008296179278947e-12) Dual{Cells()}(-7.407380882961062e-9,1.5046700319994451e-7,-2.4992038367079446e-12) Dual{Cells()}(-7.388337801616356e-9,1.495894685473902e-7,-2.7527559798983113e-12) Dual{Cells()}(-7.312496343222067e-9,1.47273516537138e-7,-3.2494034177702466e-12) Dual{Cells()}(-8.448535025463654e-9,1.6954756886916457e-7,-3.752671117391147e-12) Dual{Cells()}(-8.71863741384681e-9,1.758997957688764e-7,-3.165264158181075e-12) Dual{Cells()}(-8.910935247232586e-9,1.803943459448054e-7,-2.8795964671250345e-12) Dual{Cells()}(-5.180148190328597e-10,1.0082056417215243e-7,-1.7959073812107947e-13) Dual{Cells()}(-5.295857953251319e-10,1.015737302486808e-7,-1.8381179026529995e-13) Dual{Cells()}(-5.497839942807501e-10,1.023248051289512e-7,-1.9128336859504946e-13) Dual{Cells()}(-5.307670073964787e-9,1.0638857622663976e-7,-2.3583290472920473e-12) Dual{Cells()}(-5.515033125011814e-9,1.1113490680604607e-7,-1.9833674590728837e-12) Dual{Cells()}(-5.670986097746808e-9,1.1467571894510763e-7,-1.8027550951293407e-12) Dual{Cells()}(-4.9678174368886405e-9,1.0148820795116347e-7,-1.5203536736549894e-12) Dual{Cells()}(-4.973468685267951e-9,1.0119255737154444e-7,-1.6947423002123776e-12) Dual{Cells()}(-4.943027093056637e-9,9.994938062697385e-8,-2.0230683242968347e-12) Dual{Cells()}(-6.1161833902145225e-9,1.226482381050311e-7,-2.7173444928185944e-12) Dual{Cells()}(-6.339212227647763e-9,1.2779834745112904e-7,-2.2879937493279735e-12) Dual{Cells()}(-6.504062785137553e-9,1.3157525414156264e-7,-2.0805567127223338e-12) Dual{Cells()}(-5.838305928099872e-9,1.186400967655172e-7,-1.978506036127054e-12) Dual{Cells()}(-5.837541095122495e-9,1.1823820239583882e-7,-2.1809013602389463e-12) Dual{Cells()}(-5.792707083044501e-9,1.1671207464252995e-7,-2.5743696997653116e-12) Dual{Cells()}(-6.924437911996522e-9,1.3890336779041376e-7,-3.076095909245256e-12) Dual{Cells()}(-7.163373846149396e-9,1.4446210858624101e-7,-2.5922954317453452e-12) Dual{Cells()}(-7.337386281882943e-9,1.4848058654734642e-7,-2.3579550444366366e-12) Dual{Cells()}(-6.674801315649151e-9,1.3560770471780154e-7,-2.2561707949215785e-12) Dual{Cells()}(-6.664339990074175e-9,1.3495319572963976e-7,-2.4858273869669534e-12) Dual{Cells()}(-6.603027218220825e-9,1.3300700410921138e-7,-2.934284753177033e-12) Dual{Cells()}(-7.734706722361697e-9,1.5519725539108912e-7,-3.4358120552093747e-12) Dual{Cells()}(-7.98994120022526e-9,1.6117253211911e-7,-2.8971754708516995e-12) Dual{Cells()}(-8.173455966364917e-9,1.654396337208521e-7,-2.635699043435406e-12) Dual{Cells()}(-7.51290340714573e-9,1.526066841155954e-7,-2.5340793367379466e-12) Dual{Cells()}(-7.492595207818999e-9,1.5169643095484903e-7,-2.79110253267205e-12) Dual{Cells()}(-7.414616909932025e-9,1.4932636101967947e-7,-3.2947418993442437e-12) Dual{Cells()}(-8.550385939630123e-9,1.7159521857604296e-7,-3.797886674801173e-12) Dual{Cells()}(-8.82260422695609e-9,1.780011211520763e-7,-3.203530163839211e-12) Dual{Cells()}(-9.016152596550889e-9,1.825280673373656e-7,-2.9144159706238693e-12) Dual{Cells()}(-7.653518892348005e-12,8.278519543096002e-8,-3.752385384903206e-15) Dual{Cells()}(-7.788714294556645e-12,8.339530971545929e-8,-3.818720094239405e-15) Dual{Cells()}(-8.008856710527386e-12,8.400569037874623e-8,-3.9267596073208035e-15) Dual{Cells()}(-5.408728227105752e-9,1.0842059397045653e-7,-2.4034487880265537e-12) Dual{Cells()}(-5.618023169304044e-9,1.132167385979687e-7,-2.021692750878431e-12) Dual{Cells()}(-5.775059534726041e-9,1.1678634103320817e-7,-1.8377459902877708e-12) Dual{Cells()}(-5.101677228515088e-9,1.0375854307250681e-7,-1.7118106391145694e-12) Dual{Cells()}(-5.109032269895512e-9,1.035619224634392e-7,-1.8899306826993804e-12) Dual{Cells()}(-5.0783988385348935e-9,1.0238857195038114e-7,-2.2334175023866763e-12) Dual{Cells()}(-6.217272397779309e-9,1.2468122793004951e-7,-2.7622049335561023e-12) Dual{Cells()}(-6.442283829910355e-9,1.2988231095273393e-7,-2.3260438734389134e-12) Dual{Cells()}(-6.608271560819205e-9,1.336892572842113e-7,-2.115242823602946e-12) Dual{Cells()}(-5.942939128124534e-9,1.207624341358175e-7,-2.0132302678696337e-12) Dual{Cells()}(-5.9409654999745045e-9,1.203290205445324e-7,-2.2190380073017945e-12) Dual{Cells()}(-5.894072734929058e-9,1.1875039666722209e-7,-2.6193892440165916e-12) Dual{Cells()}(-7.0253338842783974e-9,1.4093264786099292e-7,-3.120890611927254e-12) Dual{Cells()}(-7.266257240909283e-9,1.4654243068892172e-7,-2.630299630574072e-12) Dual{Cells()}(-7.44141859033567e-9,1.5059116606254554e-7,-2.3926037247375356e-12) Dual{Cells()}(-6.779214576155574e-9,1.377257607992918e-7,-2.290848610451194e-12) Dual{Cells()}(-6.767540290325533e-9,1.3703967178022122e-7,-2.5239029832917795e-12) Dual{Cells()}(-6.704171002963822e-9,1.3504105577389053e-7,-2.9792150548065214e-12) Dual{Cells()}(-7.836776907376824e-9,1.5724912030210435e-7,-3.48111617443613e-12) Dual{Cells()}(-8.094141361674232e-9,1.6327837610587901e-7,-2.935498993319981e-12) Dual{Cells()}(-8.278913849212783e-9,1.6757803977218724e-7,-2.670559573492175e-12) Dual{Cells()}(-7.618400640605837e-9,1.547458782526796e-7,-2.56894719264864e-12) Dual{Cells()}(-7.596827058077244e-9,1.5380290281334868e-7,-2.8294398167359023e-12) Dual{Cells()}(-7.516712373820483e-9,1.5137872583222539e-7,-3.3400678426111723e-12) Dual{Cells()}(-8.652213754753413e-9,1.7364242373771224e-7,-3.8430934044395465e-12) Dual{Cells()}(-8.926546692595156e-9,1.801019743977722e-7,-3.241790517097128e-12) Dual{Cells()}(-9.12134507377703e-9,1.8466130357438943e-7,-2.9492315026624646e-12) Dual{Cells()}(-3.525560823565483e-13,8.293728387771186e-8,-1.7609958980839354e-16) Dual{Cells()}(-3.5864274965525117e-13,8.354098067635556e-8,-1.7913994782289075e-16) Dual{Cells()}(-3.684929232176024e-13,8.414469302193506e-8,-1.840602698026398e-16) Dual{Cells()}(-5.509750383388385e-9,1.1045225628050607e-7,-2.448287177662637e-12) Dual{Cells()}(-5.720986581754696e-9,1.1529854363629023e-7,-2.059744566529616e-12) Dual{Cells()}(-5.879118819201207e-9,1.1889733151995688e-7,-1.8724521347973556e-12) Dual{Cells()}(-5.2100754795650895e-9,1.059029779578374e-7,-1.7678836292705921e-12) Dual{Cells()}(-5.216497333298804e-9,1.0568810729416952e-7,-1.9497574749821402e-12) Dual{Cells()}(-5.183964629633168e-9,1.0447499851516698e-7,-2.301734773133187e-12) Dual{Cells()}(-6.3183544066402366e-9,1.2671408357106523e-7,-2.8070649329793388e-12) Dual{Cells()}(-6.545351430531372e-9,1.319661977314341e-7,-2.364093123352262e-12) Dual{Cells()}(-6.712479726022929e-9,1.3580325128627318e-7,-2.149927443686691e-12) Dual{Cells()}(-6.0475602715252176e-9,1.2288453751666592e-7,-2.047951252897098e-12) Dual{Cells()}(-6.044376402461723e-9,1.224195772957864e-7,-2.2571705947256994e-12) Dual{Cells()}(-5.9954238526160715e-9,1.2078843891764104e-7,-2.664403096594184e-12) Dual{Cells()}(-7.126179284689726e-9,1.429609558412967e-7,-3.1656651645971123e-12) Dual{Cells()}(-7.369087292086764e-9,1.4862172005724797e-7,-2.668290503031858e-12) Dual{Cells()}(-7.545396391769018e-9,1.5270068468209017e-7,-2.427242604310392e-12) Dual{Cells()}(-6.883575639598816e-9,1.3984280018371184e-7,-2.3255162936034308e-12) Dual{Cells()}(-6.870689224515489e-9,1.3912515262159104e-7,-2.561964983660291e-12) Dual{Cells()}(-6.80526567700441e-9,1.3707416249418497e-7,-3.024125182781172e-12) Dual{Cells()}(-7.938817844329237e-9,1.5930042316758476e-7,-3.5264085010481708e-12) Dual{Cells()}(-8.198310579862629e-9,1.653836211881505e-7,-2.973814821456964e-12) Dual{Cells()}(-8.384340025330294e-9,1.6971582872106715e-7,-2.7054145682054093e-12) Dual{Cells()}(-7.723872037644446e-9,1.568845635344844e-7,-2.603812090436346e-12) Dual{Cells()}(-7.701032973345974e-9,1.5590886727634544e-7,-2.867772493727856e-12) Dual{Cells()}(-7.618782529318062e-9,1.5343059981592587e-7,-3.385386121261552e-12) Dual{Cells()}(-8.754017188622973e-9,1.7568916008362005e-7,-3.888290442938202e-12) Dual{Cells()}(-9.03046337634554e-9,1.8220232826880858e-7,-3.2800445631587084e-12) Dual{Cells()}(-9.22651112956723e-9,1.8679402514323167e-7,-2.9840425116428964e-12) Dual{Cells()}(-1.7788243575677156e-14,8.388551100075894e-8,-8.893743594138431e-18) Dual{Cells()}(-1.8100823955377426e-14,8.448887460480273e-8,-9.050027401831158e-18) Dual{Cells()}(-1.8598968632543577e-14,8.509223852897199e-8,-9.299089703377171e-18) Dual{Cells()}(-5.6107892738916135e-9,1.1248427558739359e-7,-2.493109223479766e-12) Dual{Cells()}(-5.8239749327124645e-9,1.1738088298773561e-7,-2.097775572736653e-12) Dual{Cells()}(-5.9832112280684766e-9,1.2100903763762853e-7,-1.9071328556050738e-12) Dual{Cells()}(-5.31505356118828e-9,1.0802713943147361e-7,-1.8046873353504293e-12) Dual{Cells()}(-5.320301150900462e-9,1.0778216444925703e-7,-1.9900127974126133e-12) Dual{Cells()}(-5.2857333542053436e-9,1.0651792060273098e-7,-2.349042404925952e-12) Dual{Cells()}(-6.4194250295760844e-9,1.2874672065278984e-7,-2.8519224379720673e-12) Dual{Cells()}(-6.648409982360892e-9,1.3404990998419543e-7,-2.402140214010196e-12) Dual{Cells()}(-6.816681691425624e-9,1.3791712702114045e-7,-2.184609735222842e-12) Dual{Cells()}(-6.152165553890257e-9,1.2500633265828197e-7,-2.0826683759734392e-12) Dual{Cells()}(-6.147770244676958e-9,1.245098036479624e-7,-2.2952982579759008e-12) Dual{Cells()}(-6.0967572191343215e-9,1.2282613947561304e-7,-2.709409929431886e-12) Dual{Cells()}(-7.226965617482649e-9,1.4498813287533454e-7,-3.210412377001177e-12) Dual{Cells()}(-7.471854620519832e-9,1.5069980145102817e-7,-2.706262261537321e-12) Dual{Cells()}(-7.649309687519316e-9,1.5480895572583242e-7,-2.461866508795121e-12) Dual{Cells()}(-6.987876678479153e-9,1.4195867619516833e-7,-2.3601700328201466e-12) Dual{Cells()}(-6.973779306025338e-9,1.412094980988361e-7,-2.6000090549097958e-12) Dual{Cells()}(-6.906304297337537e-9,1.3910619442789285e-7,-3.069009704003014e-12) Dual{Cells()}(-8.040828330293786e-9,1.6135114062328343e-7,-3.571688661876331e-12) Dual{Cells()}(-8.302447482407223e-9,1.6748824045084008e-7,-3.012122772076997e-12) Dual{Cells()}(-8.489732985464454e-9,1.7185297070560994e-7,-2.740263960177997e-12) Dual{Cells()}(-7.829327366909489e-9,1.590227672313799e-7,-2.6387438165385578e-12) Dual{Cells()}(-7.805223492671848e-9,1.5801439274670258e-7,-2.906171273681654e-12) Dual{Cells()}(-7.720838352928399e-9,1.554820908146731e-7,-3.430772864554582e-12) Dual{Cells()}(-8.855794813970623e-9,1.7773540019970725e-7,-3.933477134137755e-12) Dual{Cells()}(-9.134352677643178e-9,1.8430215180300992e-7,-3.3182918723537978e-12) Dual{Cells()}(-9.331649030354224e-9,1.8892619828891625e-7,-3.018848693580002e-12) Dual{Cells()}(-5.110583891267929e-16,8.487569231608748e-8,-2.5552917431185123e-19) Dual{Cells()}(-5.275388981145728e-16,8.547904148546657e-8,-2.637694283415411e-19) Dual{Cells()}(-5.45319240914459e-16,8.608239045412099e-8,-2.726595994536428e-19) Dual{Cells()}(-5.7118464321466655e-9,1.1451664994646062e-7,-2.537940533333086e-12) Dual{Cells()}(-5.926988923261281e-9,1.1946372475684958e-7,-2.1358107884806364e-12) Dual{Cells()}(-6.087336409577845e-9,1.2312139283512644e-7,-1.941814276650683e-12) Dual{Cells()}(-5.419720574130101e-9,1.1014975960208092e-7,-1.8395771890397132e-12) Dual{Cells()}(-5.423771563891728e-9,1.0987356068137027e-7,-2.028319023439174e-12) Dual{Cells()}(-5.3871556772771605e-9,1.0855709322411009e-7,-2.3942469392875333e-12) Dual{Cells()}(-6.520479699859574e-9,1.3077905129980613e-7,-2.8967753726794032e-12) Dual{Cells()}(-6.75145425471096e-9,1.361333462809231e-7,-2.440183857155092e-12) Dual{Cells()}(-6.920871685969028e-9,1.400307717333768e-7,-2.2192888679595226e-12) Dual{Cells()}(-6.256750927406889e-9,1.2712774057211772e-7,-2.1173809746626555e-12) Dual{Cells()}(-6.251143231306954e-9,1.2659962600275937e-7,-2.33342006866136e-12) Dual{Cells()}(-6.198069392570405e-9,1.2486343209759048e-7,-2.75440831939286e-12) Dual{Cells()}(-7.327673607531934e-9,1.470138599577424e-7,-3.2550847116770722e-12) Dual{Cells()}(-7.574539186934764e-9,1.5277636120743234e-7,-2.7441706589619522e-12) Dual{Cells()}(-7.753138509906544e-9,1.56915686241373e-7,-2.4964310891390155e-12) Dual{Cells()}(-7.09210303030696e-9,1.4407317899362363e-7,-2.3947761724276204e-12) Dual{Cells()}(-7.076795811387844e-9,1.4329248591440184e-7,-2.6380006321420768e-12) Dual{Cells()}(-7.0072725199574416e-9,1.411369229661935e-7,-3.113830785634932e-12) Dual{Cells()}(-8.142807012553282e-9,1.6340124659541817e-7,-3.61695608833377e-12) Dual{Cells()}(-8.40655053687765e-9,1.695922041186771e-7,-3.0504224932027448e-12) Dual{Cells()}(-8.59509105487518e-9,1.7398943294574237e-7,-2.7751075211696728e-12) Dual{Cells()}(-7.935058752389694e-9,1.611620730134637e-7,-2.6755044980324005e-12) Dual{Cells()}(-7.909709092529766e-9,1.6012207777798134e-7,-2.94642222804913e-12) Dual{Cells()}(-7.823198745693089e-9,1.5753674147009035e-7,-3.4781511938204806e-12) Dual{Cells()}(-8.957545107818708e-9,1.7978111393452817e-7,-3.978653471539989e-12) Dual{Cells()}(-9.238212875267184e-9,1.8640141043609074e-7,-3.3565326596811288e-12) Dual{Cells()}(-9.436756896814067e-9,1.910577848005997e-7,-3.0536504183629005e-12) Dual{Cells()}(2.6274907792792805e-16,8.586774518258352e-8,1.3137473489456307e-19) Dual{Cells()}(2.593526857628015e-16,8.647109382693207e-8,1.2967653620965134e-19) Dual{Cells()}(2.629723064321789e-16,8.707444225613438e-8,1.3148634910784452e-19) Dual{Cells()}(-5.812918449053904e-9,1.1654931092164843e-7,-2.582781631396559e-12) Dual{Cells()}(-6.030024396180566e-9,1.2154698425465134e-7,-2.173851370005544e-12) Dual{Cells()}(-6.191489525641953e-9,1.2523429717968535e-7,-1.976498068912151e-12) Dual{Cells()}(-5.524369052606497e-9,1.1227236652946807e-7,-1.8743188740797694e-12) Dual{Cells()}(-5.527219512647292e-9,1.1196481391403055e-7,-2.066474353192331e-12) Dual{Cells()}(-5.48855228644449e-9,1.1059599602436893e-7,-2.4392884151862994e-12) Dual{Cells()}(-6.621513604639848e-9,1.3281098294607931e-7,-2.9416215397521388e-12) Dual{Cells()}(-6.85447876151685e-9,1.382164003057238e-7,-2.4782226731754757e-12) Dual{Cells()}(-7.025043682560999e-9,1.4214406776288203e-7,-2.2539639335306253e-12) Dual{Cells()}(-6.361312058820563e-9,1.2924867671036848e-7,-2.152088332282157e-12) Dual{Cells()}(-6.354491289706169e-9,1.2868896539069215e-7,-2.3715350247469423e-12) Dual{Cells()}(-6.299356669328779e-9,1.2690024550722452e-7,-2.7993967333492878e-12) Dual{Cells()}(-7.4282066299105905e-9,1.4903650602941845e-7,-3.2994742459227834e-12) Dual{Cells()}(-7.677041910122113e-9,1.548498129544145e-7,-2.781820410805286e-12) Dual{Cells()}(-7.856786190621916e-9,1.5901942398601102e-7,-2.5307400438747464e-12) Dual{Cells()}(-7.196186162634559e-9,1.461853619580553e-7,-2.429165917295462e-12) Dual{Cells()}(-7.179668148785717e-9,1.4537306925238662e-7,-2.6757676752286713e-12) Dual{Cells()}(-7.1081001219980134e-9,1.431652351105465e-7,-3.1584027899009434e-12) Dual{Cells()}(-8.24475238148933e-9,1.6545071210394026e-7,-3.6622100641886755e-12) Dual{Cells()}(-8.510618043302468e-9,1.7169547932999916e-7,-3.0887135090433145e-12) Dual{Cells()}(-8.700412386156425e-9,1.761251795006088e-7,-2.8099449081649238e-12) Dual{Cells()}(-8.04775493786205e-9,1.6334373565286317e-7,-2.753035246745994e-12) Dual{Cells()}(-8.021587753523557e-9,1.622951217508091e-7,-3.0280885367047873e-12) Dual{Cells()}(-7.933135563194333e-9,1.5967783658050765e-7,-3.570259079283672e-12) Dual{Cells()}(-9.059269850885778e-9,1.8182631305185274e-7,-4.023837451076681e-12) Dual{Cells()}(-9.342045486696666e-9,1.8850010190024422e-7,-3.394784171484266e-12) Dual{Cells()}(-9.541835859137165e-9,1.9318876630447822e-7,-3.0884653239728567e-12) Dual{Cells()}(2.9561336554695495e-16,8.6859868452004e-8,1.478069110776636e-19) Dual{Cells()}(2.926539771914838e-16,8.746321708104747e-8,1.4632721452879386e-19) Dual{Cells()}(2.971166479733122e-16,8.806656549189227e-8,1.4855855319855138e-19) Dual{Cells()}(-5.91400150832841e-9,1.1858218490008766e-7,-2.6276307610688336e-12) Dual{Cells()}(-6.1330768227023325e-9,1.23630573415616e-7,-2.2118962921313852e-12) Dual{Cells()}(-6.2956654278600765e-9,1.2734764969062173e-7,-2.0111836570083443e-12) Dual{Cells()}(-5.629017572879472e-9,1.1439499759981971e-7,-1.909050067813468e-12) Dual{Cells()}(-5.630665025426033e-9,1.1405603890866557e-7,-2.1046190498819634e-12) Dual{Cells()}(-5.5899441053924064e-9,1.126348209283374e-7,-2.4843184209297814e-12) Dual{Cells()}(-6.722521648508512e-9,1.3484241754358526e-7,-2.986458671508407e-12) Dual{Cells()}(-6.957477717000493e-9,1.402989598648159e-7,-2.5162552489310865e-12) Dual{Cells()}(-7.129191345885879e-9,1.4425689135291773e-7,-2.2886340105226304e-12) Dual{Cells()}(-6.465844281206652e-9,1.3136905002515946e-7,-2.186789669612459e-12) Dual{Cells()}(-6.4578100240235076e-9,1.3077773658156078e-7,-2.4096420391069185e-12) Dual{Cells()}(-6.4006150418424766e-9,1.289365025813551e-7,-2.8443735108182747e-12) Dual{Cells()}(-7.53046979268156e-9,1.5109173541539259e-7,-3.345115055568296e-12) Dual{Cells()}(-7.781440123453207e-9,1.5695898821870428e-7,-2.820453752017311e-12) Dual{Cells()}(-7.962438641966323e-9,1.6116096661778772e-7,-2.5659083349868494e-12) Dual{Cells()}(-7.301827826500879e-9,1.4832681013403513e-7,-2.4642883135409357e-12) Dual{Cells()}(-7.284049012185402e-9,1.474819663059202e-7,-2.71436750699095e-12) Dual{Cells()}(-7.210344463647253e-9,1.4522012068097863e-7,-3.204017636358815e-12) Dual{Cells()}(-8.346662701753827e-9,1.674995041446337e-7,-3.707449538720158e-12) Dual{Cells()}(-8.614648063193067e-9,1.737980290555422e-7,-3.126995046214291e-12) Dual{Cells()}(-8.805694888563449e-9,1.782601702681786e-7,-2.844775489263413e-12) Dual{Cells()}(-8.325319422232892e-9,1.673960017041506e-7,-3.6328507731492725e-12) Dual{Cells()}(-8.300424729500586e-9,1.6653218111718745e-7,-3.952763730133329e-12) Dual{Cells()}(-8.206219659591608e-9,1.640085835908723e-7,-4.6203957569774e-12) Dual{Cells()}(-9.161076771507542e-9,1.8387256304027011e-7,-4.0694621566127265e-12) Dual{Cells()}(-9.445958769031363e-9,1.9059960884990757e-7,-3.4334531770178214e-12) Dual{Cells()}(-9.646989875492755e-9,1.9532025742467316e-7,-3.123703704348977e-12) Dual{Cells()}(3.0023425322013813e-16,8.785199404388912e-8,1.501173590531534e-19) Dual{Cells()}(2.9723427892408964e-16,8.845534267395165e-8,1.4861736949531644e-19) Dual{Cells()}(3.0175841815457976e-16,8.905869108298588e-8,1.5087944244223339e-19)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437], [47285 47297 47308 47317 47329 47341 47500 47514 47527 47538 47552 47566 47732 47746 47759 47770 47784 47798 47964 47978 47991 48002 48016 48030 48196 48210 48223 48234 48248 48262 48425 48439 48452 48463 48477 48491 48657 48671 48684 48695 48709 48723 48889 48903 48916 48927 48941 48955 49121 49135 49148 49159 49173 49187 49353 49367 49380 49391 49405 49419 49581 49595 49608 49619 49633 49647 49813 49827 49840 49851 49865 49879 50045 50059 50072 50083 50097 50111 50277 50291 50304 50315 50329 50343 50509 50523 50536 50547 50561 50575 50737 50751 50764 50775 50789 50803 50969 50983 50996 51007 51021 51035 51201 51215 51228 51239 51253 51267 51433 51447 51460 51471 51485 51499 51665 51679 51692 51703 51717 51731 51893 51907 51920 51931 51945 51959 52125 52139 52152 52163 52177 52191 52357 52371 52384 52395 52409 52423 52589 52603 52616 52627 52641 52655 52821 52835 52848 52859 52873 52887 53049 53063 53076 53087 53101 53115 53281 53295 53308 53319 53333 53347 53513 53527 53540 53551 53565 53579 53745 53759 53772 53783 53797 53811 53977 53991 54004 54015 54029 54043 54205 54219 54232 54243 54257 54271 54437 54451 54464 54475 54489 54503 54669 54683 54696 54707 54721 54735 54901 54915 54928 54939 54953 54967 55133 55147 55160 55171 55185 55199 55362 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61600 61766 61780 61793 61804 61818 61832 61998 62012 62025 62036 62050 62064 62226 62240 62253 62264 62278 62292 62458 62472 62485 62496 62510 62524 62690 62704 62717 62728 62742 62756 62922 62936 62949 62960 62974 62988 63154 63168 63181 63192 63206 63220 63382 63396 63409 63420 63434 63448 63614 63628 63641 63652 63666 63680 63846 63860 63873 63884 63898 63912 64078 64092 64105 64116 64130 64144 64310 64324 64337 64348 64362 64376 64539 64553 64566 64577 64591 64605 64771 64785 64798 64809 64823 64837 65003 65017 65030 65041 65055 65069 65235 65249 65262 65273 65287 65301 65447 65459 65470 65479 65491 65503; 65637 65649 65660 65669 65681 65693 65852 65866 65879 65890 65904 65918 66084 66098 66111 66122 66136 66150 66316 66330 66343 66354 66368 66382 66548 66562 66575 66586 66600 66614 66777 66791 66804 66815 66829 66843 67009 67023 67036 67047 67061 67075 67241 67255 67268 67279 67293 67307 67473 67487 67500 67511 67525 67539 67705 67719 67732 67743 67757 67771 67933 67947 67960 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Dual{Cells()}(-5.109240238326722e-9,-1.0356594783369158e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.0288985860734813e-10) Dual{Cells()}(-5.0785936482604986e-9,-1.0239231596503279e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.0260599075804463e-10) Dual{Cells()}(-6.218143705300458e-9,-1.2469798220909864e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.164762866547833e-10) Dual{Cells()}(-6.4432519205650586e-9,-1.2990106826728022e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1999873959409055e-10) Dual{Cells()}(-6.609310875178977e-9,-1.3370953326196519e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2273585227499758e-10) Dual{Cells()}(-5.9436999376603864e-9,-1.207772602410991e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1881978621004292e-10) Dual{Cells()}(-5.941698076228305e-9,-1.2034321547800168e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.189707294958687e-10) Dual{Cells()}(-5.89475741184184e-9,-1.1876356935634394e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1843918332214012e-10) Dual{Cells()}(-7.028494284583449e-9,-1.409934268822354e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.3233053804921268e-10) 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Dual{Cells()}(-9.238212875267184e-9,-1.8640141043609074e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.7440115225263097e-10) Dual{Cells()}(-9.436756896814067e-9,-1.910577848005997e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.7768136854517896e-10) Dual{Cells()}(2.6274907792792805e-16,-8.586774518258352e-8,-0.0,-0.0,-0.0,-0.0,-0.0,-3.262481316641351e-19) Dual{Cells()}(2.593526857628015e-16,-8.647109382693207e-8,-0.0,-0.0,-0.0,-0.0,-0.0,-3.278920653392378e-19) Dual{Cells()}(2.629723064321789e-16,-8.707444225613438e-8,-0.0,-0.0,-0.0,-0.0,-0.0,-3.3040379241620654e-19) Dual{Cells()}(-5.812918449053904e-9,-1.1654931092164843e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.085459023533924e-10) Dual{Cells()}(-6.030024396180566e-9,-1.2154698425465134e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1193969812015813e-10) Dual{Cells()}(-6.191489525641953e-9,-1.2523429717968535e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1459775842650116e-10) Dual{Cells()}(-5.524369052606497e-9,-1.1227236652946807e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.10680248489075e-10) Dual{Cells()}(-5.527219512647292e-9,-1.1196481391403055e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1091162003729255e-10) Dual{Cells()}(-5.48855228644449e-9,-1.1059599602436893e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1050984550864331e-10) Dual{Cells()}(-6.621513604639848e-9,-1.3281098294607931e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2439012105145522e-10) Dual{Cells()}(-6.85447876151685e-9,-1.382164003057238e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2803921069431377e-10) Dual{Cells()}(-7.025043682560999e-9,-1.4214406776288203e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.3085397253366153e-10) Dual{Cells()}(-6.361312058820563e-9,-1.2924867671036848e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2694359392580275e-10) Dual{Cells()}(-6.354491289706169e-9,-1.2868896539069215e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2701481030810043e-10) Dual{Cells()}(-6.299356669328779e-9,-1.2690024550722452e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2635472618981242e-10) Dual{Cells()}(-7.4282066299105905e-9,-1.4903650602941845e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4021294677245924e-10) Dual{Cells()}(-7.677041910122113e-9,-1.548498129544145e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.441160624097818e-10) Dual{Cells()}(-7.856786190621916e-9,-1.5901942398601102e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4708721844326434e-10) Dual{Cells()}(-7.196186162634559e-9,-1.461853619580553e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4318748854077702e-10) Dual{Cells()}(-7.179668148785717e-9,-1.4537306925238662e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.430987990649944e-10) Dual{Cells()}(-7.1081001219980134e-9,-1.431652351105465e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4218138678856516e-10) Dual{Cells()}(-8.24475238148933e-9,-1.6545071210394026e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.5610843434067876e-10) Dual{Cells()}(-8.510618043302468e-9,-1.7169547932999916e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.6027695349112022e-10) Dual{Cells()}(-8.700412386156425e-9,-1.761251795006088e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.6341338534673353e-10) Dual{Cells()}(-8.04775493786205e-9,-1.6334373565286317e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.5941779806405437e-10) Dual{Cells()}(-8.021587753523557e-9,-1.622951217508091e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.5918220390596184e-10) Dual{Cells()}(-7.933135563194333e-9,-1.5967783658050765e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.5801911120839094e-10) Dual{Cells()}(-9.059269850885778e-9,-1.8182631305185274e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.7198563409450863e-10) Dual{Cells()}(-9.342045486696666e-9,-1.8850010190024422e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.7641778178084167e-10) Dual{Cells()}(-9.541835859137165e-9,-1.9318876630447822e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.7971846086312147e-10) Dual{Cells()}(2.9561336554695495e-16,-8.6859868452004e-8,-0.0,-0.0,-0.0,-0.0,-0.0,-3.337070786891961e-19) Dual{Cells()}(2.926539771914838e-16,-8.746321708104747e-8,-0.0,-0.0,-0.0,-0.0,-0.0,-3.3540506419314486e-19) Dual{Cells()}(2.971166479733122e-16,-8.806656549189227e-8,-0.0,-0.0,-0.0,-0.0,-0.0,-3.380210672852749e-19) Dual{Cells()}(-5.91400150832841e-9,-1.1858218490008766e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1052699252654817e-10) Dual{Cells()}(-6.1330768227023325e-9,-1.23630573415616e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1395266862374709e-10) Dual{Cells()}(-6.2956654278600765e-9,-1.2734764969062173e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1663025396756027e-10) Dual{Cells()}(-5.629017572879472e-9,-1.1439499759981971e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1271355639999076e-10) Dual{Cells()}(-5.630665025426033e-9,-1.1405603890866557e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1292494338605646e-10) Dual{Cells()}(-5.5899441053924064e-9,-1.126348209283374e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.1249089553068691e-10) Dual{Cells()}(-6.722521648508512e-9,-1.3484241754358526e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2636958951620962e-10) Dual{Cells()}(-6.957477717000493e-9,-1.402989598648159e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.3005056221280054e-10) Dual{Cells()}(-7.129191345885879e-9,-1.4425689135291773e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.3288493305652245e-10) Dual{Cells()}(-6.465844281206652e-9,-1.3136905002515946e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2897561550945598e-10) Dual{Cells()}(-6.4578100240235076e-9,-1.3077773658156078e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2902680273169925e-10) Dual{Cells()}(-6.4006150418424766e-9,-1.289365025813551e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.2833445663339698e-10) Dual{Cells()}(-7.53046979268156e-9,-1.5109173541539259e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4220138920444023e-10) Dual{Cells()}(-7.781440123453207e-9,-1.5695898821870428e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.461376740381439e-10) Dual{Cells()}(-7.962438641966323e-9,-1.6116096661778772e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4912939312743533e-10) Dual{Cells()}(-7.301827826500879e-9,-1.4832681013403513e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4522859698597648e-10) Dual{Cells()}(-7.284049012185402e-9,-1.474819663059202e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4511935275414307e-10) Dual{Cells()}(-7.210344463647253e-9,-1.4522012068097863e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.4416886437552717e-10) Dual{Cells()}(-8.346662701753827e-9,-1.674995041446337e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.580939697771815e-10) Dual{Cells()}(-8.614648063193067e-9,-1.737980290555422e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.6229553845246694e-10) Dual{Cells()}(-8.805694888563449e-9,-1.782601702681786e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.654525632943131e-10) Dual{Cells()}(-8.325319422232892e-9,-1.673960017041506e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.5979570553213317e-10) Dual{Cells()}(-8.300424729500586e-9,-1.6653218111718745e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.5972964879867406e-10) Dual{Cells()}(-8.206219659591608e-9,-1.640085835908723e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.5874466447127829e-10) Dual{Cells()}(-9.161076771507542e-9,-1.8387256304027011e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.7396897506781478e-10) Dual{Cells()}(-9.445958769031363e-9,-1.9059960884990757e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.7843376106897315e-10) Dual{Cells()}(-9.646989875492755e-9,-1.9532025742467316e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-1.817546682557126e-10) Dual{Cells()}(3.0023425322013813e-16,-8.785199404388912e-8,-0.0,-0.0,-0.0,-0.0,-0.0,-3.376726392810703e-19) Dual{Cells()}(2.9723427892408964e-16,-8.845534267395165e-8,-0.0,-0.0,-0.0,-0.0,-0.0,-3.3936560521155017e-19) Dual{Cells()}(3.0175841815457976e-16,-8.905869108298588e-8,-0.0,-0.0,-0.0,-0.0,-0.0,-3.4198921123854485e-19)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 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378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1440 1453 1466 1479 1492 1504 1517 1531 1545 1559 1573 1586 1599 1613 1627 1641 1655 1668 1681 1695 1709 1723 1737 1750 1763 1777 1791 1805 1819 1832 1845 1859 1873 1887 1901 1914 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43439 43453 43467 43481 43495 43508 43521 43535 43549 43563 43577 43590 43603 43617 43631 43645 43659 43672 43685 43699 43713 43727 43741 43754 43767 43781 43795 43809 43823 43836 43848 43861 43874 43887 43900 43912 43924 43937 43950 43963 43976 43988 44001 44015 44029 44043 44057 44070 44083 44097 44111 44125 44139 44152 44165 44179 44193 44207 44221 44234 44247 44261 44275 44289 44303 44316 44329 44343 44357 44371 44385 44398 44411 44425 44439 44453 44467 44480 44493 44507 44521 44535 44549 44562 44575 44589 44603 44617 44631 44644 44657 44671 44685 44699 44713 44726 44739 44753 44767 44781 44795 44808 44821 44835 44849 44863 44877 44890 44903 44917 44931 44945 44959 44972 44985 44999 45013 45027 45041 45054 45067 45081 45095 45109 45123 45136 45149 45163 45177 45191 45205 45218 45231 45245 45259 45273 45287 45300 45313 45327 45341 45355 45369 45382 45395 45409 45423 45437 45451 45464 45477 45491 45505 45519 45533 45546 45559 45573 45587 45601 45615 45628 45641 45655 45669 45683 45697 45710 45723 45737 45751 45765 45779 45792 45805 45819 45833 45847 45861 45874 45887 45901 45915 45929 45943 45956 45969 45983 45997 46011 46025 46038 46051 46065 46079 46093 46107 46120 46133 46147 46161 46175 46189 46202 46215 46229 46243 46257 46271 46284 46297 46311 46325 46339 46353 46366 46379 46393 46407 46421 46435 46448 46461 46475 46489 46503 46517 46530 46543 46557 46571 46585 46599 46612 46625 46639 46653 46667 46681 46694 46707 46721 46735 46749 46763 46776 46789 46803 46817 46831 46845 46858 46871 46885 46899 46913 46927 46940 46953 46967 46981 46995 47009 47022 47035 47049 47063 47077 47091 47104 47116 47129 47142 47155 47168 47180],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 480, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(0.0005023241447421202,0.010068400403443303,0.0,0.0,0.0,0.0,0.0,9.326364687824801e-6) Dual{Cells()}(0.0005221477358370802,0.010521700971964155,0.0,0.0,0.0,0.0,0.0,9.635580129199098e-6) Dual{Cells()}(0.0005370953629555981,0.010860765554024586,0.0,0.0,0.0,0.0,0.0,9.880997660720303e-6) Dual{Cells()}(0.0004551097120890943,0.009576634408270583,0.0,0.0,0.0,0.0,0.0,9.687738772795301e-6) Dual{Cells()}(0.0004536238609855106,0.009477731220249348,0.0,0.0,0.0,0.0,0.0,9.662043633055726e-6) Dual{Cells()}(0.00044807572268437164,0.009229517144385463,0.0,0.0,0.0,0.0,0.0,9.530044828377457e-6) Dual{Cells()}(0.0005804280489625357,0.011638749644802214,0.0,0.0,0.0,0.0,0.0,1.0855834433973465e-5) Dual{Cells()}(0.0006017628298020931,0.01213088702422699,0.0,0.0,0.0,0.0,0.0,1.1189511478129728e-5) Dual{Cells()}(0.0006175640999683147,0.012492517829833802,0.0,0.0,0.0,0.0,0.0,1.144980152164103e-5) Dual{Cells()}(0.0005532659339891656,0.011243241023215195,0.0,0.0,0.0,0.0,0.0,1.1071839277802556e-5) Dual{Cells()}(0.0005533067248954718,0.011207460001083904,0.0,0.0,0.0,0.0,0.0,1.10902779794943e-5) Dual{Cells()}(0.000549176196112698,0.011065205156366189,0.0,0.0,0.0,0.0,0.0,1.1045241823445129e-5) Dual{Cells()}(0.0006585913471069035,0.013210565675689514,0.0,0.0,0.0,0.0,0.0,1.2385519983645833e-5) Dual{Cells()}(0.0006814776024471963,0.013742479019332836,0.0,0.0,0.0,0.0,0.0,1.2744017160036686e-5) Dual{Cells()}(0.0006981741597548582,0.014127662804068396,0.0,0.0,0.0,0.0,0.0,1.3019586584150385e-5) Dual{Cells()}(0.0006341452201361297,0.012883675081612818,0.0,0.0,0.0,0.0,0.0,1.2642083529237985e-5) Dual{Cells()}(0.0006332451029150381,0.012823398341783141,0.0,0.0,0.0,0.0,0.0,1.2644979016361532e-5) Dual{Cells()}(0.0006275148209823518,0.012640402372002028,0.0,0.0,0.0,0.0,0.0,1.2574898190633044e-5) Dual{Cells()}(0.0007368630252213914,0.014784468095949462,0.0,0.0,0.0,0.0,0.0,1.3915489531674344e-5) Dual{Cells()}(0.0007613294559259186,0.01535673163690194,0.0,0.0,0.0,0.0,0.0,1.4298989903116967e-5) Dual{Cells()}(0.0007789476387370971,0.015766009202898036,0.0,0.0,0.0,0.0,0.0,1.4590026567745265e-5) Dual{Cells()}(0.0007151055187349722,0.014525693270193924,0.0,0.0,0.0,0.0,0.0,1.4212877332580493e-5) Dual{Cells()}(0.0007132520850670769,0.014440667588457868,0.0,0.0,0.0,0.0,0.0,1.4200118420515001e-5) Dual{Cells()}(0.0007059080617017862,0.014216649922800785,0.0,0.0,0.0,0.0,0.0,1.4104873909523373e-5) Dual{Cells()}(0.0008152642750765444,0.01636086420234643,0.0,0.0,0.0,0.0,0.0,1.5446118273721977e-5) Dual{Cells()}(0.0008413361524234807,0.016973988406236942,0.0,0.0,0.0,0.0,0.0,1.5854813741500098e-5) Dual{Cells()}(0.0008598979557377908,0.017407815228560913,0.0,0.0,0.0,0.0,0.0,1.6161496612423225e-5) Dual{Cells()}(4.997896876275894e-5,0.009727511443510176,0.0,0.0,0.0,0.0,0.0,-5.679390321601059e-9) Dual{Cells()}(5.109533152638573e-5,0.009800179306243422,0.0,0.0,0.0,0.0,0.0,-5.799487336493451e-9) Dual{Cells()}(5.304402388074679e-5,0.00987264519675523,0.0,0.0,0.0,0.0,0.0,-6.0064784769138205e-9) Dual{Cells()}(0.0005121357184006216,0.01026538709243365,0.0,0.0,0.0,0.0,0.0,9.517474606204903e-6) Dual{Cells()}(0.0005321459144367786,0.010723394149936434,0.0,0.0,0.0,0.0,0.0,9.82963862310119e-6) Dual{Cells()}(0.0005471951057324711,0.011065073443727525,0.0,0.0,0.0,0.0,0.0,1.0076781759692872e-5) Dual{Cells()}(0.00047934058570882316,0.009792495050411791,0.0,0.0,0.0,0.0,0.0,9.72526653096572e-6) Dual{Cells()}(0.00047988510839789514,0.009763951970443238,0.0,0.0,0.0,0.0,0.0,9.747192798829092e-6) Dual{Cells()}(0.00047694674383924433,0.00964397765557003,0.0,0.0,0.0,0.0,0.0,9.71378148185137e-6) Dual{Cells()}(0.0005901929658537301,0.0118351208231398,0.0,0.0,0.0,0.0,0.0,1.1047043612138558e-5) Dual{Cells()}(0.000611719890467807,0.012332194559004658,0.0,0.0,0.0,0.0,0.0,1.1383813047902225e-5) Dual{Cells()}(0.0006276313824636836,0.012696734950573668,0.0,0.0,0.0,0.0,0.0,1.1646001922946057e-5) Dual{Cells()}(0.0005633723415685479,0.011448226637466087,0.0,0.0,0.0,0.0,0.0,1.1268099674823728e-5) Dual{Cells()}(0.0005632962815867782,0.011409399071086419,0.0,0.0,0.0,0.0,0.0,1.1284601955415546e-5) Dual{Cells()}(0.0005589666033814335,0.01126206787243026,0.0,0.0,0.0,0.0,0.0,1.1236441701671648e-5) Dual{Cells()}(0.0006683682079734839,0.0134071668590911,0.0,0.0,0.0,0.0,0.0,1.2576736027699832e-5) Dual{Cells()}(0.0006914504305404176,0.013944092702791438,0.0,0.0,0.0,0.0,0.0,1.293834757621091e-5) Dual{Cells()}(0.000708260807676714,0.014332259669739129,0.0,0.0,0.0,0.0,0.0,1.3215839738040446e-5) Dual{Cells()}(0.0006442594586802962,0.013088814084006816,0.0,0.0,0.0,0.0,0.0,1.2838389675331204e-5) Dual{Cells()}(0.0006432408461971021,0.013025457525016592,0.0,0.0,0.0,0.0,0.0,1.2839334728101855e-5) Dual{Cells()}(0.0006373096405157019,0.012837349921305221,0.0,0.0,0.0,0.0,0.0,1.2766115705166601e-5) Dual{Cells()}(0.0007466583645368615,0.014981424847661783,0.0,0.0,0.0,0.0,0.0,1.4106796788171658e-5) Dual{Cells()}(0.0007713244269213896,0.015558774833555163,0.0,0.0,0.0,0.0,0.0,1.4493438971022426e-5) Dual{Cells()}(0.0007890596296432462,0.015971101795883458,0.0,0.0,0.0,0.0,0.0,1.4786424105575224e-5) Dual{Cells()}(0.0007252354283021399,0.014731138273818547,0.0,0.0,0.0,0.0,0.0,1.4409304111699743e-5) Dual{Cells()}(0.0007232619246577059,0.014643000106406522,0.0,0.0,0.0,0.0,0.0,1.4394579238459989e-5) Dual{Cells()}(0.0007157150529363655,0.014413831620267771,0.0,0.0,0.0,0.0,0.0,1.4296178203957912e-5) Dual{Cells()}(0.0008250681180071184,0.01655798467970083,0.0,0.0,0.0,0.0,0.0,1.5637457541626937e-5) Dual{Cells()}(0.000851341685961005,0.017176236662074157,0.0,0.0,0.0,0.0,0.0,1.6049309013765512e-5) Dual{Cells()}(0.0008700223704780969,0.017613151185167687,0.0,0.0,0.0,0.0,0.0,1.6357954440686823e-5) Dual{Cells()}(7.383897361296059e-7,0.007987547690079377,0.0,0.0,0.0,0.0,0.0,-9.107740684717587e-11) Dual{Cells()}(7.514330229675572e-7,0.00804641469705753,0.0,0.0,0.0,0.0,0.0,-9.268421902037376e-11) Dual{Cells()}(7.726716992510041e-7,0.008105307399536866,0.0,0.0,0.0,0.0,0.0,-9.529958259665131e-11) Dual{Cells()}(0.000521888252249621,0.010461483621341456,0.0,0.0,0.0,0.0,0.0,9.708633731996402e-6) Dual{Cells()}(0.0005420850533148279,0.010924301270277992,0.0,0.0,0.0,0.0,0.0,1.0023843626943824e-5) Dual{Cells()}(0.0005572389257526675,0.011268761599818912,0.0,0.0,0.0,0.0,0.0,1.0272834294862529e-5) Dual{Cells()}(0.0004922578250491475,0.01001158245702274,0.0,0.0,0.0,0.0,0.0,9.898326014736638e-6) Dual{Cells()}(0.0004929667452610291,0.009992594953837764,0.0,0.0,0.0,0.0,0.0,9.927362259763914e-6) Dual{Cells()}(0.0004900097988162403,0.009879356692288186,0.0,0.0,0.0,0.0,0.0,9.899973175824271e-6) Dual{Cells()}(0.0005999596654259541,0.01203152632540316,0.0,0.0,0.0,0.0,0.0,1.1238253292842592e-5) Dual{Cells()}(0.000621679306514284,0.012533547815834156,0.0,0.0,0.0,0.0,0.0,1.1578118337316237e-5) Dual{Cells()}(0.0006377015600312339,0.012901008828684333,0.0,0.0,0.0,0.0,0.0,1.1842209565518364e-5) Dual{Cells()}(0.0005734798671428716,0.01165323416111238,0.0,0.0,0.0,0.0,0.0,1.146436662758282e-5) Dual{Cells()}(0.0005732867168761776,0.011611355207651424,0.0,0.0,0.0,0.0,0.0,1.147893044076474e-5) Dual{Cells()}(0.0005687576312463024,0.011458942525739086,0.0,0.0,0.0,0.0,0.0,1.1427644031240817e-5) Dual{Cells()}(0.0006781466108337805,0.013603797729444273,0.0,0.0,0.0,0.0,0.0,1.2767956016514386e-5) Dual{Cells()}(0.0007014252158833922,0.014145744379951723,0.0,0.0,0.0,0.0,0.0,1.3132684585560356e-5) Dual{Cells()}(0.0007183497946678673,0.014536902367220793,0.0,0.0,0.0,0.0,0.0,1.3412102212078219e-5) Dual{Cells()}(0.0006543748510942131,0.013293975648546308,0.0,0.0,0.0,0.0,0.0,1.3034703531808105e-5) Dual{Cells()}(0.0006532375620979536,0.013227535574745897,0.0,0.0,0.0,0.0,0.0,1.303369653855936e-5) Dual{Cells()}(0.0006471052292739875,0.013034312261401957,0.0,0.0,0.0,0.0,0.0,1.2957337604699455e-5) Dual{Cells()}(0.0007564557842127345,0.015178421632948825,0.0,0.0,0.0,0.0,0.0,1.4298115194554038e-5) Dual{Cells()}(0.000781321866860666,0.015760865923706287,0.0,0.0,0.0,0.0,0.0,1.468790221156949e-5) Dual{Cells()}(0.0007991744246568001,0.01617624923170198,0.0,0.0,0.0,0.0,0.0,1.4982838596346888e-5) Dual{Cells()}(0.0007353671933738346,0.014936619480059764,0.0,0.0,0.0,0.0,0.0,1.4605745292636627e-5) Dual{Cells()}(0.0007332734443184794,0.014845365179916343,0.0,0.0,0.0,0.0,0.0,1.4589052706035495e-5) Dual{Cells()}(0.0007255235068492558,0.014611041440640491,0.0,0.0,0.0,0.0,0.0,1.4487493051574e-5) Dual{Cells()}(0.0008348730693885495,0.01675512644802961,0.0,0.0,0.0,0.0,0.0,1.582880186483586e-5) Dual{Cells()}(0.0008613485660769943,0.017378510985921924,0.0,0.0,0.0,0.0,0.0,1.624381110036786e-5) Dual{Cells()}(0.0008801483416268362,0.0178185175223439,0.0,0.0,0.0,0.0,0.0,1.6554420750423788e-5) Dual{Cells()}(3.4010952626116455e-8,0.008002230437396844,0.0,0.0,0.0,0.0,0.0,-4.178881055144338e-12) Dual{Cells()}(3.459816689835021e-8,0.008060478317203829,0.0,0.0,0.0,0.0,0.0,-4.2512994923176735e-12) Dual{Cells()}(3.554841593887867e-8,0.008118727695361755,0.0,0.0,0.0,0.0,0.0,-4.3686099076415105e-12) Dual{Cells()}(0.0005316382113735529,0.010657563132060767,0.0,0.0,0.0,0.0,0.0,9.899822179962604e-6) Dual{Cells()}(0.0005520226219824869,0.011125225174408416,0.0,0.0,0.0,0.0,0.0,1.0218096867796115e-5) Dual{Cells()}(0.000567282454440717,0.011472506262397467,0.0,0.0,0.0,0.0,0.0,1.0468956750351669e-5) Dual{Cells()}(0.000502719063553005,0.01021853574078032,0.0,0.0,0.0,0.0,0.0,1.0091111009325119e-5) Dual{Cells()}(0.0005033378610612795,0.010197785549486997,0.0,0.0,0.0,0.0,0.0,1.011911301452101e-5) Dual{Cells()}(0.0005001975138001651,0.010080708054211582,0.0,0.0,0.0,0.0,0.0,1.0089568475131666e-5) Dual{Cells()}(0.0006097280058988444,0.012227963427345825,0.0,0.0,0.0,0.0,0.0,1.1429463258117668e-5) Dual{Cells()}(0.0006316409000155098,0.01273494335039533,0.0,0.0,0.0,0.0,0.0,1.1772426924843839e-5) Dual{Cells()}(0.000647774421526583,0.013105335339695554,0.0,0.0,0.0,0.0,0.0,1.2038423814937633e-5) Dual{Cells()}(0.000583588426201274,0.011858261938296453,0.0,0.0,0.0,0.0,0.0,1.166063951123578e-5) Dual{Cells()}(0.0005832779586226307,0.011813327008004545,0.0,0.0,0.0,0.0,0.0,1.1673262927213208e-5) Dual{Cells()}(0.0005785492217288155,0.011655827998743448,0.0,0.0,0.0,0.0,0.0,1.1618848432033328e-5) Dual{Cells()}(0.0006879267215293105,0.01380046147237713,0.0,0.0,0.0,0.0,0.0,1.2959181709161028e-5) Dual{Cells()}(0.0007114021298743159,0.014347437366214673,0.0,0.0,0.0,0.0,0.0,1.3327030107056633e-5) Dual{Cells()}(0.000728441292134447,0.01474159422712151,0.0,0.0,0.0,0.0,0.0,1.3608376013809818e-5) Dual{Cells()}(0.0006644915752147221,0.013499163238789918,0.0,0.0,0.0,0.0,0.0,1.3231026752728523e-5) Dual{Cells()}(0.0006632354269574895,0.013429635907571149,0.0,0.0,0.0,0.0,0.0,1.3228066044231346e-5) Dual{Cells()}(0.0006569017572505963,0.013231292663488907,0.0,0.0,0.0,0.0,0.0,1.3148565370788538e-5) Dual{Cells()}(0.0007662549304856266,0.015375451643544438,0.0,0.0,0.0,0.0,0.0,1.448944222649144e-5) Dual{Cells()}(0.0007913213762066718,0.015962997157524517,0.0,0.0,0.0,0.0,0.0,1.4882376658688157e-5) Dual{Cells()}(0.0008092915884828527,0.01638144300457376,0.0,0.0,0.0,0.0,0.0,1.5179266712985942e-5) Dual{Cells()}(0.0007455005316514829,0.01514213083219736,0.0,0.0,0.0,0.0,0.0,1.4802197497970347e-5) Dual{Cells()}(0.0007432863798369303,0.015047757227286958,0.0,0.0,0.0,0.0,0.0,1.4783535737832734e-5) Dual{Cells()}(0.0007353331842120363,0.014808274429097358,0.0,0.0,0.0,0.0,0.0,1.467881575299296e-5) Dual{Cells()}(0.0008446789374866873,0.016952285857736813,0.0,0.0,0.0,0.0,0.0,1.602014992772815e-5) Dual{Cells()}(0.0008713565771355709,0.017580807252942542,0.0,0.0,0.0,0.0,0.0,1.6438318473343072e-5) Dual{Cells()}(0.0008902756351974392,0.018023909742346772,0.0,0.0,0.0,0.0,0.0,1.6750893845178104e-5) Dual{Cells()}(1.7142892607217113e-9,0.008093720941709018,0.0,0.0,0.0,0.0,0.0,-1.8434897737038223e-13) Dual{Cells()}(1.744447171479018e-9,0.008151936676866,0.0,0.0,0.0,0.0,0.0,-1.8787998587499396e-13) Dual{Cells()}(1.7924610515746712e-9,0.008210152441500107,0.0,0.0,0.0,0.0,0.0,-1.9361955442447965e-13) Dual{Cells()}(0.000541390791733016,0.01085369644685087,0.0,0.0,0.0,0.0,0.0,1.0091017874849842e-5) Dual{Cells()}(0.0005619637154274828,0.011326222309175146,0.0,0.0,0.0,0.0,0.0,1.0412363902277777e-5) Dual{Cells()}(0.0005773303802594716,0.01167634341133584,0.0,0.0,0.0,0.0,0.0,1.0665100082650103e-5) Dual{Cells()}(0.0005128511986122905,0.010423550305523574,0.0,0.0,0.0,0.0,0.0,1.0286919561583335e-5) Dual{Cells()}(0.000513356573931512,0.01039989274586517,0.0,0.0,0.0,0.0,0.0,1.0313074909978292e-5) Dual{Cells()}(0.000510019661972871,0.01027787702797132,0.0,0.0,0.0,0.0,0.0,1.0280504823729177e-5) Dual{Cells()}(0.000619497872686559,0.012424429925638558,0.0,0.0,0.0,0.0,0.0,1.162067341742773e-5) Dual{Cells()}(0.0006416045247060947,0.012936378328848185,0.0,0.0,0.0,0.0,0.0,1.1966738548017822e-5) Dual{Cells()}(0.0006578497912585632,0.013309711047621615,0.0,0.0,0.0,0.0,0.0,1.223464422453828e-5) Dual{Cells()}(0.0005936979525820668,0.012063308671874145,0.0,0.0,0.0,0.0,0.0,1.1856917858256439e-5) Dual{Cells()}(0.0005932699518161662,0.012015313402143573,0.0,0.0,0.0,0.0,0.0,1.1867599049593247e-5) Dual{Cells()}(0.0005883413323099744,0.01185272347186819,0.0,0.0,0.0,0.0,0.0,1.1810054648373433e-5) Dual{Cells()}(0.0006977087713484888,0.013997162537897538,0.0,0.0,0.0,0.0,0.0,1.3150415354451016e-5) Dual{Cells()}(0.0007213814171124532,0.014549176403757223,0.0,0.0,0.0,0.0,0.0,1.3521386630202824e-5) Dual{Cells()}(0.0007385355506066506,0.014946340134670867,0.0,0.0,0.0,0.0,0.0,1.3804663786263013e-5) Dual{Cells()}(0.0006746098714041109,0.01370438153823325,0.0,0.0,0.0,0.0,0.0,1.342736154026542e-5) Dual{Cells()}(0.0006732346767279885,0.01363176309620538,0.0,0.0,0.0,0.0,0.0,1.342244535121207e-5) Dual{Cells()}(0.000666699449536633,0.013428295459444774,0.0,0.0,0.0,0.0,0.0,1.3339800939131353e-5) Dual{Cells()}(0.0007760554513829698,0.015572508112524763,0.0,0.0,0.0,0.0,0.0,1.4680775356839355e-5) Dual{Cells()}(0.0008013225583347138,0.016165160851729577,0.0,0.0,0.0,0.0,0.0,1.5076859353017368e-5) Dual{Cells()}(0.000819410689897515,0.016586674701661704,0.0,0.0,0.0,0.0,0.0,1.5375705146343572e-5) Dual{Cells()}(0.0007556362047453122,0.015347671465065818,0.0,0.0,0.0,0.0,0.0,1.4998642342345791e-5) Dual{Cells()}(0.0007533015718681825,0.015250179459088683,0.0,0.0,0.0,0.0,0.0,1.4978012788024162e-5) Dual{Cells()}(0.000745144977204081,0.015005537800046072,0.0,0.0,0.0,0.0,0.0,1.4870133916351036e-5) Dual{Cells()}(0.000854485552946415,0.017149459655521053,0.0,0.0,0.0,0.0,0.0,1.621150053203343e-5) Dual{Cells()}(0.000881365527784714,0.017783121760171678,0.0,0.0,0.0,0.0,0.0,1.663282972824297e-5) Dual{Cells()}(0.0009004040426159565,0.018229323780783253,0.0,0.0,0.0,0.0,0.0,1.6947372152137566e-5) Dual{Cells()}(4.7599615035378605e-11,0.008189258969353016,0.0,0.0,0.0,0.0,0.0,2.2127480721645985e-14) Dual{Cells()}(4.919138884075466e-11,0.008247473312163366,0.0,0.0,0.0,0.0,0.0,2.2129744916409797e-14) Dual{Cells()}(5.0865377842557055e-11,0.00830568763429633,0.0,0.0,0.0,0.0,0.0,2.2121839050830185e-14) Dual{Cells()}(0.0005511462633261032,0.01104988572544384,0.0,0.0,0.0,0.0,0.0,1.0282217533043273e-5) Dual{Cells()}(0.0005719085358574719,0.01152729220503507,0.0,0.0,0.0,0.0,0.0,1.0606639844528457e-5) Dual{Cells()}(0.000587382812740416,0.011880269424190428,0.0,0.0,0.0,0.0,0.0,1.0861257588716594e-5) Dual{Cells()}(0.0005229543500104598,0.010628436227487404,0.0,0.0,0.0,0.0,0.0,1.0483108437988662e-5) Dual{Cells()}(0.0005233441089377887,0.01060176239365619,0.0,0.0,0.0,0.0,0.0,1.0507342429564167e-5) Dual{Cells()}(0.0005198093128453558,0.010474702024816202,0.0,0.0,0.0,0.0,0.0,1.0471664294413753e-5) Dual{Cells()}(0.0006292691795655232,0.012620924157872667,0.0,0.0,0.0,0.0,0.0,1.1811883829329308e-5) Dual{Cells()}(0.0006515700670160385,0.01313785054420129,0.0,0.0,0.0,0.0,0.0,1.2161053124578529e-5) Dual{Cells()}(0.0006679275297815363,0.013514133215514364,0.0,0.0,0.0,0.0,0.0,1.2430870554287786e-5) Dual{Cells()}(0.0006038084012142442,0.012268373476580434,0.0,0.0,0.0,0.0,0.0,1.2053201382401567e-5) Dual{Cells()}(0.0006032626612381301,0.012217313704164191,0.0,0.0,0.0,0.0,0.0,1.2061938608576963e-5) Dual{Cells()}(0.0005981339384372387,0.012049628471572427,0.0,0.0,0.0,0.0,0.0,1.2001262569642858e-5) Dual{Cells()}(0.0007074930692419982,0.014193906868346998,0.0,0.0,0.0,0.0,0.0,1.334165978904912e-5) Dual{Cells()}(0.0007313634085435362,0.014750967905990087,0.0,0.0,0.0,0.0,0.0,1.37157573214402e-5) Dual{Cells()}(0.000748632913367767,0.015151146782150767,0.0,0.0,0.0,0.0,0.0,1.400096891797596e-5) Dual{Cells()}(0.0006847300532019734,0.013909636663755966,0.0,0.0,0.0,0.0,0.0,1.3623710746176879e-5) Dual{Cells()}(0.0006832356171315569,0.013833923071140048,0.0,0.0,0.0,0.0,0.0,1.3616837169150067e-5) Dual{Cells()}(0.000676498595711682,0.013625326226143576,0.0,0.0,0.0,0.0,0.0,1.3531046782894032e-5) Dual{Cells()}(0.0007858570000549998,0.0157695843650028,0.0,0.0,0.0,0.0,0.0,1.4872112072786336e-5) Dual{Cells()}(0.0008113250227513644,0.016367349432531243,0.0,0.0,0.0,0.0,0.0,1.5271347353118535e-5) Dual{Cells()}(0.0008295313046401594,0.016791936034328627,0.0,0.0,0.0,0.0,0.0,1.557215060816298e-5) Dual{Cells()}(0.0007658022355952321,0.01555339105368344,0.0,0.0,0.0,0.0,0.0,1.5194720761603849e-5) Dual{Cells()}(0.0007633488212222,0.015452879654130228,0.0,0.0,0.0,0.0,0.0,1.5172194726584566e-5) Dual{Cells()}(0.0007549895092970093,0.015203170646839292,0.0,0.0,0.0,0.0,0.0,1.506123302052109e-5) Dual{Cells()}(0.0008642927782557547,0.01734664511404152,0.0,0.0,0.0,0.0,0.0,1.6402852542183208e-5) Dual{Cells()}(0.000891375260498347,0.01798545133827697,0.0,0.0,0.0,0.0,0.0,1.6827343512206476e-5) Dual{Cells()}(0.0009105333898964845,0.018434756092618704,0.0,0.0,0.0,0.0,0.0,1.7143854130851816e-5) Dual{Cells()}(-2.69597562661705e-11,0.008284977546263294,0.0,0.0,0.0,0.0,0.0,3.1677088057019274e-14) Dual{Cells()}(-2.6630237169709803e-11,0.0083431918386018,0.0,0.0,0.0,0.0,0.0,3.183547873113516e-14) Dual{Cells()}(-2.7018403374457047e-11,0.008401406108943044,0.0,0.0,0.0,0.0,0.0,3.208263823923698e-14) Dual{Cells()}(0.0005609044357031473,0.011246127028113293,0.0,0.0,0.0,0.0,0.0,1.0473420434507138e-5) Dual{Cells()}(0.0005818568349054827,0.01172842965071397,0.0,0.0,0.0,0.0,0.0,1.080092353841309e-5) Dual{Cells()}(0.000597439447991381,0.012084277836825709,0.0,0.0,0.0,0.0,0.0,1.105742764955555e-5) Dual{Cells()}(0.0005330568824928382,0.010833343669659804,0.0,0.0,0.0,0.0,0.0,1.0679341484285584e-5) Dual{Cells()}(0.0005333306014092245,0.010803640048746977,0.0,0.0,0.0,0.0,0.0,1.070164634159066e-5) Dual{Cells()}(0.0005295975330068076,0.010671521199522905,0.0,0.0,0.0,0.0,0.0,1.0662851590106475e-5) Dual{Cells()}(0.000639041869688194,0.012817445030749925,0.0,0.0,0.0,0.0,0.0,1.2003094724359887e-5) Dual{Cells()}(0.0006615374473385933,0.013339358453654818,0.0,0.0,0.0,0.0,0.0,1.2355370783153754e-5) Dual{Cells()}(0.0006780075354638771,0.01371859985267013,0.0,0.0,0.0,0.0,0.0,1.2627102809636085e-5) Dual{Cells()}(0.0006139197514131318,0.012473455943207187,0.0,0.0,0.0,0.0,0.0,1.2249490007944875e-5) Dual{Cells()}(0.0006132560746477689,0.012419327673963003,0.0,0.0,0.0,0.0,0.0,1.2256281598240622e-5) Dual{Cells()}(0.0006079270365157525,0.01224654292786485,0.0,0.0,0.0,0.0,0.0,1.219247225523536e-5) Dual{Cells()}(0.0007172800101125808,0.014390702079785104,0.0,0.0,0.0,0.0,0.0,1.3532918524060968e-5) Dual{Cells()}(0.00074134853120849,0.0149528201784696,0.0,0.0,0.0,0.0,0.0,1.391014613605708e-5) Dual{Cells()}(0.0007587338275870973,0.015356022927543332,0.0,0.0,0.0,0.0,0.0,1.4197295679639662e-5) Dual{Cells()}(0.0006948525180136067,0.014114936400792252,0.0,0.0,0.0,0.0,0.0,1.3820077994155124e-5) Dual{Cells()}(0.0006932386336046439,0.014036123335533009,0.0,0.0,0.0,0.0,0.0,1.3811244919999175e-5) Dual{Cells()}(0.0006862995587978456,0.01382239197427713,0.0,0.0,0.0,0.0,0.0,1.3722306004451931e-5) Dual{Cells()}(0.0007956592326985013,0.01596667379420255,0.0,0.0,0.0,0.0,0.0,1.506344987641261e-5) Dual{Cells()}(0.0008213283832289708,0.016569555422638393,0.0,0.0,0.0,0.0,0.0,1.5465837744802896e-5) Dual{Cells()}(0.0008396530139401535,0.016997218839271522,0.0,0.0,0.0,0.0,0.0,1.576859985094734e-5) Dual{Cells()}(0.0007766439476856534,0.01576326993225883,0.0,0.0,0.0,0.0,0.0,1.5382835288365283e-5) Dual{Cells()}(0.000774112988330792,0.015661956973789207,0.0,0.0,0.0,0.0,0.0,1.5360017816179865e-5) Dual{Cells()}(0.0007655684421461502,0.015409210825102595,0.0,0.0,0.0,0.0,0.0,1.5247667160096918e-5) Dual{Cells()}(0.0008741008413288902,0.01754384444767669,0.0,0.0,0.0,0.0,0.0,1.6594203363073998e-5) Dual{Cells()}(0.0009013859818289302,0.018187796933762674,0.0,0.0,0.0,0.0,0.0,1.7021856260052535e-5) Dual{Cells()}(0.0009206638485681818,0.018640206122419175,0.0,0.0,0.0,0.0,0.0,1.734033518793908e-5) Dual{Cells()}(-3.006568578489797e-11,0.008380702907574747,0.0,0.0,0.0,0.0,0.0,3.238872835251647e-14) Dual{Cells()}(-2.9778284844884233e-11,0.008438917198568506,0.0,0.0,0.0,0.0,0.0,3.2552328582318896e-14) Dual{Cells()}(-3.0246098531948726e-11,0.008497131467320479,0.0,0.0,0.0,0.0,0.0,3.2809339535084093e-14) Dual{Cells()}(0.0005706650983621022,0.011442416285586555,0.0,0.0,0.0,0.0,0.0,1.0664626181605911e-5) Dual{Cells()}(0.0005918083496129692,0.011929629521101978,0.0,0.0,0.0,0.0,0.0,1.0995214281775923e-5) Dual{Cells()}(0.0006074999748943352,0.01228836252716917,0.0,0.0,0.0,0.0,0.0,1.1253609246758632e-5) Dual{Cells()}(0.0005431607447621903,0.011038279288905151,0.0,0.0,0.0,0.0,0.0,1.0875586205577737e-5) Dual{Cells()}(0.0005433181336181564,0.011005539689610752,0.0,0.0,0.0,0.0,0.0,1.089595915177636e-5) Dual{Cells()}(0.0005393864805353743,0.010868355751128276,0.0,0.0,0.0,0.0,0.0,1.08540448893252e-5) Dual{Cells()}(0.0006488159206276128,0.013013992108822151,0.0,0.0,0.0,0.0,0.0,1.2194306545879747e-5) Dual{Cells()}(0.0006715066252005992,0.013540901266645209,0.0,0.0,0.0,0.0,0.0,1.2549691903563984e-5) Dual{Cells()}(0.0006880897495407754,0.013923109797284911,0.0,0.0,0.0,0.0,0.0,1.2823341278499805e-5) Dual{Cells()}(0.0006240320108247719,0.012678556215436149,0.0,0.0,0.0,0.0,0.0,1.2445783904610927e-5) Dual{Cells()}(0.0006232502065869909,0.012621355590927854,0.0,0.0,0.0,0.0,0.0,1.2450628238927524e-5) Dual{Cells()}(0.0006177206474703559,0.012443467242806375,0.0,0.0,0.0,0.0,0.0,1.2383683964229468e-5) Dual{Cells()}(0.0007270701226798854,0.014587558234643434,0.0,0.0,0.0,0.0,0.0,1.372419594700145e-5) Dual{Cells()}(0.0007513373570087822,0.015154744149830078,0.0,0.0,0.0,0.0,0.0,1.410455797508355e-5) Dual{Cells()}(0.0007688388916979979,0.015560980041610165,0.0,0.0,0.0,0.0,0.0,1.4393649315034648e-5) Dual{Cells()}(0.0007049777790245358,0.014320290624425884,0.0,0.0,0.0,0.0,0.0,1.4016467719727758e-5) Dual{Cells()}(0.0007032442238004579,0.01423837342844029,0.0,0.0,0.0,0.0,0.0,1.4005672810207575e-5) Dual{Cells()}(0.0006961028073595914,0.014019501640805999,0.0,0.0,0.0,0.0,0.0,1.3913582435862955e-5) Dual{Cells()}(0.0008054618040375056,0.016163769796131412,0.0,0.0,0.0,0.0,0.0,1.5254786290715867e-5) Dual{Cells()}(0.0008313322533019324,0.016771771384828837,0.0,0.0,0.0,0.0,0.0,1.5660327655880112e-5) Dual{Cells()}(0.0008497754002104857,0.01720251503414201,0.0,0.0,0.0,0.0,0.0,1.5965049692243102e-5) Dual{Cells()}(0.0008034001845743335,0.016153780447819326,0.0,0.0,0.0,0.0,0.0,1.5419077103906602e-5) Dual{Cells()}(0.0008009935277115335,0.01607033519260627,0.0,0.0,0.0,0.0,0.0,1.5412642612240483e-5) Dual{Cells()}(0.0007918957222593258,0.015826670675911255,0.0,0.0,0.0,0.0,0.0,1.531750426288184e-5) Dual{Cells()}(0.000883920245748649,0.017741210808570926,0.0,0.0,0.0,0.0,0.0,1.67855392184825e-5) Dual{Cells()}(0.0009114082559859048,0.01839029425980265,0.0,0.0,0.0,0.0,0.0,1.7216337215669372e-5) Dual{Cells()}(0.000930805574384193,0.01884578385964641,0.0,0.0,0.0,0.0,0.0,1.7536764804824915e-5) Dual{Cells()}(-3.047695199084971e-11,0.008476428484935655,0.0,0.0,0.0,0.0,0.0,3.2767069484940856e-14) Dual{Cells()}(-3.0185599750990415e-11,0.008534642776111084,0.0,0.0,0.0,0.0,0.0,3.293018102563841e-14) Dual{Cells()}(-3.065840005767579e-11,0.008592857044799528,0.0,0.0,0.0,0.0,0.0,3.318780876474214e-14) Dual{Cells()}(0.0005023018460590436,0.0100679717807712,0.0,0.0,0.0,0.0,0.0,9.326194133983427e-6) Dual{Cells()}(0.0005221228488440673,0.010521218953576118,0.0,0.0,0.0,0.0,0.0,9.63538248837704e-6) Dual{Cells()}(0.0005370685401393132,0.010860242400958857,0.0,0.0,0.0,0.0,0.0,9.880778659494816e-6) Dual{Cells()}(0.0004550926859671216,0.009576303236993947,0.0,0.0,0.0,0.0,0.0,9.68759311309612e-6) Dual{Cells()}(0.0004536077174513743,0.009477417671813844,0.0,0.0,0.0,0.0,0.0,9.661908094512109e-6) Dual{Cells()}(0.00044806102674400277,0.009229236202084249,0.0,0.0,0.0,0.0,0.0,9.529928524275715e-6) Dual{Cells()}(0.00058036811985682,0.01163759734231083,0.0,0.0,0.0,0.0,0.0,1.0855369728498277e-5) Dual{Cells()}(0.0006016961934170764,0.012129595989615565,0.0,0.0,0.0,0.0,0.0,1.1188975275267555e-5) Dual{Cells()}(0.0006174925141705585,0.012491121333106254,0.0,0.0,0.0,0.0,0.0,1.1449209642433137e-5) Dual{Cells()}(0.0005532145057589226,0.011242239003816394,0.0,0.0,0.0,0.0,0.0,1.1071384460392377e-5) Dual{Cells()}(0.0005532571787141722,0.011206500093158992,0.0,0.0,0.0,0.0,0.0,1.1089850483724662e-5) Dual{Cells()}(0.0005491298620729787,0.011064313818611884,0.0,0.0,0.0,0.0,0.0,1.1044856198027302e-5) Dual{Cells()}(0.0006583675121347598,0.013206261103824292,0.0,0.0,0.0,0.0,0.0,1.2383768443178264e-5) Dual{Cells()}(0.0006812293814193175,0.01373766905354522,0.0,0.0,0.0,0.0,0.0,1.2742001988294218e-5) Dual{Cells()}(0.0006979081249471032,0.014122472412498798,0.0,0.0,0.0,0.0,0.0,1.3017368002018674e-5) Dual{Cells()}(0.0006339416869669319,0.012879707626476299,0.0,0.0,0.0,0.0,0.0,1.2640283902620245e-5) Dual{Cells()}(0.0006330494025624133,0.012819605482149202,0.0,0.0,0.0,0.0,0.0,1.2643291016514349e-5) Dual{Cells()}(0.0006273322111955323,0.012636888539646876,0.0,0.0,0.0,0.0,0.0,1.2573378929986887e-5) Dual{Cells()}(0.0007364346874781623,0.014776230798050414,0.0,0.0,0.0,0.0,0.0,1.3912118585145787e-5) Dual{Cells()}(0.000760855412910281,0.015347546131561574,0.0,0.0,0.0,0.0,0.0,1.4295119676892912e-5) Dual{Cells()}(0.0007784404888111356,0.015756115864476932,0.0,0.0,0.0,0.0,0.0,1.458577410378124e-5) Dual{Cells()}(0.0007147036104095939,0.014517858894212012,0.0,0.0,0.0,0.0,0.0,1.4209329174702066e-5) Dual{Cells()}(0.0007128662323666082,0.014433189671129023,0.0,0.0,0.0,0.0,0.0,1.419679570212867e-5) Dual{Cells()}(0.0007055486440058124,0.014209734270439388,0.0,0.0,0.0,0.0,0.0,1.4101888690716846e-5) Dual{Cells()}(0.0008151597144491706,0.01635885362472702,0.0,0.0,0.0,0.0,0.0,1.5445291966899732e-5) Dual{Cells()}(0.0008412206333094045,0.01697175035180205,0.0,0.0,0.0,0.0,0.0,1.585386692108657e-5) Dual{Cells()}(0.0008597745537795798,0.017405408521762315,0.0,0.0,0.0,0.0,0.0,1.6160458104045818e-5) Dual{Cells()}(4.998083226151872e-5,0.009727705697315939,0.0,0.0,0.0,0.0,0.0,-5.679552631356761e-9) Dual{Cells()}(5.109726176105661e-5,0.009800375176938766,0.0,0.0,0.0,0.0,0.0,-5.799655219898606e-9) Dual{Cells()}(5.3046091711269845e-5,0.00987284288679448,0.0,0.0,0.0,0.0,0.0,-6.0066580046395905e-9) Dual{Cells()}(0.0005121123140098602,0.010264937193984365,0.0,0.0,0.0,0.0,0.0,9.517295284089915e-6) Dual{Cells()}(0.0005321198070212922,0.01072288847999183,0.0,0.0,0.0,0.0,0.0,9.829430942224636e-6) Dual{Cells()}(0.0005471669815123727,0.011064524917965547,0.0,0.0,0.0,0.0,0.0,1.0076551771260255e-5) Dual{Cells()}(0.0004793215191846252,0.009792123529592434,0.0,0.0,0.0,0.0,0.0,9.725098162912871e-6) Dual{Cells()}(0.0004798667817658036,0.009763597584995815,0.0,0.0,0.0,0.0,0.0,9.747035728348186e-6) Dual{Cells()}(0.0004769296146072889,0.009643649262942382,0.0,0.0,0.0,0.0,0.0,9.713640482149554e-6) Dual{Cells()}(0.0005901219904822986,0.011833756083162388,0.0,0.0,0.0,0.0,0.0,1.1046492485856806e-5) Dual{Cells()}(0.000611641002108345,0.012330666097892051,0.0,0.0,0.0,0.0,0.0,1.138317740661949e-5) Dual{Cells()}(0.000627546663026498,0.012695082197250775,0.0,0.0,0.0,0.0,0.0,1.1645300550109583e-5) Dual{Cells()}(0.0005633108910447596,0.011447029231709139,0.0,0.0,0.0,0.0,0.0,1.1267556164934113e-5) Dual{Cells()}(0.0005632370958803245,0.011408252319660086,0.0,0.0,0.0,0.0,0.0,1.128409123817843e-5) Dual{Cells()}(0.0005589112712997366,0.011261003375334151,0.0,0.0,0.0,0.0,0.0,1.1235981138524917e-5) Dual{Cells()}(0.000668106697084367,0.013402137682189244,0.0,0.0,0.0,0.0,0.0,1.257468785646378e-5) Dual{Cells()}(0.0006911605102328778,0.013938474638379411,0.0,0.0,0.0,0.0,0.0,1.2935991808075403e-5) Dual{Cells()}(0.000707950158023369,0.014326198822207979,0.0,0.0,0.0,0.0,0.0,1.3213246883768597e-5) Dual{Cells()}(0.0006440204269817663,0.013084154533501981,0.0,0.0,0.0,0.0,0.0,1.2836276441533498e-5) Dual{Cells()}(0.0006430110625010895,0.01302100401589315,0.0,0.0,0.0,0.0,0.0,1.2837353029660456e-5) Dual{Cells()}(0.0006370952792977972,0.012833225069508927,0.0,0.0,0.0,0.0,0.0,1.2764332562178904e-5) Dual{Cells()}(0.0007462857529909362,0.014974258851575552,0.0,0.0,0.0,0.0,0.0,1.4103862045380239e-5) Dual{Cells()}(0.0007709121365551597,0.015550785415848268,0.0,0.0,0.0,0.0,0.0,1.4490070186905101e-5) Dual{Cells()}(0.0007886186198582102,0.015962498134410478,0.0,0.0,0.0,0.0,0.0,1.4782723241262843e-5) Dual{Cells()}(0.000724884986284,0.014724306719658364,0.0,0.0,0.0,0.0,0.0,1.440621023276683e-5) Dual{Cells()}(0.0007229255429113607,0.014636480640420472,0.0,0.0,0.0,0.0,0.0,1.439168249857532e-5) Dual{Cells()}(0.0007154017808807607,0.014407803653729356,0.0,0.0,0.0,0.0,0.0,1.4293576242187866e-5) Dual{Cells()}(0.0008249868338086919,0.016556421788357773,0.0,0.0,0.0,0.0,0.0,1.5636814928734355e-5) Dual{Cells()}(0.0008512519058828053,0.017174497430931312,0.0,0.0,0.0,0.0,0.0,1.604857294935392e-5) Dual{Cells()}(0.0008699264847554118,0.017611281340639336,0.0,0.0,0.0,0.0,0.0,1.6357147338931152e-5) Dual{Cells()}(7.384523181846365e-7,0.007987557140347736,0.0,0.0,0.0,0.0,0.0,-9.108510129673633e-11) Dual{Cells()}(7.514966915732865e-7,0.008046424220194694,0.0,0.0,0.0,0.0,0.0,-9.269204661772778e-11) Dual{Cells()}(7.727372058636337e-7,0.008105317001687658,0.0,0.0,0.0,0.0,0.0,-9.530763518432109e-11) Dual{Cells()}(0.0005218629435579253,0.010460997102455231,0.0,0.0,0.0,0.0,0.0,9.708439459049336e-6) Dual{Cells()}(0.0005420568357302137,0.010923754713477288,0.0,0.0,0.0,0.0,0.0,1.002361875663553e-5) Dual{Cells()}(0.0005572085417253611,0.011268168992762019,0.0,0.0,0.0,0.0,0.0,1.0272585397967445e-5) Dual{Cells()}(0.0004922370257416277,0.010011177569569808,0.0,0.0,0.0,0.0,0.0,9.898142439010554e-6) Dual{Cells()}(0.0004929466793577111,0.009992206564648918,0.0,0.0,0.0,0.0,0.0,9.927189556879023e-6) Dual{Cells()}(0.0004899910025350132,0.00987899544978814,0.0,0.0,0.0,0.0,0.0,9.899817227358249e-6) Dual{Cells()}(0.000599875597029718,0.012029909783211607,0.0,0.0,0.0,0.0,0.0,1.1237599646650901e-5) Dual{Cells()}(0.0006215858999651876,0.012531738010095848,0.0,0.0,0.0,0.0,0.0,1.1577364765334553e-5) Dual{Cells()}(0.0006376012814392436,0.012899052494220875,0.0,0.0,0.0,0.0,0.0,1.1841378370733214e-5) Dual{Cells()}(0.0005734064601815314,0.011651803659408674,0.0,0.0,0.0,0.0,0.0,1.1463717330890348e-5) Dual{Cells()}(0.0005732160340124549,0.011609985604770147,0.0,0.0,0.0,0.0,0.0,1.1478320487736533e-5) Dual{Cells()}(0.0005686915699664436,0.011457671554443973,0.0,0.0,0.0,0.0,0.0,1.1427094136819216e-5) Dual{Cells()}(0.0006778416785582505,0.013597933445346358,0.0,0.0,0.0,0.0,0.0,1.2765565751678602e-5) Dual{Cells()}(0.0007010872488261677,0.014139195208995788,0.0,0.0,0.0,0.0,0.0,1.31299361126791e-5) Dual{Cells()}(0.0007179877499367857,0.014529838789343889,0.0,0.0,0.0,0.0,0.0,1.3409077924574027e-5) Dual{Cells()}(0.0006540947751809029,0.013288515879625437,0.0,0.0,0.0,0.0,0.0,1.3032227773802596e-5) Dual{Cells()}(0.0006529683778262217,0.013222318352221379,0.0,0.0,0.0,0.0,0.0,1.303137539861032e-5) Dual{Cells()}(0.0006468541710394913,0.013029481221511294,0.0,0.0,0.0,0.0,0.0,1.295524955032658e-5) Dual{Cells()}(0.0007561340287712853,0.015172233720580686,0.0,0.0,0.0,0.0,0.0,1.4295579593277106e-5) Dual{Cells()}(0.0007809659238207975,0.015753968473947142,0.0,0.0,0.0,0.0,0.0,1.4684992262374438e-5) Dual{Cells()}(0.0007987937587917157,0.016168822954148926,0.0,0.0,0.0,0.0,0.0,1.4979642468115153e-5) Dual{Cells()}(0.0007350639219744275,0.01493070757811266,0.0,0.0,0.0,0.0,0.0,1.4603068383080659e-5) Dual{Cells()}(0.0007329823876823105,0.014839724278932293,0.0,0.0,0.0,0.0,0.0,1.4586546769083801e-5) Dual{Cells()}(0.0007252524957016184,0.014605826755900095,0.0,0.0,0.0,0.0,0.0,1.4485242507619845e-5) Dual{Cells()}(0.000834811724449342,0.016753947059896027,0.0,0.0,0.0,0.0,0.0,1.5828316710486963e-5) Dual{Cells()}(0.0008612808292824375,0.017377198955716325,0.0,0.0,0.0,0.0,0.0,1.6243255647491552e-5) Dual{Cells()}(0.0008800760159391517,0.017817107349122924,0.0,0.0,0.0,0.0,0.0,1.6553811910383396e-5) Dual{Cells()}(3.4016490972091375e-8,0.008002231444762831,0.0,0.0,0.0,0.0,0.0,-4.179565849001804e-12) Dual{Cells()}(3.460376509265827e-8,0.008060479331350633,0.0,0.0,0.0,0.0,0.0,-4.25199168460334e-12) Dual{Cells()}(3.5554162367944515e-8,0.008118728717989713,0.0,0.0,0.0,0.0,0.0,-4.3693204238326725e-12) Dual{Cells()}(0.0005316100999371303,0.010657022716780727,0.0,0.0,0.0,0.0,0.0,9.89960599401147e-6) Dual{Cells()}(0.0005519912948570349,0.011124618365632638,0.0,0.0,0.0,0.0,0.0,1.0217846774235053e-5) Dual{Cells()}(0.0005672487364292833,0.011471848612624702,0.0,0.0,0.0,0.0,0.0,1.046868007231956e-5) Dual{Cells()}(0.0005026958670799647,0.010218084083363303,0.0,0.0,0.0,0.0,0.0,1.0090906138127162e-5) Dual{Cells()}(0.0005033154817752973,0.010197352215848863,0.0,0.0,0.0,0.0,0.0,1.0118920188188712e-5) Dual{Cells()}(0.0005001765530319814,0.010080305011462891,0.0,0.0,0.0,0.0,0.0,1.0089394307486732e-5) Dual{Cells()}(0.0006096285283048652,0.01222605053647265,0.0,0.0,0.0,0.0,0.0,1.1428688853940899e-5) Dual{Cells()}(0.0006315304117223106,0.012732802519664644,0.0,0.0,0.0,0.0,0.0,1.1771534480568266e-5) Dual{Cells()}(0.000647655840949823,0.01310302190925842,0.0,0.0,0.0,0.0,0.0,1.2037439785631428e-5) Dual{Cells()}(0.000583500866030925,0.01185655551055805,0.0,0.0,0.0,0.0,0.0,1.1659865018374412e-5) Dual{Cells()}(0.0005831936693644237,0.011811693668861232,0.0,0.0,0.0,0.0,0.0,1.1672535561175443e-5) Dual{Cells()}(0.0005784704662962621,0.01165431273943991,0.0,0.0,0.0,0.0,0.0,1.1618192874788892e-5) Dual{Cells()}(0.000687571780588372,0.013793635416049712,0.0,0.0,0.0,0.0,0.0,1.2956397257956405e-5) Dual{Cells()}(0.0007110088405461509,0.014339816135894178,0.0,0.0,0.0,0.0,0.0,1.3323829241502473e-5) Dual{Cells()}(0.0007280200827222925,0.0147333763956094,0.0,0.0,0.0,0.0,0.0,1.360485483894192e-5) Dual{Cells()}(0.0006641640871290222,0.013492779129393617,0.0,0.0,0.0,0.0,0.0,1.3228132359074916e-5) Dual{Cells()}(0.0006629207370798197,0.013423536665457519,0.0,0.0,0.0,0.0,0.0,1.3225352996132485e-5) Dual{Cells()}(0.0006566083243187144,0.01322564620024013,0.0,0.0,0.0,0.0,0.0,1.3146125349002414e-5) Dual{Cells()}(0.0007659794825425667,0.015370154360435286,0.0,0.0,0.0,0.0,0.0,1.44872704274657e-5) Dual{Cells()}(0.0007910167255156377,0.015957093746546195,0.0,0.0,0.0,0.0,0.0,1.487988479864463e-5) Dual{Cells()}(0.0008089658384907878,0.016375088232551543,0.0,0.0,0.0,0.0,0.0,1.517653037120769e-5) Dual{Cells()}(0.0007452403648291257,0.015137059339495927,0.0,0.0,0.0,0.0,0.0,1.4799901551934517e-5) Dual{Cells()}(0.0007430367301071631,0.015042918961220106,0.0,0.0,0.0,0.0,0.0,1.4781386752384619e-5) Dual{Cells()}(0.0007351007686339571,0.014803802500286282,0.0,0.0,0.0,0.0,0.0,1.467688608137488e-5) Dual{Cells()}(0.0008446342626566096,0.016951427097589473,0.0,0.0,0.0,0.0,0.0,1.6019796495171135e-5) Dual{Cells()}(0.0008713072651079574,0.017579852298171075,0.0,0.0,0.0,0.0,0.0,1.643791407603147e-5) Dual{Cells()}(0.0008902229978418492,0.018022883699675675,0.0,0.0,0.0,0.0,0.0,1.6750450785407873e-5) Dual{Cells()}(1.7163046031054966e-9,0.008093721454394838,0.0,0.0,0.0,0.0,0.0,-1.845982431745035e-13) Dual{Cells()}(1.7464640250988855e-9,0.008151937192590747,0.0,0.0,0.0,0.0,0.0,-1.8812943851383425e-13) Dual{Cells()}(1.7945276801076249e-9,0.00821015296167407,0.0,0.0,0.0,0.0,0.0,-1.938751633529337e-13) Dual{Cells()}(0.0005413588709231816,0.010853082776065013,0.0,0.0,0.0,0.0,0.0,1.0090771948769123e-5) Dual{Cells()}(0.0005619281601840173,0.011325533571167615,0.0,0.0,0.0,0.0,0.0,1.0412079563148473e-5) Dual{Cells()}(0.0005772921271512048,0.011675597280375217,0.0,0.0,0.0,0.0,0.0,1.0664785670767011e-5) Dual{Cells()}(0.0005128247122325817,0.010423034510280448,0.0,0.0,0.0,0.0,0.0,1.0286685548312364e-5) Dual{Cells()}(0.0005133310276728842,0.010399398017569108,0.0,0.0,0.0,0.0,0.0,1.0312854704755727e-5) Dual{Cells()}(0.0005099957423011362,0.010277417029170266,0.0,0.0,0.0,0.0,0.0,1.0280305969352017e-5) Dual{Cells()}(0.0006193803610052409,0.012422170201967736,0.0,0.0,0.0,0.0,0.0,1.1619757566511247e-5) Dual{Cells()}(0.0006414740504037738,0.012933850190040128,0.0,0.0,0.0,0.0,0.0,1.1965683483682469e-5) Dual{Cells()}(0.0006577098022705364,0.01330697991324632,0.0,0.0,0.0,0.0,0.0,1.2233481272863861e-5) Dual{Cells()}(0.0005935937415230143,0.012061277621142476,0.0,0.0,0.0,0.0,0.0,1.185599610757517e-5) Dual{Cells()}(0.0005931696586503707,0.012013369854287286,0.0,0.0,0.0,0.0,0.0,1.1866733615371958e-5) Dual{Cells()}(0.0005882476498986532,0.011850920956126354,0.0,0.0,0.0,0.0,0.0,1.1809274876458792e-5) Dual{Cells()}(0.0006972961834596674,0.013989228267026086,0.0,0.0,0.0,0.0,0.0,1.3147177032905211e-5) Dual{Cells()}(0.0007209243804412591,0.014540320510966355,0.0,0.0,0.0,0.0,0.0,1.351766515668272e-5) Dual{Cells()}(0.0007380461916554962,0.014936793629108302,0.0,0.0,0.0,0.0,0.0,1.3800571108524254e-5) Dual{Cells()}(0.0006742276075872073,0.013696930130734121,0.0,0.0,0.0,0.0,0.0,1.3423984409677497e-5) Dual{Cells()}(0.0006728674179129857,0.013624645432708117,0.0,0.0,0.0,0.0,0.0,1.3419280385032183e-5) Dual{Cells()}(0.0006663570692373128,0.013421707477827366,0.0,0.0,0.0,0.0,0.0,1.3336955054977015e-5) Dual{Cells()}(0.0007758219982401468,0.015568018516832208,0.0,0.0,0.0,0.0,0.0,1.4678933754615633e-5) Dual{Cells()}(0.0008010644092248277,0.01616015863673455,0.0,0.0,0.0,0.0,0.0,1.5074746849762137e-5) Dual{Cells()}(0.0008191347133346486,0.01658129108838472,0.0,0.0,0.0,0.0,0.0,1.537338587709206e-5) Dual{Cells()}(0.0007554152573793424,0.015343364634998899,0.0,0.0,0.0,0.0,0.0,1.499669292853939e-5) Dual{Cells()}(0.0007530895870493439,0.015246071287156942,0.0,0.0,0.0,0.0,0.0,1.49761884005283e-5) Dual{Cells()}(0.0007449476587493841,0.015001741292241765,0.0,0.0,0.0,0.0,0.0,1.4868495941750536e-5) Dual{Cells()}(0.0008544543107200489,0.017148859256383476,0.0,0.0,0.0,0.0,0.0,1.6211253298662035e-5) Dual{Cells()}(0.0008813310589284084,0.017782454470899746,0.0,0.0,0.0,0.0,0.0,1.6632547091889982e-5) Dual{Cells()}(0.0009003672631996895,0.018228607135437495,0.0,0.0,0.0,0.0,0.0,1.6947062694677638e-5) Dual{Cells()}(4.930963880623635e-11,0.008189259428235672,0.0,0.0,0.0,0.0,0.0,2.1915973572152865e-14) Dual{Cells()}(5.0899766202283737e-11,0.008247473773698152,0.0,0.0,0.0,0.0,0.0,2.1918441369892587e-14) Dual{Cells()}(5.2615308496406874e-11,0.008305688099793646,0.0,0.0,0.0,0.0,0.0,2.190539592220965e-14) Dual{Cells()}(0.0005511094044793481,0.011049177092677016,0.0,0.0,0.0,0.0,0.0,1.0281933066222661e-5) Dual{Cells()}(0.0005718674993554772,0.011526497252638603,0.0,0.0,0.0,0.0,0.0,1.0606311123784469e-5) Dual{Cells()}(0.000587338679952409,0.011879408574808849,0.0,0.0,0.0,0.0,0.0,1.0860894270930036e-5) Dual{Cells()}(0.0005229235438199219,0.010627836224061748,0.0,0.0,0.0,0.0,0.0,1.0482836174759928e-5) Dual{Cells()}(0.0005233144049156469,0.010601187079250361,0.0,0.0,0.0,0.0,0.0,1.0507086303387998e-5) Dual{Cells()}(0.0005197815089062119,0.010474167278384598,0.0,0.0,0.0,0.0,0.0,1.0471433061893148e-5) Dual{Cells()}(0.0006291306545086429,0.012618260301007971,0.0,0.0,0.0,0.0,0.0,1.1810803029710535e-5) Dual{Cells()}(0.0006514163113249084,0.013134871234705843,0.0,0.0,0.0,0.0,0.0,1.2159808471254961e-5) Dual{Cells()}(0.0006677626085789059,0.01351091562693877,0.0,0.0,0.0,0.0,0.0,1.2429499062447364e-5) Dual{Cells()}(0.0006036846961032374,0.012265962369925614,0.0,0.0,0.0,0.0,0.0,1.2052107267293539e-5) Dual{Cells()}(0.0006031436356782331,0.012215007059891734,0.0,0.0,0.0,0.0,0.0,1.2060911606228773e-5) Dual{Cells()}(0.0005980227886794563,0.012047489812972562,0.0,0.0,0.0,0.0,0.0,1.2000337482267569e-5) Dual{Cells()}(0.0007070130274052626,0.014184681218936753,0.0,0.0,0.0,0.0,0.0,1.3337897455889275e-5) Dual{Cells()}(0.000730831935015496,0.014740678070349754,0.0,0.0,0.0,0.0,0.0,1.3711437368173899e-5) Dual{Cells()}(0.0007480641501481428,0.015140062224230822,0.0,0.0,0.0,0.0,0.0,1.399622206348881e-5) Dual{Cells()}(0.0006842839218402658,0.013900948637161062,0.0,0.0,0.0,0.0,0.0,1.3619780278425467e-5) Dual{Cells()}(0.0006828069997270817,0.01382562320551962,0.0,0.0,0.0,0.0,0.0,1.3613152918951273e-5) Dual{Cells()}(0.0006760990218091156,0.013617642996874834,0.0,0.0,0.0,0.0,0.0,1.3527733234461753e-5) Dual{Cells()}(0.0007856614453466578,0.015765823674033914,0.0,0.0,0.0,0.0,0.0,1.4870568696345763e-5) Dual{Cells()}(0.0008111088270913138,0.01636316027163531,0.0,0.0,0.0,0.0,0.0,1.526957737708163e-5) Dual{Cells()}(0.0008293002217354439,0.01678742835885218,0.0,0.0,0.0,0.0,0.0,1.5570207815953534e-5) Dual{Cells()}(0.0007656167853053782,0.01554977626555815,0.0,0.0,0.0,0.0,0.0,1.519308483463571e-5) Dual{Cells()}(0.0007631709149348913,0.01544943197904822,0.0,0.0,0.0,0.0,0.0,1.5170663847298164e-5) Dual{Cells()}(0.00075482393532106,0.015199984944722902,0.0,0.0,0.0,0.0,0.0,1.5059858689333996e-5) Dual{Cells()}(0.0008642717216946541,0.017346240627105772,0.0,0.0,0.0,0.0,0.0,1.6402685877075587e-5) Dual{Cells()}(0.0008913520446712204,0.01798500213895575,0.0,0.0,0.0,0.0,0.0,1.6827153233238683e-5) Dual{Cells()}(0.0009105086306854762,0.01843427396962242,0.0,0.0,0.0,0.0,0.0,1.714364599420918e-5) Dual{Cells()}(-2.535143225304418e-11,0.008284977979313941,0.0,0.0,0.0,0.0,0.0,3.14781595916171e-14) Dual{Cells()}(-2.502373022433299e-11,0.008343192274118675,0.0,0.0,0.0,0.0,0.0,3.163677507952491e-14) Dual{Cells()}(-2.537297052958959e-11,0.008401406548164951,0.0,0.0,0.0,0.0,0.0,3.187911990270018e-14) Dual{Cells()}(0.0005608613716775177,0.011245299063540857,0.0,0.0,0.0,0.0,0.0,1.047308752349796e-5) Dual{Cells()}(0.0005818089112606034,0.011727501238801093,0.0,0.0,0.0,0.0,0.0,1.080053903784896e-5) Dual{Cells()}(0.0005973879280284269,0.012083272853879471,0.0,0.0,0.0,0.0,0.0,1.1057002871374743e-5) Dual{Cells()}(0.0005330205871031954,0.010832636660066544,0.0,0.0,0.0,0.0,0.0,1.0679020620923123e-5) Dual{Cells()}(0.0005332956146891498,0.010802962343581789,0.0,0.0,0.0,0.0,0.0,1.0701344581776481e-5) Dual{Cells()}(0.0005295647944966521,0.010670891493818299,0.0,0.0,0.0,0.0,0.0,1.0662579232629004e-5) Dual{Cells()}(0.0006388789444455547,0.012814311902328684,0.0,0.0,0.0,0.0,0.0,1.2001822239120955e-5) Dual{Cells()}(0.0006613566651609329,0.013335855395737423,0.0,0.0,0.0,0.0,0.0,1.2353905868094104e-5) Dual{Cells()}(0.0006778136783489399,0.01371481769786183,0.0,0.0,0.0,0.0,0.0,1.2625489101197789e-5) Dual{Cells()}(0.0006137733116760864,0.012470601599284379,0.0,0.0,0.0,0.0,0.0,1.2248194919453496e-5) Dual{Cells()}(0.00061311520749745,0.01241659766627751,0.0,0.0,0.0,0.0,0.0,1.225506625580742e-5) Dual{Cells()}(0.0006077955252960225,0.012244012432856288,0.0,0.0,0.0,0.0,0.0,1.21913778199124e-5) Dual{Cells()}(0.0007167129895369121,0.014379836898501329,0.0,0.0,0.0,0.0,0.0,1.3528492846230742e-5) Dual{Cells()}(0.0007407219443853839,0.014940735752409416,0.0,0.0,0.0,0.0,0.0,1.3905086257844971e-5) Dual{Cells()}(0.0007580646311262784,0.015343042060856517,0.0,0.0,0.0,0.0,0.0,1.4191759236833378e-5) Dual{Cells()}(0.0006943264175121689,0.01410474331362996,0.0,0.0,0.0,0.0,0.0,1.3815492498971805e-5) Dual{Cells()}(0.0006927326714471166,0.014026368981511276,0.0,0.0,0.0,0.0,0.0,1.3806935265376194e-5) Dual{Cells()}(0.0006858274065575089,0.013813345369347847,0.0,0.0,0.0,0.0,0.0,1.3718418436478371e-5) Dual{Cells()}(0.0007954976782060659,0.01596356703589074,0.0,0.0,0.0,0.0,0.0,1.5062174255858184e-5) Dual{Cells()}(0.0008211498150927852,0.016566095480580037,0.0,0.0,0.0,0.0,0.0,1.546437521378855e-5) Dual{Cells()}(0.000839462185445586,0.016993496576188493,0.0,0.0,0.0,0.0,0.0,1.5766994885495565e-5) Dual{Cells()}(0.0007764903142772387,0.0157602747115961,0.0,0.0,0.0,0.0,0.0,1.538147931639526e-5) Dual{Cells()}(0.0007739655647852835,0.015659098850172845,0.0,0.0,0.0,0.0,0.0,1.5358747935622407e-5) Dual{Cells()}(0.0007654312257556341,0.015406569219222076,0.0,0.0,0.0,0.0,0.0,1.524652654950372e-5) Dual{Cells()}(0.0008740866673936477,0.01754357234478763,0.0,0.0,0.0,0.0,0.0,1.659409115962626e-5) Dual{Cells()}(0.0009013703687508703,0.018187495083528984,0.0,0.0,0.0,0.0,0.0,1.702172840460406e-5) Dual{Cells()}(0.0009206472093460068,0.018639882429427882,0.0,0.0,0.0,0.0,0.0,1.7340195524653895e-5) Dual{Cells()}(-2.8522353984487337e-11,0.008380703323241813,0.0,0.0,0.0,0.0,0.0,3.219783857841358e-14) Dual{Cells()}(-2.823681641382932e-11,0.00843891761656983,0.0,0.0,0.0,0.0,0.0,3.236166927502145e-14) Dual{Cells()}(-2.866739868983714e-11,0.00849713188884488,0.0,0.0,0.0,0.0,0.0,3.261407520423306e-14) Dual{Cells()}(0.0005706144043021687,0.011441441586094309,0.0,0.0,0.0,0.0,0.0,1.066423366835981e-5) Dual{Cells()}(0.0005917519589397087,0.0119285370326236,0.0,0.0,0.0,0.0,0.0,1.0994761167005622e-5) Dual{Cells()}(0.0006074393746341004,0.01228718037443222,0.0,0.0,0.0,0.0,0.0,1.1253108880271598e-5) Dual{Cells()}(0.0005431176344192258,0.011037439425513305,0.0,0.0,0.0,0.0,0.0,1.0875205011596033e-5) Dual{Cells()}(0.0005432765894266177,0.01100473488335795,0.0,0.0,0.0,0.0,0.0,1.089560075531731e-5) Dual{Cells()}(0.0005393476179011784,0.010867608193402508,0.0,0.0,0.0,0.0,0.0,1.0853721503497436e-5) Dual{Cells()}(0.0006486247391838005,0.013010315545733623,0.0,0.0,0.0,0.0,0.0,1.2192811912907834e-5) Dual{Cells()}(0.0006712945536691246,0.0135367918480805,0.0,0.0,0.0,0.0,0.0,1.254797178893422e-5) Dual{Cells()}(0.0006878624003155981,0.013918674185305397,0.0,0.0,0.0,0.0,0.0,1.2821447003352783e-5) Dual{Cells()}(0.000623859137951785,0.012675186524434263,0.0,0.0,0.0,0.0,0.0,1.2444255198412263e-5) Dual{Cells()}(0.0006230839499728651,0.012618133449980399,0.0,0.0,0.0,0.0,0.0,1.2449194014590632e-5) Dual{Cells()}(0.0006175654730769187,0.012440481374523757,0.0,0.0,0.0,0.0,0.0,1.238239277081392e-5) Dual{Cells()}(0.0007265798848402743,0.014578136389992873,0.0,0.0,0.0,0.0,0.0,1.372034837623288e-5) Dual{Cells()}(0.0007507948407527998,0.01514424022992886,0.0,0.0,0.0,0.0,0.0,1.4100142128802e-5) Dual{Cells()}(0.0007682585430659445,0.015549669514603034,0.0,0.0,0.0,0.0,0.0,1.438879914107557e-5) Dual{Cells()}(0.0007045192886184206,0.014311361653777473,0.0,0.0,0.0,0.0,0.0,1.4012429526791876e-5) Dual{Cells()}(0.0007028038938006247,0.014229846615773293,0.0,0.0,0.0,0.0,0.0,1.4001889060716025e-5) Dual{Cells()}(0.0006956924858986771,0.014011611687682397,0.0,0.0,0.0,0.0,0.0,1.3910180873087689e-5) Dual{Cells()}(0.0008053305293827315,0.016161245417979912,0.0,0.0,0.0,0.0,0.0,1.52537493034339e-5) Dual{Cells()}(0.0008311871861935232,0.01676896069078786,0.0,0.0,0.0,0.0,0.0,1.565913905577102e-5) Dual{Cells()}(0.0008496204027388727,0.017199491871135893,0.0,0.0,0.0,0.0,0.0,1.596374564861012e-5) Dual{Cells()}(0.0008032712159529762,0.016151258950553936,0.0,0.0,0.0,0.0,0.0,1.541794184425824e-5) Dual{Cells()}(0.0008008692432372564,0.016067912933654924,0.0,0.0,0.0,0.0,0.0,1.541156833834015e-5) Dual{Cells()}(0.0007917798357062211,0.015824422786222793,0.0,0.0,0.0,0.0,0.0,1.531653179761009e-5) Dual{Cells()}(0.0008839095420213624,0.017741005456116697,0.0,0.0,0.0,0.0,0.0,1.678545447368991e-5) Dual{Cells()}(0.0009113964763896652,0.018390066710493116,0.0,0.0,0.0,0.0,0.0,1.7216240837338932e-5) Dual{Cells()}(0.000930793029619848,0.018845540059733285,0.0,0.0,0.0,0.0,0.0,1.753665967278149e-5) Dual{Cells()}(-2.8968201869927924e-11,0.00847642889125346,0.0,0.0,0.0,0.0,0.0,3.258045701225568e-14) Dual{Cells()}(-2.867874835128224e-11,0.0085346431846798,0.0,0.0,0.0,0.0,0.0,3.274380339364639e-14) Dual{Cells()}(-2.911526143102203e-11,0.008592857456780153,0.0,0.0,0.0,0.0,0.0,3.299694289455942e-14)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1429 1442 1456 1468 1481 1494 1505 1519 1534 1547 1561 1575 1587 1601 1616 1629 1643 1657 1669 1683 1698 1711 1725 1739 1751 1765 1780 1793 1807 1821 1834 1848 1863 1876 1890 1904 1916 1930 1945 1958 1972 1986 1998 2012 2027 2040 2054 2068 2080 2094 2109 2122 2136 2150 2162 2176 2191 2204 2218 2232 2244 2258 2273 2286 2300 2314 2326 2340 2355 2368 2382 2396 2408 2422 2437 2450 2464 2478 2490 2504 2519 2532 2546 2560 2572 2586 2601 2614 2628 2642 2654 2668 2683 2696 2710 2724 2736 2750 2765 2778 2792 2806 2818 2832 2847 2860 2874 2888 2900 2914 2929 2942 2956 2970 2982 2996 3011 3024 3038 3052 3064 3078 3093 3106 3120 3134 3146 3160 3175 3188 3202 3216 3228 3242 3257 3270 3284 3298 3310 3324 3339 3352 3366 3380 3392 3406 3421 3434 3448 3462 3474 3488 3503 3516 3530 3544 3556 3570 3585 3598 3612 3626 3638 3652 3667 3680 3694 3708 3720 3734 3749 3762 3776 3790 3802 3816 3831 3844 3858 3872 3884 3898 3913 3926 3940 3954 3966 3980 3995 4008 4022 4036 4048 4062 4077 4090 4104 4118 4130 4144 4159 4172 4186 4200 4212 4226 4241 4254 4268 4282 4295 4309 4324 4337 4351 4365 4377 4391 4406 4419 4433 4447 4459 4473 4488 4501 4515 4529 4541 4555 4570 4583 4597 4611 4622 4635 4649 4661 4674 4687 4698 4711 4725 4737 4750 4763 4774 4788 4803 4816 4830 4844 4856 4870 4885 4898 4912 4926 4938 4952 4967 4980 4994 5008 5020 5034 5049 5062 5076 5090 5103 5117 5132 5145 5159 5173 5185 5199 5214 5227 5241 5255 5267 5281 5296 5309 5323 5337 5349 5363 5378 5391 5405 5419 5431 5445 5460 5473 5487 5501 5513 5527 5542 5555 5569 5583 5595 5609 5624 5637 5651 5665 5677 5691 5706 5719 5733 5747 5759 5773 5788 5801 5815 5829 5841 5855 5870 5883 5897 5911 5923 5937 5952 5965 5979 5993 6005 6019 6034 6047 6061 6075 6087 6101 6116 6129 6143 6157 6169 6183 6198 6211 6225 6239 6251 6265 6280 6293 6307 6321 6333 6347 6362 6375 6389 6403 6415 6429 6444 6457 6471 6485 6497 6511 6526 6539 6553 6567 6579 6593 6608 6621 6635 6649 6661 6675 6690 6703 6717 6731 6743 6757 6772 6785 6799 6813 6825 6839 6854 6867 6881 6895 6907 6921 6936 6949 6963 6977 6989 7003 7018 7031 7045 7059 7071 7085 7100 7113 7127 7141 7153 7167 7182 7195 7209 7223 7235 7249 7264 7277 7291 7305 7317 7331 7346 7359 7373 7387 7399 7413 7428 7441 7455 7469 7481 7495 7510 7523 7537 7551 7564 7578 7593 7606 7620 7634 7646 7660 7675 7688 7702 7716 7728 7742 7757 7770 7784 7798 7810 7824 7839 7852 7866 7880 7891 7904 7918 7930 7943 7956; 7965 7978 7992 8004 8017 8030 8041 8055 8070 8083 8097 8111 8123 8137 8152 8165 8179 8193 8205 8219 8234 8247 8261 8275 8287 8301 8316 8329 8343 8357 8370 8384 8399 8412 8426 8440 8452 8466 8481 8494 8508 8522 8534 8548 8563 8576 8590 8604 8616 8630 8645 8658 8672 8686 8698 8712 8727 8740 8754 8768 8780 8794 8809 8822 8836 8850 8862 8876 8891 8904 8918 8932 8944 8958 8973 8986 9000 9014 9026 9040 9055 9068 9082 9096 9108 9122 9137 9150 9164 9178 9190 9204 9219 9232 9246 9260 9272 9286 9301 9314 9328 9342 9354 9368 9383 9396 9410 9424 9436 9450 9465 9478 9492 9506 9518 9532 9547 9560 9574 9588 9600 9614 9629 9642 9656 9670 9682 9696 9711 9724 9738 9752 9764 9778 9793 9806 9820 9834 9846 9860 9875 9888 9902 9916 9928 9942 9957 9970 9984 9998 10010 10024 10039 10052 10066 10080 10092 10106 10121 10134 10148 10162 10174 10188 10203 10216 10230 10244 10256 10270 10285 10298 10312 10326 10338 10352 10367 10380 10394 10408 10420 10434 10449 10462 10476 10490 10502 10516 10531 10544 10558 10572 10584 10598 10613 10626 10640 10654 10666 10680 10695 10708 10722 10736 10748 10762 10777 10790 10804 10818 10831 10845 10860 10873 10887 10901 10913 10927 10942 10955 10969 10983 10995 11009 11024 11037 11051 11065 11077 11091 11106 11119 11133 11147 11158 11171 11185 11197 11210 11223 11234 11247 11261 11273 11286 11299 11310 11324 11339 11352 11366 11380 11392 11406 11421 11434 11448 11462 11474 11488 11503 11516 11530 11544 11556 11570 11585 11598 11612 11626 11639 11653 11668 11681 11695 11709 11721 11735 11750 11763 11777 11791 11803 11817 11832 11845 11859 11873 11885 11899 11914 11927 11941 11955 11967 11981 11996 12009 12023 12037 12049 12063 12078 12091 12105 12119 12131 12145 12160 12173 12187 12201 12213 12227 12242 12255 12269 12283 12295 12309 12324 12337 12351 12365 12377 12391 12406 12419 12433 12447 12459 12473 12488 12501 12515 12529 12541 12555 12570 12583 12597 12611 12623 12637 12652 12665 12679 12693 12705 12719 12734 12747 12761 12775 12787 12801 12816 12829 12843 12857 12869 12883 12898 12911 12925 12939 12951 12965 12980 12993 13007 13021 13033 13047 13062 13075 13089 13103 13115 13129 13144 13157 13171 13185 13197 13211 13226 13239 13253 13267 13279 13293 13308 13321 13335 13349 13361 13375 13390 13403 13417 13431 13443 13457 13472 13485 13499 13513 13525 13539 13554 13567 13581 13595 13607 13621 13636 13649 13663 13677 13689 13703 13718 13731 13745 13759 13771 13785 13800 13813 13827 13841 13853 13867 13882 13895 13909 13923 13935 13949 13964 13977 13991 14005 14017 14031 14046 14059 14073 14087 14100 14114 14129 14142 14156 14170 14182 14196 14211 14224 14238 14252 14264 14278 14293 14306 14320 14334 14346 14360 14375 14388 14402 14416 14427 14440 14454 14466 14479 14492; 14501 14514 14528 14540 14553 14566 14577 14591 14606 14619 14633 14647 14659 14673 14688 14701 14715 14729 14741 14755 14770 14783 14797 14811 14823 14837 14852 14865 14879 14893 14906 14920 14935 14948 14962 14976 14988 15002 15017 15030 15044 15058 15070 15084 15099 15112 15126 15140 15152 15166 15181 15194 15208 15222 15234 15248 15263 15276 15290 15304 15316 15330 15345 15358 15372 15386 15398 15412 15427 15440 15454 15468 15480 15494 15509 15522 15536 15550 15562 15576 15591 15604 15618 15632 15644 15658 15673 15686 15700 15714 15726 15740 15755 15768 15782 15796 15808 15822 15837 15850 15864 15878 15890 15904 15919 15932 15946 15960 15972 15986 16001 16014 16028 16042 16054 16068 16083 16096 16110 16124 16136 16150 16165 16178 16192 16206 16218 16232 16247 16260 16274 16288 16300 16314 16329 16342 16356 16370 16382 16396 16411 16424 16438 16452 16464 16478 16493 16506 16520 16534 16546 16560 16575 16588 16602 16616 16628 16642 16657 16670 16684 16698 16710 16724 16739 16752 16766 16780 16792 16806 16821 16834 16848 16862 16874 16888 16903 16916 16930 16944 16956 16970 16985 16998 17012 17026 17038 17052 17067 17080 17094 17108 17120 17134 17149 17162 17176 17190 17202 17216 17231 17244 17258 17272 17284 17298 17313 17326 17340 17354 17367 17381 17396 17409 17423 17437 17449 17463 17478 17491 17505 17519 17531 17545 17560 17573 17587 17601 17613 17627 17642 17655 17669 17683 17694 17707 17721 17733 17746 17759 17770 17783 17797 17809 17822 17835 17846 17860 17875 17888 17902 17916 17928 17942 17957 17970 17984 17998 18010 18024 18039 18052 18066 18080 18092 18106 18121 18134 18148 18162 18175 18189 18204 18217 18231 18245 18257 18271 18286 18299 18313 18327 18339 18353 18368 18381 18395 18409 18421 18435 18450 18463 18477 18491 18503 18517 18532 18545 18559 18573 18585 18599 18614 18627 18641 18655 18667 18681 18696 18709 18723 18737 18749 18763 18778 18791 18805 18819 18831 18845 18860 18873 18887 18901 18913 18927 18942 18955 18969 18983 18995 19009 19024 19037 19051 19065 19077 19091 19106 19119 19133 19147 19159 19173 19188 19201 19215 19229 19241 19255 19270 19283 19297 19311 19323 19337 19352 19365 19379 19393 19405 19419 19434 19447 19461 19475 19487 19501 19516 19529 19543 19557 19569 19583 19598 19611 19625 19639 19651 19665 19680 19693 19707 19721 19733 19747 19762 19775 19789 19803 19815 19829 19844 19857 19871 19885 19897 19911 19926 19939 19953 19967 19979 19993 20008 20021 20035 20049 20061 20075 20090 20103 20117 20131 20143 20157 20172 20185 20199 20213 20225 20239 20254 20267 20281 20295 20307 20321 20336 20349 20363 20377 20389 20403 20418 20431 20445 20459 20471 20485 20500 20513 20527 20541 20553 20567 20582 20595 20609 20623 20636 20650 20665 20678 20692 20706 20718 20732 20747 20760 20774 20788 20800 20814 20829 20842 20856 20870 20882 20896 20911 20924 20938 20952 20963 20976 20990 21002 21015 21028; 21037 21050 21064 21076 21089 21102 21113 21127 21142 21155 21169 21183 21195 21209 21224 21237 21251 21265 21277 21291 21306 21319 21333 21347 21359 21373 21388 21401 21415 21429 21442 21456 21471 21484 21498 21512 21524 21538 21553 21566 21580 21594 21606 21620 21635 21648 21662 21676 21688 21702 21717 21730 21744 21758 21770 21784 21799 21812 21826 21840 21852 21866 21881 21894 21908 21922 21934 21948 21963 21976 21990 22004 22016 22030 22045 22058 22072 22086 22098 22112 22127 22140 22154 22168 22180 22194 22209 22222 22236 22250 22262 22276 22291 22304 22318 22332 22344 22358 22373 22386 22400 22414 22426 22440 22455 22468 22482 22496 22508 22522 22537 22550 22564 22578 22590 22604 22619 22632 22646 22660 22672 22686 22701 22714 22728 22742 22754 22768 22783 22796 22810 22824 22836 22850 22865 22878 22892 22906 22918 22932 22947 22960 22974 22988 23000 23014 23029 23042 23056 23070 23082 23096 23111 23124 23138 23152 23164 23178 23193 23206 23220 23234 23246 23260 23275 23288 23302 23316 23328 23342 23357 23370 23384 23398 23410 23424 23439 23452 23466 23480 23492 23506 23521 23534 23548 23562 23574 23588 23603 23616 23630 23644 23656 23670 23685 23698 23712 23726 23738 23752 23767 23780 23794 23808 23820 23834 23849 23862 23876 23890 23903 23917 23932 23945 23959 23973 23985 23999 24014 24027 24041 24055 24067 24081 24096 24109 24123 24137 24149 24163 24178 24191 24205 24219 24230 24243 24257 24269 24282 24295 24306 24319 24333 24345 24358 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26639 26653 26667 26679 26693 26708 26721 26735 26749 26761 26775 26790 26803 26817 26831 26843 26857 26872 26885 26899 26913 26925 26939 26954 26967 26981 26995 27007 27021 27036 27049 27063 27077 27089 27103 27118 27131 27145 27159 27172 27186 27201 27214 27228 27242 27254 27268 27283 27296 27310 27324 27336 27350 27365 27378 27392 27406 27418 27432 27447 27460 27474 27488 27499 27512 27526 27538 27551 27564; 27573 27586 27600 27612 27625 27638 27649 27663 27678 27691 27705 27719 27731 27745 27760 27773 27787 27801 27813 27827 27842 27855 27869 27883 27895 27909 27924 27937 27951 27965 27978 27992 28007 28020 28034 28048 28060 28074 28089 28102 28116 28130 28142 28156 28171 28184 28198 28212 28224 28238 28253 28266 28280 28294 28306 28320 28335 28348 28362 28376 28388 28402 28417 28430 28444 28458 28470 28484 28499 28512 28526 28540 28552 28566 28581 28594 28608 28622 28634 28648 28663 28676 28690 28704 28716 28730 28745 28758 28772 28786 28798 28812 28827 28840 28854 28868 28880 28894 28909 28922 28936 28950 28962 28976 28991 29004 29018 29032 29044 29058 29073 29086 29100 29114 29126 29140 29155 29168 29182 29196 29208 29222 29237 29250 29264 29278 29290 29304 29319 29332 29346 29360 29372 29386 29401 29414 29428 29442 29454 29468 29483 29496 29510 29524 29536 29550 29565 29578 29592 29606 29618 29632 29647 29660 29674 29688 29700 29714 29729 29742 29756 29770 29782 29796 29811 29824 29838 29852 29864 29878 29893 29906 29920 29934 29946 29960 29975 29988 30002 30016 30028 30042 30057 30070 30084 30098 30110 30124 30139 30152 30166 30180 30192 30206 30221 30234 30248 30262 30274 30288 30303 30316 30330 30344 30356 30370 30385 30398 30412 30426 30439 30453 30468 30481 30495 30509 30521 30535 30550 30563 30577 30591 30603 30617 30632 30645 30659 30673 30685 30699 30714 30727 30741 30755 30766 30779 30793 30805 30818 30831 30842 30855 30869 30881 30894 30907 30918 30932 30947 30960 30974 30988 31000 31014 31029 31042 31056 31070 31082 31096 31111 31124 31138 31152 31164 31178 31193 31206 31220 31234 31247 31261 31276 31289 31303 31317 31329 31343 31358 31371 31385 31399 31411 31425 31440 31453 31467 31481 31493 31507 31522 31535 31549 31563 31575 31589 31604 31617 31631 31645 31657 31671 31686 31699 31713 31727 31739 31753 31768 31781 31795 31809 31821 31835 31850 31863 31877 31891 31903 31917 31932 31945 31959 31973 31985 31999 32014 32027 32041 32055 32067 32081 32096 32109 32123 32137 32149 32163 32178 32191 32205 32219 32231 32245 32260 32273 32287 32301 32313 32327 32342 32355 32369 32383 32395 32409 32424 32437 32451 32465 32477 32491 32506 32519 32533 32547 32559 32573 32588 32601 32615 32629 32641 32655 32670 32683 32697 32711 32723 32737 32752 32765 32779 32793 32805 32819 32834 32847 32861 32875 32887 32901 32916 32929 32943 32957 32969 32983 32998 33011 33025 33039 33051 33065 33080 33093 33107 33121 33133 33147 33162 33175 33189 33203 33215 33229 33244 33257 33271 33285 33297 33311 33326 33339 33353 33367 33379 33393 33408 33421 33435 33449 33461 33475 33490 33503 33517 33531 33543 33557 33572 33585 33599 33613 33625 33639 33654 33667 33681 33695 33708 33722 33737 33750 33764 33778 33790 33804 33819 33832 33846 33860 33872 33886 33901 33914 33928 33942 33954 33968 33983 33996 34010 34024 34035 34048 34062 34074 34087 34100; 34109 34122 34136 34148 34161 34174 34185 34199 34214 34227 34241 34255 34267 34281 34296 34309 34323 34337 34349 34363 34378 34391 34405 34419 34431 34445 34460 34473 34487 34501 34514 34528 34543 34556 34570 34584 34596 34610 34625 34638 34652 34666 34678 34692 34707 34720 34734 34748 34760 34774 34789 34802 34816 34830 34842 34856 34871 34884 34898 34912 34924 34938 34953 34966 34980 34994 35006 35020 35035 35048 35062 35076 35088 35102 35117 35130 35144 35158 35170 35184 35199 35212 35226 35240 35252 35266 35281 35294 35308 35322 35334 35348 35363 35376 35390 35404 35416 35430 35445 35458 35472 35486 35498 35512 35527 35540 35554 35568 35580 35594 35609 35622 35636 35650 35662 35676 35691 35704 35718 35732 35744 35758 35773 35786 35800 35814 35826 35840 35855 35868 35882 35896 35908 35922 35937 35950 35964 35978 35990 36004 36019 36032 36046 36060 36072 36086 36101 36114 36128 36142 36154 36168 36183 36196 36210 36224 36236 36250 36265 36278 36292 36306 36318 36332 36347 36360 36374 36388 36400 36414 36429 36442 36456 36470 36482 36496 36511 36524 36538 36552 36564 36578 36593 36606 36620 36634 36646 36660 36675 36688 36702 36716 36728 36742 36757 36770 36784 36798 36810 36824 36839 36852 36866 36880 36892 36906 36921 36934 36948 36962 36975 36989 37004 37017 37031 37045 37057 37071 37086 37099 37113 37127 37139 37153 37168 37181 37195 37209 37221 37235 37250 37263 37277 37291 37302 37315 37329 37341 37354 37367 37378 37391 37405 37417 37430 37443 37454 37468 37483 37496 37510 37524 37536 37550 37565 37578 37592 37606 37618 37632 37647 37660 37674 37688 37700 37714 37729 37742 37756 37770 37783 37797 37812 37825 37839 37853 37865 37879 37894 37907 37921 37935 37947 37961 37976 37989 38003 38017 38029 38043 38058 38071 38085 38099 38111 38125 38140 38153 38167 38181 38193 38207 38222 38235 38249 38263 38275 38289 38304 38317 38331 38345 38357 38371 38386 38399 38413 38427 38439 38453 38468 38481 38495 38509 38521 38535 38550 38563 38577 38591 38603 38617 38632 38645 38659 38673 38685 38699 38714 38727 38741 38755 38767 38781 38796 38809 38823 38837 38849 38863 38878 38891 38905 38919 38931 38945 38960 38973 38987 39001 39013 39027 39042 39055 39069 39083 39095 39109 39124 39137 39151 39165 39177 39191 39206 39219 39233 39247 39259 39273 39288 39301 39315 39329 39341 39355 39370 39383 39397 39411 39423 39437 39452 39465 39479 39493 39505 39519 39534 39547 39561 39575 39587 39601 39616 39629 39643 39657 39669 39683 39698 39711 39725 39739 39751 39765 39780 39793 39807 39821 39833 39847 39862 39875 39889 39903 39915 39929 39944 39957 39971 39985 39997 40011 40026 40039 40053 40067 40079 40093 40108 40121 40135 40149 40161 40175 40190 40203 40217 40231 40244 40258 40273 40286 40300 40314 40326 40340 40355 40368 40382 40396 40408 40422 40437 40450 40464 40478 40490 40504 40519 40532 40546 40560 40571 40584 40598 40610 40623 40636; 40645 40658 40672 40684 40697 40710 40721 40735 40750 40763 40777 40791 40803 40817 40832 40845 40859 40873 40885 40899 40914 40927 40941 40955 40967 40981 40996 41009 41023 41037 41050 41064 41079 41092 41106 41120 41132 41146 41161 41174 41188 41202 41214 41228 41243 41256 41270 41284 41296 41310 41325 41338 41352 41366 41378 41392 41407 41420 41434 41448 41460 41474 41489 41502 41516 41530 41542 41556 41571 41584 41598 41612 41624 41638 41653 41666 41680 41694 41706 41720 41735 41748 41762 41776 41788 41802 41817 41830 41844 41858 41870 41884 41899 41912 41926 41940 41952 41966 41981 41994 42008 42022 42034 42048 42063 42076 42090 42104 42116 42130 42145 42158 42172 42186 42198 42212 42227 42240 42254 42268 42280 42294 42309 42322 42336 42350 42362 42376 42391 42404 42418 42432 42444 42458 42473 42486 42500 42514 42526 42540 42555 42568 42582 42596 42608 42622 42637 42650 42664 42678 42690 42704 42719 42732 42746 42760 42772 42786 42801 42814 42828 42842 42854 42868 42883 42896 42910 42924 42936 42950 42965 42978 42992 43006 43018 43032 43047 43060 43074 43088 43100 43114 43129 43142 43156 43170 43182 43196 43211 43224 43238 43252 43264 43278 43293 43306 43320 43334 43346 43360 43375 43388 43402 43416 43428 43442 43457 43470 43484 43498 43511 43525 43540 43553 43567 43581 43593 43607 43622 43635 43649 43663 43675 43689 43704 43717 43731 43745 43757 43771 43786 43799 43813 43827 43838 43851 43865 43877 43890 43903 43914 43927 43941 43953 43966 43979 43990 44004 44019 44032 44046 44060 44072 44086 44101 44114 44128 44142 44154 44168 44183 44196 44210 44224 44236 44250 44265 44278 44292 44306 44319 44333 44348 44361 44375 44389 44401 44415 44430 44443 44457 44471 44483 44497 44512 44525 44539 44553 44565 44579 44594 44607 44621 44635 44647 44661 44676 44689 44703 44717 44729 44743 44758 44771 44785 44799 44811 44825 44840 44853 44867 44881 44893 44907 44922 44935 44949 44963 44975 44989 45004 45017 45031 45045 45057 45071 45086 45099 45113 45127 45139 45153 45168 45181 45195 45209 45221 45235 45250 45263 45277 45291 45303 45317 45332 45345 45359 45373 45385 45399 45414 45427 45441 45455 45467 45481 45496 45509 45523 45537 45549 45563 45578 45591 45605 45619 45631 45645 45660 45673 45687 45701 45713 45727 45742 45755 45769 45783 45795 45809 45824 45837 45851 45865 45877 45891 45906 45919 45933 45947 45959 45973 45988 46001 46015 46029 46041 46055 46070 46083 46097 46111 46123 46137 46152 46165 46179 46193 46205 46219 46234 46247 46261 46275 46287 46301 46316 46329 46343 46357 46369 46383 46398 46411 46425 46439 46451 46465 46480 46493 46507 46521 46533 46547 46562 46575 46589 46603 46615 46629 46644 46657 46671 46685 46697 46711 46726 46739 46753 46767 46780 46794 46809 46822 46836 46850 46862 46876 46891 46904 46918 46932 46944 46958 46973 46986 47000 47014 47026 47040 47055 47068 47082 47096 47107 47120 47134 47146 47159 47172], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], 480, 480, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.0005023241447421202,-0.010068400403443303,2.2297807687393917e-7) Dual{Cells()}(0.0005221477358370802,-0.010521700971964155,1.8746372001054117e-7) Dual{Cells()}(0.0005370953629555981,-0.010860765554024586,1.7035246357548975e-7) Dual{Cells()}(0.0004551097120890943,-0.009576634408270583,8.76178394177324e-8) Dual{Cells()}(0.0004536238609855106,-0.009477731220249348,9.898619441857235e-8) Dual{Cells()}(0.00044807572268437164,-0.009229517144385463,1.284599718358666e-7) Dual{Cells()}(0.0005804280489625357,-0.011638749644802214,2.5788150326847925e-7) Dual{Cells()}(0.0006017628298020931,-0.01213088702422699,2.1710286496865236e-7) Dual{Cells()}(0.0006175640999683147,-0.012492517829833802,1.974073392708173e-7) Dual{Cells()}(0.0005532659339891656,-0.011243241023215195,1.8755581770804256e-7) Dual{Cells()}(0.0005533067248954718,-0.011207460001083904,2.0675806942203553e-7) Dual{Cells()}(0.000549176196112698,-0.011065205156366189,2.4406414850417687e-7) Dual{Cells()}(0.0006585913471069035,-0.013210565675689514,2.9257010946589396e-7) Dual{Cells()}(0.0006814776024471963,-0.013742479019332836,2.465109046949129e-7) Dual{Cells()}(0.0006981741597548582,-0.014127662804068396,2.2420481419983387e-7) Dual{Cells()}(0.0006341452201361297,-0.012883675081612818,2.1437771048781498e-7) Dual{Cells()}(0.0006332451029150381,-0.012823398341783141,2.3622148760305736e-7) Dual{Cells()}(0.0006275148209823518,-0.012640402372002028,2.7885434070325075e-7) Dual{Cells()}(0.0007368630252213914,-0.014784468095949462,3.273155337207969e-7) Dual{Cells()}(0.0007613294559259186,-0.01535673163690194,2.7595203092816863e-7) Dual{Cells()}(0.0007789476387370971,-0.015766009202898036,2.510204937513226e-7) Dual{Cells()}(0.0007151055187349722,-0.014525693270193924,2.4120923180189815e-7) Dual{Cells()}(0.0007132520850670769,-0.014440667588457868,2.6569987133307894e-7) Dual{Cells()}(0.0007059080617017862,-0.014216649922800785,3.136689802633706e-7) Dual{Cells()}(0.0008152642750765444,-0.01636086420234643,3.6212240804447523e-7) Dual{Cells()}(0.0008413361524234807,-0.016973988406236942,3.054300304275053e-7) Dual{Cells()}(0.0008598979557377908,-0.017407815228560913,2.77858298482421e-7) Dual{Cells()}(4.997896876275894e-5,-0.009727511443510176,1.7327799940407004e-8) Dual{Cells()}(5.109533152638573e-5,-0.009800179306243422,1.7735057819791833e-8) Dual{Cells()}(5.304402388074679e-5,-0.00987264519675523,1.8455926811642666e-8) Dual{Cells()}(0.0005121357184006216,-0.01026538709243365,2.2755438532609193e-7) Dual{Cells()}(0.0005321459144367786,-0.010723394149936434,1.913722979208347e-7) Dual{Cells()}(0.0005471951057324711,-0.011065073443727525,1.7394371544451435e-7) Dual{Cells()}(0.00047934058570882316,-0.009792495050411791,1.466951222881367e-7) Dual{Cells()}(0.00047988510839789514,-0.009763951970443238,1.6352242766419132e-7) Dual{Cells()}(0.00047694674383924433,-0.00964397765557003,1.952035042118822e-7) Dual{Cells()}(0.0005901929658537301,-0.0118351208231398,2.6221443806683685e-7) Dual{Cells()}(0.000611719890467807,-0.012332194559004658,2.2077707573809061e-7) Dual{Cells()}(0.0006276313824636836,-0.012696734950573668,2.0075609948465387e-7) Dual{Cells()}(0.0005633723415685479,-0.011448226637466087,1.9090827282466605e-7) Dual{Cells()}(0.0005632962815867782,-0.011409399071086419,2.1044048827352168e-7) Dual{Cells()}(0.0005589666033814335,-0.01126206787243026,2.484120226657835e-7) Dual{Cells()}(0.0006683682079734839,-0.0134071668590911,2.969097885590314e-7) Dual{Cells()}(0.0006914504305404176,-0.013944092702791438,2.5018896706110295e-7) Dual{Cells()}(0.000708260807676714,-0.014332259669739129,2.275555627310969e-7) Dual{Cells()}(0.0006442594586802962,-0.013088814084006816,2.177308397263699e-7) Dual{Cells()}(0.0006432408461971021,-0.013025457525016592,2.3990509048146434e-7) Dual{Cells()}(0.0006373096405157019,-0.012837349921305221,2.8320428102929973e-7) Dual{Cells()}(0.0007466583645368615,-0.014981424847661783,3.316640853049164e-7) Dual{Cells()}(0.0007713244269213896,-0.015558774833555163,2.7963542344828843e-7) Dual{Cells()}(0.0007890596296432462,-0.015971101795883458,2.5437444068177966e-7) Dual{Cells()}(0.0007252354283021399,-0.014731138273818547,2.4456467218523755e-7) Dual{Cells()}(0.0007232619246577059,-0.014643000106406522,2.693868255349273e-7) Dual{Cells()}(0.0007157150529363655,-0.014413831620267771,3.1802416535387984e-7) Dual{Cells()}(0.0008250681180071184,-0.01655798467970083,3.664751718848562e-7) Dual{Cells()}(0.000851341685961005,-0.017176236662074157,3.0911588371868967e-7) Dual{Cells()}(0.0008700223704780969,-0.017613151185167687,2.8121362699879016e-7) Dual{Cells()}(7.383897361296059e-7,-0.007987547690079377,3.62020244596236e-10) Dual{Cells()}(7.514330229675572e-7,-0.00804641469705753,3.6842005123028896e-10) Dual{Cells()}(7.726716992510041e-7,-0.008105307399536866,3.788433989661695e-10) Dual{Cells()}(0.000521888252249621,-0.010461483621341456,2.3190859317926952e-7) Dual{Cells()}(0.0005420850533148279,-0.010924301270277992,1.9507064238406706e-7) Dual{Cells()}(0.0005572389257526675,-0.011268761599818912,1.7732017335494264e-7) Dual{Cells()}(0.0004922578250491475,-0.01001158245702274,1.65168654533264e-7) Dual{Cells()}(0.0004929667452610291,-0.009992594953837764,1.8235599958602844e-7) Dual{Cells()}(0.0004900097988162403,-0.009879356692288186,2.1550002409605737e-7) Dual{Cells()}(0.0005999596654259541,-0.01203152632540316,2.6654839711077674e-7) Dual{Cells()}(0.000621679306514284,-0.012533547815834156,2.2445187555946243e-7) Dual{Cells()}(0.0006377015600312339,-0.012901008828684333,2.0410516803401662e-7) Dual{Cells()}(0.0005734798671428716,-0.01165323416111238,1.942608175450451e-7) Dual{Cells()}(0.0005732867168761776,-0.011611355207651424,2.1412306871313236e-7) Dual{Cells()}(0.0005687576312463024,-0.011458942525739086,2.5276018297154385e-7) Dual{Cells()}(0.0006781466108337805,-0.013603797729444273,3.012502754795952e-7) Dual{Cells()}(0.0007014252158833922,-0.014145744379951723,2.5386749749293893e-7) Dual{Cells()}(0.0007183497946678673,-0.014536902367220793,2.3090656586736619e-7) Dual{Cells()}(0.0006543748510942131,-0.013293975648546308,2.2108410530697393e-7) Dual{Cells()}(0.0006532375620979536,-0.013227535574745897,2.435889058864124e-7) Dual{Cells()}(0.0006471052292739875,-0.013034312261401957,2.8755456890533693e-7) Dual{Cells()}(0.0007564557842127345,-0.015178421632948825,3.3601361437394735e-7) Dual{Cells()}(0.000781321866860666,-0.015760865923706287,2.833194062522492e-7) Dual{Cells()}(0.0007991744246568001,-0.01617624923170198,2.5772874714074683e-7) Dual{Cells()}(0.0007353671933738346,-0.014936619480059764,2.4792040093566524e-7) Dual{Cells()}(0.0007332734443184794,-0.014845365179916343,2.7307419220916955e-7) Dual{Cells()}(0.0007255235068492558,-0.014611041440640491,3.2237998956024307e-7) Dual{Cells()}(0.0008348730693885495,-0.01675512644802961,3.708285030097373e-7) Dual{Cells()}(0.0008613485660769943,-0.017378510985921924,3.128020882256561e-7) Dual{Cells()}(0.0008801483416268362,-0.0178185175223439,2.8456917765862433e-7) Dual{Cells()}(3.4010952626116455e-8,-0.008002230437396844,1.6988264998528395e-11) Dual{Cells()}(3.459816689835021e-8,-0.008060478317203829,1.728158512238422e-11) Dual{Cells()}(3.554841593887867e-8,-0.008118727695361755,1.7756250083875108e-11) Dual{Cells()}(0.0005316382113735529,-0.010657563132060767,2.3623603998856263e-7) Dual{Cells()}(0.0005520226219824869,-0.011125225174408416,1.9874284158526012e-7) Dual{Cells()}(0.000567282454440717,-0.011472506262397467,1.8066931689605704e-7) Dual{Cells()}(0.000502719063553005,-0.01021853574078032,1.705793377253558e-7) Dual{Cells()}(0.0005033378610612795,-0.010197785549486997,1.8812901571988155e-7) Dual{Cells()}(0.0005001975138001651,-0.010080708054211582,2.22092537047203e-7) Dual{Cells()}(0.0006097280058988444,-0.012227963427345825,2.7088329786219113e-7) Dual{Cells()}(0.0006316409000155098,-0.01273494335039533,2.2812721361453066e-7) Dual{Cells()}(0.000647774421526583,-0.013105335339695554,2.0745451390921131e-7) Dual{Cells()}(0.000583588426201274,-0.011858261938296453,1.9761344321144534e-7) Dual{Cells()}(0.0005832779586226307,-0.011813327008004545,2.1780579684774584e-7) Dual{Cells()}(0.0005785492217288155,-0.011655827998743448,2.571086060608438e-7) Dual{Cells()}(0.0006879267215293105,-0.01380046147237713,3.055916335770009e-7) Dual{Cells()}(0.0007114021298743159,-0.014347437366214673,2.5754653860026474e-7) Dual{Cells()}(0.000728441292134447,-0.01474159422712151,2.3425785605494995e-7) Dual{Cells()}(0.0006644915752147221,-0.013499163238789918,2.2443754258492802e-7) Dual{Cells()}(0.0006632354269574895,-0.013429635907571149,2.4727298107623506e-7) Dual{Cells()}(0.0006569017572505963,-0.013231292663488907,2.9190527418740607e-7) Dual{Cells()}(0.0007662549304856266,-0.015375451643544438,3.403639681569624e-7) Dual{Cells()}(0.0007913213762066718,-0.015962997157524517,2.870038851402434e-7) Dual{Cells()}(0.0008092915884828527,-0.01638144300457376,2.610833525044669e-7) Dual{Cells()}(0.0007455005316514829,-0.01514213083219736,2.512765997832024e-7) Dual{Cells()}(0.0007432863798369303,-0.015047757227286958,2.7676213594871334e-7) Dual{Cells()}(0.0007353331842120363,-0.014808274429097358,3.267365980175175e-7) Dual{Cells()}(0.0008446789374866873,-0.016952285857736813,3.7518228828168074e-7) Dual{Cells()}(0.0008713565771355709,-0.017580807252942542,3.164885627948445e-7) Dual{Cells()}(0.0008902756351974392,-0.018023909742346772,2.879248861631548e-7) Dual{Cells()}(1.7142892607217113e-9,-0.008093720941709018,8.571082782676642e-13) Dual{Cells()}(1.744447171479018e-9,-0.008151936676866,8.72186619503841e-13) Dual{Cells()}(1.7924610515746712e-9,-0.008210152441500107,8.961925947156322e-13) Dual{Cells()}(0.000541390791733016,-0.01085369644685087,2.405623403046927e-7) Dual{Cells()}(0.0005619637154274828,-0.011326222309175146,2.0241330302658854e-7) Dual{Cells()}(0.0005773303802594716,-0.01167634341133584,1.8401618735024809e-7) Dual{Cells()}(0.0005128511986122905,-0.010423550305523574,1.7413095785487376e-7) Dual{Cells()}(0.000513356573931512,-0.01039989274586517,1.9201388130279745e-7) Dual{Cells()}(0.000510019661972871,-0.01027787702797132,2.266582536370142e-7) Dual{Cells()}(0.000619497872686559,-0.012424429925638558,2.75219072937048e-7) Dual{Cells()}(0.0006416045247060947,-0.012936378328848185,2.3180304910219444e-7) Dual{Cells()}(0.0006578497912585632,-0.013309711047621615,2.1080411316879021e-7) Dual{Cells()}(0.0005936979525820668,-0.012063308671874145,2.0096614391396892e-7) Dual{Cells()}(0.0005932699518161662,-0.012015313402143573,2.2148866269656318e-7) Dual{Cells()}(0.0005883413323099744,-0.01185272347186819,2.614572746601267e-7) Dual{Cells()}(0.0006977087713484888,-0.013997162537897538,3.099339504796415e-7) Dual{Cells()}(0.0007213814171124532,-0.014549176403757223,2.6122614679594237e-7) Dual{Cells()}(0.0007385355506066506,-0.014946340134670867,2.3760947344348863e-7) Dual{Cells()}(0.0006746098714041109,-0.01370438153823325,2.277911975668046e-7) Dual{Cells()}(0.0006732346767279885,-0.01363176309620538,2.5095737809826597e-7) Dual{Cells()}(0.000666699449536633,-0.013428295459444774,2.9625648924966095e-7) Dual{Cells()}(0.0007760554513829698,-0.015572508112524763,3.447149899897598e-7) Dual{Cells()}(0.0008013225583347138,-0.016165160851729577,2.9068876134709745e-7) Dual{Cells()}(0.000819410689897515,-0.016586674701661704,2.6443819086968997e-7) Dual{Cells()}(0.0007556362047453122,-0.015347671465065818,2.546399554081796e-7) Dual{Cells()}(0.0007533015718681825,-0.015250179459088683,2.8045742071634076e-7) Dual{Cells()}(0.000745144977204081,-0.015005537800046072,3.3110125471813596e-7) Dual{Cells()}(0.000854485552946415,-0.017149459655521053,3.795364500605203e-7) Dual{Cells()}(0.000881365527784714,-0.017783121760171678,3.201752577805449e-7) Dual{Cells()}(0.0009004040426159565,-0.018229323780783253,2.912807186974943e-7) Dual{Cells()}(4.7599615035378605e-11,-0.008189258969353016,2.3799807965779504e-14) Dual{Cells()}(4.919138884075466e-11,-0.008247473312163366,2.4595694900211465e-14) Dual{Cells()}(5.0865377842557055e-11,-0.00830568763429633,2.5432689453997107e-14) Dual{Cells()}(0.0005511462633261032,-0.01104988572544384,2.4489001643266747e-7) Dual{Cells()}(0.0005719085358574719,-0.01152729220503507,2.060844735236194e-7) Dual{Cells()}(0.000587382812740416,-0.011880269424190428,1.8736332786432518e-7) Dual{Cells()}(0.0005229543500104598,-0.010628436227487404,1.7749810604507095e-7) Dual{Cells()}(0.0005233441089377887,-0.01060176239365619,1.9571094324604997e-7) Dual{Cells()}(0.0005198093128453558,-0.010474702024816202,2.3102143591107415e-7) Dual{Cells()}(0.0006292691795655232,-0.012620924157872667,2.795556720968472e-7) Dual{Cells()}(0.0006515700670160385,-0.01313785054420129,2.3547935322728755e-7) Dual{Cells()}(0.0006679275297815363,-0.013514133215514364,2.1415395102234145e-7) Dual{Cells()}(0.0006038084012142442,-0.012268373476580434,2.0431891710540384e-7) Dual{Cells()}(0.0006032626612381301,-0.012217313704164191,2.2517166099502568e-7) Dual{Cells()}(0.0005981339384372387,-0.012049628471572427,2.6580617874506636e-7) Dual{Cells()}(0.0007074930692419982,-0.014193906868346998,3.1427734835441314e-7) Dual{Cells()}(0.0007313634085435362,-0.014750967905990087,2.6490640078727755e-7) Dual{Cells()}(0.000748632913367767,-0.015151146782150767,2.409614736605489e-7) Dual{Cells()}(0.0006847300532019734,-0.013909636663755966,2.3114512642410085e-7) Dual{Cells()}(0.0006832356171315569,-0.013833923071140048,2.5464217401569225e-7) Dual{Cells()}(0.000676498595711682,-0.013625326226143576,3.0060833042194054e-7) Dual{Cells()}(0.0007858570000549998,-0.0157695843650028,3.4906653064734954e-7) Dual{Cells()}(0.0008113250227513644,-0.016367349432531243,2.9437394240526896e-7) Dual{Cells()}(0.0008295313046401594,-0.016791936034328627,2.677932021367126e-7) Dual{Cells()}(0.0007658022355952321,-0.01555339105368344,2.5818045320655396e-7) Dual{Cells()}(0.0007633488212222,-0.015452879654130228,2.843323258554083e-7) Dual{Cells()}(0.0007549895092970093,-0.015203170646839292,3.35659438187641e-7) Dual{Cells()}(0.0008642927782557547,-0.01734664511404152,3.838909908481293e-7) Dual{Cells()}(0.000891375260498347,-0.01798545133827697,3.238621967792047e-7) Dual{Cells()}(0.0009105333898964845,-0.018434756092618704,2.9463671393035927e-7) Dual{Cells()}(-2.69597562661705e-11,-0.008284977546263294,-1.3479899470017521e-14) Dual{Cells()}(-2.6630237169709803e-11,-0.0083431918386018,-1.3315139653410307e-14) Dual{Cells()}(-2.7018403374457047e-11,-0.008401406108943044,-1.3509223048196533e-14) Dual{Cells()}(0.0005609044357031473,-0.011246127028113293,2.492191775333856e-7) Dual{Cells()}(0.0005818568349054827,-0.01172842965071397,2.0975650197748953e-7) Dual{Cells()}(0.000597439447991381,-0.012084277836825709,1.9071092527526836e-7) Dual{Cells()}(0.0005330568824928382,-0.010833343669659804,1.8085116996493603e-7) Dual{Cells()}(0.0005333306014092245,-0.010803640048746977,1.9939373480690008e-7) Dual{Cells()}(0.0005295975330068076,-0.010671521199522905,2.353693191601861e-7) Dual{Cells()}(0.000639041869688194,-0.012817445030749925,2.8389305591729237e-7) Dual{Cells()}(0.0006615374473385933,-0.013339358453654818,2.391561027550394e-7) Dual{Cells()}(0.0006780075354638771,-0.01371859985267013,2.175040150049934e-7) Dual{Cells()}(0.0006139197514131318,-0.012473455943207187,2.0767176422552189e-7) Dual{Cells()}(0.0006132560746477689,-0.012419327673963003,2.2885479204307933e-7) Dual{Cells()}(0.0006079270365157525,-0.01224654292786485,2.7015531680803527e-7) Dual{Cells()}(0.0007172800101125808,-0.014390702079785104,3.1862197095992913e-7) Dual{Cells()}(0.00074134853120849,-0.0149528201784696,2.685873873280278e-7) Dual{Cells()}(0.0007587338275870973,-0.015356022927543332,2.443139120551448e-7) Dual{Cells()}(0.0006948525180136067,-0.014114936400792252,2.3449938649446063e-7) Dual{Cells()}(0.0006932386336046439,-0.014036123335533009,2.5832745267858417e-7) Dual{Cells()}(0.0006862995587978456,-0.01382239197427713,3.0496093065445025e-7) Dual{Cells()}(0.0007956592326985013,-0.01596667379420255,3.534184354836777e-7) Dual{Cells()}(0.0008213283832289708,-0.016569555422638393,2.980593296466935e-7) Dual{Cells()}(0.0008396530139401535,-0.016997218839271522,2.711483191528691e-7) Dual{Cells()}(0.0007766439476856534,-0.01576326993225883,2.6565533984972883e-7) Dual{Cells()}(0.000774112988330792,-0.015661956973789207,2.9220401400930824e-7) Dual{Cells()}(0.0007655684421461502,-0.015409210825102595,3.445345582422438e-7) Dual{Cells()}(0.0008741008413288902,-0.01754384444767669,3.882476700245114e-7) Dual{Cells()}(0.0009013859818289302,-0.018187796933762674,3.2755105931898575e-7) Dual{Cells()}(0.0009206638485681818,-0.018640206122419175,2.979945852814975e-7) Dual{Cells()}(-3.006568578489797e-11,-0.008380702907574747,-1.5032867417355e-14) Dual{Cells()}(-2.9778284844884233e-11,-0.008438917198568506,-1.488916670374908e-14) Dual{Cells()}(-3.0246098531948726e-11,-0.008497131467320479,-1.512307391089492e-14) Dual{Cells()}(0.0005706650983621022,-0.011442416285586555,2.535497208699476e-7) Dual{Cells()}(0.0005918083496129692,-0.011929629521101978,2.1342933199214825e-7) Dual{Cells()}(0.0006074999748943352,-0.01228836252716917,1.94058953196579e-7) Dual{Cells()}(0.0005431607447621903,-0.011038279288905151,1.8420346114090507e-7) Dual{Cells()}(0.0005433181336181564,-0.011005539689610752,2.0307582729966985e-7) Dual{Cells()}(0.0005393864805353743,-0.010868355751128276,2.3971658678683964e-7) Dual{Cells()}(0.0006488159206276128,-0.013013992108822151,2.882312040025564e-7) Dual{Cells()}(0.0006715066252005992,-0.013540901266645209,2.428332875580207e-7) Dual{Cells()}(0.0006880897495407754,-0.013923109797284911,2.2085430248351559e-7) Dual{Cells()}(0.0006240320108247719,-0.012678556215436149,2.1102469143631323e-7) Dual{Cells()}(0.0006232502065869909,-0.012621355590927854,2.3253806270710858e-7) Dual{Cells()}(0.0006177206474703559,-0.012443467242806375,2.74504697359148e-7) Dual{Cells()}(0.0007270701226798854,-0.014587558234643434,3.2296811574882337e-7) Dual{Cells()}(0.0007513373570087822,-0.015154744149830078,2.7226932547144157e-7) Dual{Cells()}(0.0007688388916979979,-0.015560980041610165,2.47666969094283e-7) Dual{Cells()}(0.0007049777790245358,-0.014320290624425884,2.3785412420957295e-7) Dual{Cells()}(0.0007032442238004579,-0.01423837342844029,2.620133945967837e-7) Dual{Cells()}(0.0006961028073595914,-0.014019501640805999,3.0931453721285525e-7) Dual{Cells()}(0.0008054618040375056,-0.016163769796131412,3.5777052596622843e-7) Dual{Cells()}(0.0008313322533019324,-0.016771771384828837,3.0174480071860607e-7) Dual{Cells()}(0.0008497754002104857,-0.01720251503414201,2.745034499856478e-7) Dual{Cells()}(0.0008034001845743335,-0.016153780447819326,3.505399177418668e-7) Dual{Cells()}(0.0008009935277115335,-0.01607033519260627,3.814141872145616e-7) Dual{Cells()}(0.0007918957222593258,-0.015826670675911255,4.458463920834459e-7) Dual{Cells()}(0.000883920245748649,-0.017741210808570926,3.9264831905804505e-7) Dual{Cells()}(0.0009114082559859048,-0.01839029425980265,3.3128112215139897e-7) Dual{Cells()}(0.000930805574384193,-0.01884578385964641,3.013939411715088e-7) Dual{Cells()}(-3.047695199084971e-11,-0.008476428484935655,-1.5238500869397203e-14) Dual{Cells()}(-3.0185599750990415e-11,-0.008534642776111084,-1.5092824502375504e-14) Dual{Cells()}(-3.065840005767579e-11,-0.008592857044799528,-1.5329225023333802e-14) Dual{Cells()}(0.0005023018460590436,-0.0100679717807712,2.229683286643021e-7) Dual{Cells()}(0.0005221228488440673,-0.010521218953576118,1.8745759656652518e-7) Dual{Cells()}(0.0005370685401393132,-0.010860242400958857,1.703483873856918e-7) Dual{Cells()}(0.0004550926859671216,-0.009576303236993947,8.761577670538269e-8) Dual{Cells()}(0.0004536077174513743,-0.009477417671813844,9.898384792834792e-8) Dual{Cells()}(0.00044806102674400277,-0.009229236202084249,1.2845586748521723e-7) Dual{Cells()}(0.00058036811985682,-0.01163759734231083,2.5785566744137337e-7) Dual{Cells()}(0.0006016961934170764,-0.012129595989615565,2.170865987308938e-7) Dual{Cells()}(0.0006174925141705585,-0.012491121333106254,1.9739644288211021e-7) Dual{Cells()}(0.0005532145057589226,-0.011242239003816394,1.8754617652836526e-7) Dual{Cells()}(0.0005532571787141722,-0.011206500093158992,2.0674505296485197e-7) Dual{Cells()}(0.0005491298620729787,-0.011064313818611884,2.4404476273263736e-7) Dual{Cells()}(0.0006583675121347598,-0.013206261103824292,2.924744766528576e-7) Dual{Cells()}(0.0006812293814193175,-0.01373766905354522,2.4645055991192843e-7) Dual{Cells()}(0.0006979081249471032,-0.014122472412498798,2.241641876287061e-7) Dual{Cells()}(0.0006339416869669319,-0.012879707626476299,2.143406363393543e-7) Dual{Cells()}(0.0006330494025624133,-0.012819605482149202,2.3617100164474603e-7) Dual{Cells()}(0.0006273322111955323,-0.012636888539646876,2.7877862723396475e-7) Dual{Cells()}(0.0007364346874781623,-0.014776230798050414,3.271328419382223e-7) Dual{Cells()}(0.000760855412910281,-0.015347546131561574,2.758362317733659e-7) Dual{Cells()}(0.0007784404888111356,-0.015756115864476932,2.509419115019527e-7) Dual{Cells()}(0.0007147036104095939,-0.014517858894212012,2.411365141697233e-7) Dual{Cells()}(0.0007128662323666082,-0.014433189671129023,2.6560057711295425e-7) Dual{Cells()}(0.0007055486440058124,-0.014209734270439388,3.135197704899594e-7) Dual{Cells()}(0.0008151597144491706,-0.01635885362472702,3.6207772202569974e-7) Dual{Cells()}(0.0008412206333094045,-0.01697175035180205,3.0540156601853926e-7) Dual{Cells()}(0.0008597745537795798,-0.017405408521762315,2.7783882374822287e-7) Dual{Cells()}(4.998083226151872e-5,-0.009727705697315939,1.7327872153369073e-8) Dual{Cells()}(5.109726176105661e-5,-0.009800375176938766,1.7735141774692444e-8) Dual{Cells()}(5.3046091711269845e-5,-0.00987284288679448,1.8456039497126746e-8) Dual{Cells()}(0.0005121123140098602,-0.010264937193984365,2.2754416321571308e-7) Dual{Cells()}(0.0005321198070212922,-0.01072288847999183,1.913658695516743e-7) Dual{Cells()}(0.0005471669815123727,-0.011064524917965547,1.7393942549072559e-7) Dual{Cells()}(0.0004793215191846252,-0.009792123529592434,1.466918303283396e-7) Dual{Cells()}(0.0004798667817658036,-0.009763597584995815,1.6351777501570298e-7) Dual{Cells()}(0.0004769296146072889,-0.009643649262942382,1.9519642074922524e-7) Dual{Cells()}(0.0005901219904822986,-0.011833756083162388,2.621838879935837e-7) Dual{Cells()}(0.000611641002108345,-0.012330666097892051,2.2075783857702867e-7) Dual{Cells()}(0.000627546663026498,-0.012695082197250775,2.0074320704434402e-7) Dual{Cells()}(0.0005633108910447596,-0.011447029231709139,1.908968135403782e-7) Dual{Cells()}(0.0005632370958803245,-0.011408252319660086,2.1042499376471755e-7) Dual{Cells()}(0.0005589112712997366,-0.011261003375334151,2.4838891748952914e-7) Dual{Cells()}(0.000668106697084367,-0.013402137682189244,2.9679813783585744e-7) Dual{Cells()}(0.0006911605102328778,-0.013938474638379411,2.5011848770709885e-7) Dual{Cells()}(0.000707950158023369,-0.014326198822207979,2.2750807742570316e-7) Dual{Cells()}(0.0006440204269817663,-0.013084154533501981,2.176873902272661e-7) Dual{Cells()}(0.0006430110625010895,-0.01302100401589315,2.398458829634436e-7) Dual{Cells()}(0.0006370952792977972,-0.012833225069508927,2.8311544123368034e-7) Dual{Cells()}(0.0007462857529909362,-0.014974258851575552,3.315054699287097e-7) Dual{Cells()}(0.0007709121365551597,-0.015550785415848268,2.7953493977484047e-7) Dual{Cells()}(0.0007886186198582102,-0.015962498134410478,2.5430629963007665e-7) Dual{Cells()}(0.000724884986284,-0.014724306719658364,2.44501488400172e-7) Dual{Cells()}(0.0007229255429113607,-0.014636480640420472,2.6930045702289586e-7) Dual{Cells()}(0.0007154017808807607,-0.014407803653729356,3.178942689778076e-7) Dual{Cells()}(0.0008249868338086919,-0.016556421788357773,3.6644036013466524e-7) Dual{Cells()}(0.0008512519058828053,-0.017174497430931312,3.090936743132178e-7) Dual{Cells()}(0.0008699264847554118,-0.017611281340639336,2.8119839513472065e-7) Dual{Cells()}(7.384523181846365e-7,-0.007987557140347736,3.6205015303148046e-10) Dual{Cells()}(7.514966915732865e-7,-0.008046424220194694,3.684504795446083e-10) Dual{Cells()}(7.727372058636337e-7,-0.008105317001687658,3.7887470793062096e-10) Dual{Cells()}(0.0005218629435579253,-0.010460997102455231,2.3189755642084356e-7) Dual{Cells()}(0.0005420568357302137,-0.010923754713477288,1.9506369809002218e-7) Dual{Cells()}(0.0005572085417253611,-0.011268168992762019,1.7731553365855573e-7) Dual{Cells()}(0.0004922370257416277,-0.010011177569569808,1.6516461937673098e-7) Dual{Cells()}(0.0004929466793577111,-0.009992206564648918,1.8235059107817398e-7) Dual{Cells()}(0.0004899910025350132,-0.00987899544978814,2.1549203122246528e-7) Dual{Cells()}(0.000599875597029718,-0.012029909783211607,2.6651226255218297e-7) Dual{Cells()}(0.0006215858999651876,-0.012531738010095848,2.24429117468759e-7) Dual{Cells()}(0.0006376012814392436,-0.012899052494220875,2.040899079996662e-7) Dual{Cells()}(0.0005734064601815314,-0.011651803659408674,1.9424719259975776e-7) Dual{Cells()}(0.0005732160340124549,-0.011609985604770147,2.1410462085226626e-7) Dual{Cells()}(0.0005686915699664436,-0.011457671554443973,2.527326432036202e-7) Dual{Cells()}(0.0006778416785582505,-0.013597933445346358,3.0112016963628555e-7) Dual{Cells()}(0.0007010872488261677,-0.014139195208995788,2.5378533548268635e-7) Dual{Cells()}(0.0007179877499367857,-0.014529838789343889,2.3085116687908107e-7) Dual{Cells()}(0.0006540947751809029,-0.013288515879625437,2.2103329080288587e-7) Dual{Cells()}(0.0006529683778262217,-0.013222318352221379,2.4351961955021047e-7) Dual{Cells()}(0.0006468541710394913,-0.013029481221511294,2.8745055634369897e-7) Dual{Cells()}(0.0007561340287712853,-0.015172233720580686,3.3587665295404444e-7) Dual{Cells()}(0.0007809659238207975,-0.015753968473947142,2.832325975980932e-7) Dual{Cells()}(0.0007987937587917157,-0.016168822954148926,2.576698294776745e-7) Dual{Cells()}(0.0007350639219744275,-0.01493070757811266,2.4786572508522444e-7) Dual{Cells()}(0.0007329823876823105,-0.014839724278932293,2.729994426382785e-7) Dual{Cells()}(0.0007252524957016184,-0.014605826755900095,3.2226755770292376e-7) Dual{Cells()}(0.000834811724449342,-0.016753947059896027,3.7080214649314397e-7) Dual{Cells()}(0.0008612808292824375,-0.017377198955716325,3.1278523723417953e-7) Dual{Cells()}(0.0008800760159391517,-0.017817107349122924,2.8455758333355514e-7) Dual{Cells()}(3.4016490972091375e-8,-0.008002231444762831,1.6991027546216296e-11) Dual{Cells()}(3.460376509265827e-8,-0.008060479331350633,1.7284377501380242e-11) Dual{Cells()}(3.5554162367944515e-8,-0.008118728717989713,1.7759116405571523e-11) Dual{Cells()}(0.0005316100999371303,-0.010657022716780727,2.362238033715806e-7) Dual{Cells()}(0.0005519912948570349,-0.011124618365632638,1.9873514019057618e-7) Dual{Cells()}(0.0005672487364292833,-0.011471848612624702,1.806641675652385e-7) Dual{Cells()}(0.0005026958670799647,-0.010218084083363303,1.7057484049863327e-7) Dual{Cells()}(0.0005033154817752973,-0.010197352215848863,1.8812299904791522e-7) Dual{Cells()}(0.0005001765530319814,-0.010080305011462891,2.2208364583326152e-7) Dual{Cells()}(0.0006096285283048652,-0.01222605053647265,2.708405945304277e-7) Dual{Cells()}(0.0006315304117223106,-0.012732802519664644,2.2810031201324374e-7) Dual{Cells()}(0.000647655840949823,-0.01310302190925842,2.0743646511495637e-7) Dual{Cells()}(0.000583500866030925,-0.01185655551055805,1.975972583987486e-7) Dual{Cells()}(0.0005831936693644237,-0.011811693668861232,2.1778385624420007e-7) Dual{Cells()}(0.0005784704662962621,-0.01165431273943991,2.570758197546807e-7) Dual{Cells()}(0.000687571780588372,-0.013793635416049712,3.0544025725608563e-7) Dual{Cells()}(0.0007110088405461509,-0.014339816135894178,2.5745089745893726e-7) Dual{Cells()}(0.0007280200827222925,-0.0147333763956094,2.3419331070595114e-7) Dual{Cells()}(0.0006641640871290222,-0.013492779129393617,2.2437821375270114e-7) Dual{Cells()}(0.0006629207370798197,-0.013423536665457519,2.4719204432660625e-7) Dual{Cells()}(0.0006566083243187144,-0.01322564620024013,2.917837249919147e-7) Dual{Cells()}(0.0007659794825425667,-0.015370154360435286,3.4024669816502275e-7) Dual{Cells()}(0.0007910167255156377,-0.015957093746546195,2.8692951303122923e-7) Dual{Cells()}(0.0008089658384907878,-0.016375088232551543,2.610328252458087e-7) Dual{Cells()}(0.0007452403648291257,-0.015137059339495927,2.5122967635479573e-7) Dual{Cells()}(0.0007430367301071631,-0.015042918961220106,2.7669798373879534e-7) Dual{Cells()}(0.0007351007686339571,-0.014803802500286282,3.2664010690496056e-7) Dual{Cells()}(0.0008446342626566096,-0.016951427097589473,3.751629977987808e-7) Dual{Cells()}(0.0008713072651079574,-0.017579852298171075,3.1647619160320306e-7) Dual{Cells()}(0.0008902229978418492,-0.018022883699675675,2.87916335123617e-7) Dual{Cells()}(1.7163046031054966e-9,-0.008093721454394838,8.58115811407689e-13) Dual{Cells()}(1.7464640250988855e-9,-0.008151937192590747,8.731949066198014e-13) Dual{Cells()}(1.7945276801076249e-9,-0.00821015296167407,8.972257656973088e-13) Dual{Cells()}(0.0005413588709231816,-0.010853082776065013,2.405484733835057e-7) Dual{Cells()}(0.0005619281601840173,-0.011325533571167615,2.0240457448498413e-7) Dual{Cells()}(0.0005772921271512048,-0.011675597280375217,1.8401034845758317e-7) Dual{Cells()}(0.0005128247122325817,-0.010423034510280448,1.741258583317001e-7) Dual{Cells()}(0.0005133310276728842,-0.010399398017569108,1.9200704723361623e-7) Dual{Cells()}(0.0005099957423011362,-0.010277417029170266,2.2664813843549704e-7) Dual{Cells()}(0.0006193803610052409,-0.012422170201967736,2.7516868583271453e-7) Dual{Cells()}(0.0006414740504037738,-0.012933850190040128,2.31771298221251e-7) Dual{Cells()}(0.0006577098022705364,-0.01330697991324632,2.1078279755955673e-7) Dual{Cells()}(0.0005935937415230143,-0.012061277621142476,2.0094695157609963e-7) Dual{Cells()}(0.0005931696586503707,-0.012013369854287286,2.2146261652559486e-7) Dual{Cells()}(0.0005882476498986532,-0.011850920956126354,2.61418319003801e-7) Dual{Cells()}(0.0006972961834596674,-0.013989228267026086,3.097577069412388e-7) Dual{Cells()}(0.0007209243804412591,-0.014540320510966355,2.6111461521913526e-7) Dual{Cells()}(0.0007380461916554962,-0.014936793629108302,2.3753400965645802e-7) Dual{Cells()}(0.0006742276075872073,-0.013696930130734121,2.2772179131725576e-7) Dual{Cells()}(0.0006728674179129857,-0.013624645432708117,2.50862739205986e-7) Dual{Cells()}(0.0006663570692373128,-0.013421707477827366,2.9611442296406127e-7) Dual{Cells()}(0.0007758219982401468,-0.015568018516832208,3.446155695562932e-7) Dual{Cells()}(0.0008010644092248277,-0.01616015863673455,2.9062566839951983e-7) Dual{Cells()}(0.0008191347133346486,-0.01658129108838472,2.643952804316464e-7) Dual{Cells()}(0.0007554152573793424,-0.015343364634998899,2.5460007557653925e-7) Dual{Cells()}(0.0007530895870493439,-0.015246071287156942,2.8040290280559137e-7) Dual{Cells()}(0.0007449476587493841,-0.015001741292241765,3.310192619408354e-7) Dual{Cells()}(0.0008544543107200489,-0.017148859256383476,3.7952285074181914e-7) Dual{Cells()}(0.0008813310589284084,-0.017782454470899746,3.2016649596342044e-7) Dual{Cells()}(0.0009003672631996895,-0.018228607135437495,2.9127462117479655e-7) Dual{Cells()}(4.930963880623635e-11,-0.008189259428235672,2.465481744914109e-14) Dual{Cells()}(5.0899766202283737e-11,-0.008247473773698152,2.5449881102376286e-14) Dual{Cells()}(5.2615308496406874e-11,-0.008305688099793646,2.6307652221665383e-14) Dual{Cells()}(0.0005511094044793481,-0.011049177092677016,2.448740372390463e-7) Dual{Cells()}(0.0005718674993554772,-0.011526497252638603,2.0607441493796568e-7) Dual{Cells()}(0.000587338679952409,-0.011879408574808849,1.8735659691261386e-7) Dual{Cells()}(0.0005229235438199219,-0.010627836224061748,1.7749221747974295e-7) Dual{Cells()}(0.0005233144049156469,-0.010601187079250361,1.9570303620393159e-7) Dual{Cells()}(0.0005197815089062119,-0.010474167278384598,2.3100971298196378e-7) Dual{Cells()}(0.0006291306545086429,-0.012618260301007971,2.794963361694937e-7) Dual{Cells()}(0.0006514163113249084,-0.013134871234705843,2.354419517948151e-7) Dual{Cells()}(0.0006677626085789059,-0.01351091562693877,2.1412882522633866e-7) Dual{Cells()}(0.0006036846961032374,-0.012265962369925614,2.0429620821645276e-7) Dual{Cells()}(0.0006031436356782331,-0.012215007059891734,2.2514081212033214e-7) Dual{Cells()}(0.0005980227886794563,-0.012047489812972562,2.657600036391496e-7) Dual{Cells()}(0.0007070130274052626,-0.014184681218936753,3.140679320238628e-7) Dual{Cells()}(0.000730831935015496,-0.014740678070349754,2.647722195643563e-7) Dual{Cells()}(0.0007480641501481428,-0.015140062224230822,2.4086898469748746e-7) Dual{Cells()}(0.0006842839218402658,-0.013900948637161062,2.3106077621766673e-7) Dual{Cells()}(0.0006828069997270817,-0.01382562320551962,2.545283691826387e-7) Dual{Cells()}(0.0006760990218091156,-0.013617642996874834,3.004389999462549e-7) Dual{Cells()}(0.0007856614453466578,-0.015765823674033914,3.489832122675656e-7) Dual{Cells()}(0.0008111088270913138,-0.01636316027163531,2.9432102974231477e-7) Dual{Cells()}(0.0008293002217354439,-0.01678742835885218,2.6775717301334964e-7) Dual{Cells()}(0.0007656167853053782,-0.01554977626555815,2.581469421681035e-7) Dual{Cells()}(0.0007631709149348913,-0.01544943197904822,2.8428652953728e-7) Dual{Cells()}(0.00075482393532106,-0.015199984944722902,3.3559057581230144e-7) Dual{Cells()}(0.0008642717216946541,-0.017346240627105772,3.8388170469527647e-7) Dual{Cells()}(0.0008913520446712204,-0.01798500213895575,3.238561710590561e-7) Dual{Cells()}(0.0009105086306854762,-0.01843427396962242,2.9463247717596874e-7) Dual{Cells()}(-2.535143225304418e-11,-0.008284977979313941,-1.2675735030951163e-14) Dual{Cells()}(-2.502373022433299e-11,-0.008343192274118675,-1.2511883765507114e-14) Dual{Cells()}(-2.537297052958959e-11,-0.008401406548164951,-1.2686504165475995e-14) Dual{Cells()}(0.0005608613716775177,-0.011245299063540857,2.492005455133021e-7) Dual{Cells()}(0.0005818089112606034,-0.011727501238801093,2.0974477311010597e-7) Dual{Cells()}(0.0005973879280284269,-0.012083272853879471,1.90703074155196e-7) Dual{Cells()}(0.0005330205871031954,-0.010832636660066544,1.8084428052633972e-7) Dual{Cells()}(0.0005332956146891498,-0.010802962343581789,1.9938446589707422e-7) Dual{Cells()}(0.0005295647944966521,-0.010670891493818299,2.353555547783632e-7) Dual{Cells()}(0.0006388789444455547,-0.012814311902328684,2.8382333352879566e-7) Dual{Cells()}(0.0006613566651609329,-0.013335855395737423,2.3911213962166364e-7) Dual{Cells()}(0.0006778136783489399,-0.01371481769786183,2.1747446047129584e-7) Dual{Cells()}(0.0006137733116760864,-0.012470601599284379,2.0764495917044972e-7) Dual{Cells()}(0.00061311520749745,-0.01241659766627751,2.2881834634671845e-7) Dual{Cells()}(0.0006077955252960225,-0.012244012432856288,2.701007257363785e-7) Dual{Cells()}(0.0007167129895369121,-0.014379836898501329,3.1835087101283697e-7) Dual{Cells()}(0.0007407219443853839,-0.014940735752409416,2.6840486840456276e-7) Dual{Cells()}(0.0007580646311262784,-0.015343042060856517,2.441792956166155e-7) Dual{Cells()}(0.0006943264175121689,-0.01410474331362996,2.343788821995865e-7) Dual{Cells()}(0.0006927326714471166,-0.014026368981511276,2.581723349074974e-7) Dual{Cells()}(0.0006858274065575089,-0.013813345369347847,3.0473954461588126e-7) Dual{Cells()}(0.0007954976782060659,-0.01596356703589074,3.5334955719297476e-7) Dual{Cells()}(0.0008211498150927852,-0.016566095480580037,2.9801555115277136e-7) Dual{Cells()}(0.000839462185445586,-0.016993496576188493,2.711184698949526e-7) Dual{Cells()}(0.0007764903142772387,-0.0157602747115961,2.6562752226772084e-7) Dual{Cells()}(0.0007739655647852835,-0.015659098850172845,2.9216613051463524e-7) Dual{Cells()}(0.0007654312257556341,-0.015406569219222076,3.4447763580393254e-7) Dual{Cells()}(0.0008740866673936477,-0.01754357234478763,3.8824129600262107e-7) Dual{Cells()}(0.0009013703687508703,-0.018187495083528984,3.275468809093101e-7) Dual{Cells()}(0.0009206472093460068,-0.018639882429427882,2.9799160493362743e-7) Dual{Cells()}(-2.8522353984487337e-11,-0.008380703323241813,-1.426119902024907e-14) Dual{Cells()}(-2.823681641382932e-11,-0.00843891761656983,-1.4118430006140392e-14) Dual{Cells()}(-2.866739868983714e-11,-0.00849713188884488,-1.433372146050459e-14) Dual{Cells()}(0.0005706144043021687,-0.011441441586094309,2.535278287200067e-7) Dual{Cells()}(0.0005917519589397087,-0.0119285370326236,2.1341555008657234e-7) Dual{Cells()}(0.0006074393746341004,-0.01228718037443222,1.940497246694895e-7) Dual{Cells()}(0.0005431176344192258,-0.011037439425513305,1.8419533131575003e-7) Dual{Cells()}(0.0005432765894266177,-0.01100473488335795,2.0306486965554294e-7) Dual{Cells()}(0.0005393476179011784,-0.010867608193402508,2.39700289873012e-7) Dual{Cells()}(0.0006486247391838005,-0.013010315545733623,2.8814945911258036e-7) Dual{Cells()}(0.0006712945536691246,-0.0135367918480805,2.4278172535448823e-7) Dual{Cells()}(0.0006878624003155981,-0.013918674185305397,2.2081961439153809e-7) Dual{Cells()}(0.000623859137951785,-0.012675186524434263,2.1099312925483908e-7) Dual{Cells()}(0.0006230839499728651,-0.012618133449980399,2.3249511431306585e-7) Dual{Cells()}(0.0006175654730769187,-0.012440481374523757,2.74440325083243e-7) Dual{Cells()}(0.0007265798848402743,-0.014578136389992873,3.22754539725309e-7) Dual{Cells()}(0.0007507948407527998,-0.01514424022992886,2.7213241919244427e-7) Dual{Cells()}(0.0007682585430659445,-0.015549669514603034,2.475725198920909e-7) Dual{Cells()}(0.0007045192886184206,-0.014311361653777473,2.3776767829357676e-7) Dual{Cells()}(0.0007028038938006247,-0.014229846615773293,2.618966525249649e-7) Dual{Cells()}(0.0006956924858986771,-0.014011611687682397,3.091407082615514e-7) Dual{Cells()}(0.0008053305293827315,-0.016161245417979912,3.5771450295336593e-7) Dual{Cells()}(0.0008311871861935232,-0.01676896069078786,3.0170915801063676e-7) Dual{Cells()}(0.0008496204027388727,-0.017199491871135893,2.744791101073408e-7) Dual{Cells()}(0.0008032712159529762,-0.016151258950553936,3.505168162233299e-7) Dual{Cells()}(0.0008008692432372564,-0.016067912933654924,3.8138372437696e-7) Dual{Cells()}(0.0007917798357062211,-0.015824422786222793,4.45800422741712e-7) Dual{Cells()}(0.0008839095420213624,-0.017741005456116697,3.9264341090473086e-7) Dual{Cells()}(0.0009113964763896652,-0.018390066710493116,3.312778727811271e-7) Dual{Cells()}(0.000930793029619848,-0.018845540059733285,3.0139159179507423e-7) Dual{Cells()}(-2.8968201869927924e-11,-0.00847642889125346,-1.4484123362312332e-14) Dual{Cells()}(-2.867874835128224e-11,-0.0085346431846798,-1.433939637047791e-14) Dual{Cells()}(-2.911526143102203e-11,-0.008592857456780153,-1.4557653231805278e-14)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437], [47277 47289 47301 47311 47321 47333 47491 47505 47519 47531 47543 47557 47723 47737 47751 47763 47775 47789 47955 47969 47983 47995 48007 48021 48187 48201 48215 48227 48239 48253 48415 48429 48443 48455 48467 48481 48647 48661 48675 48687 48699 48713 48879 48893 48907 48919 48931 48945 49111 49125 49139 49151 49163 49177 49343 49357 49371 49383 49395 49409 49571 49585 49599 49611 49623 49637 49803 49817 49831 49843 49855 49869 50035 50049 50063 50075 50087 50101 50267 50281 50295 50307 50319 50333 50499 50513 50527 50539 50551 50565 50727 50741 50755 50767 50779 50793 50959 50973 50987 50999 51011 51025 51191 51205 51219 51231 51243 51257 51423 51437 51451 51463 51475 51489 51655 51669 51683 51695 51707 51721 51883 51897 51911 51923 51935 51949 52115 52129 52143 52155 52167 52181 52347 52361 52375 52387 52399 52413 52579 52593 52607 52619 52631 52645 52811 52825 52839 52851 52863 52877 53039 53053 53067 53079 53091 53105 53271 53285 53299 53311 53323 53337 53503 53517 53531 53543 53555 53569 53735 53749 53763 53775 53787 53801 53967 53981 53995 54007 54019 54033 54195 54209 54223 54235 54247 54261 54427 54441 54455 54467 54479 54493 54659 54673 54687 54699 54711 54725 54891 54905 54919 54931 54943 54957 55123 55137 55151 55163 55175 55189 55351 55365 55379 55391 55403 55417 55583 55597 55611 55623 55635 55649 55815 55829 55843 55855 55867 55881 56047 56061 56075 56087 56099 56113 56261 56273 56285 56295 56305 56317 56453 56465 56477 56487 56497 56509 56667 56681 56695 56707 56719 56733 56899 56913 56927 56939 56951 56965 57131 57145 57159 57171 57183 57197 57363 57377 57391 57403 57415 57429 57591 57605 57619 57631 57643 57657 57823 57837 57851 57863 57875 57889 58055 58069 58083 58095 58107 58121 58287 58301 58315 58327 58339 58353 58519 58533 58547 58559 58571 58585 58747 58761 58775 58787 58799 58813 58979 58993 59007 59019 59031 59045 59211 59225 59239 59251 59263 59277 59443 59457 59471 59483 59495 59509 59675 59689 59703 59715 59727 59741 59903 59917 59931 59943 59955 59969 60135 60149 60163 60175 60187 60201 60367 60381 60395 60407 60419 60433 60599 60613 60627 60639 60651 60665 60831 60845 60859 60871 60883 60897 61059 61073 61087 61099 61111 61125 61291 61305 61319 61331 61343 61357 61523 61537 61551 61563 61575 61589 61755 61769 61783 61795 61807 61821 61987 62001 62015 62027 62039 62053 62215 62229 62243 62255 62267 62281 62447 62461 62475 62487 62499 62513 62679 62693 62707 62719 62731 62745 62911 62925 62939 62951 62963 62977 63143 63157 63171 63183 63195 63209 63371 63385 63399 63411 63423 63437 63603 63617 63631 63643 63655 63669 63835 63849 63863 63875 63887 63901 64067 64081 64095 64107 64119 64133 64299 64313 64327 64339 64351 64365 64527 64541 64555 64567 64579 64593 64759 64773 64787 64799 64811 64825 64991 65005 65019 65031 65043 65057 65223 65237 65251 65263 65275 65289 65437 65449 65461 65471 65481 65493; 65629 65641 65653 65663 65673 65685 65843 65857 65871 65883 65895 65909 66075 66089 66103 66115 66127 66141 66307 66321 66335 66347 66359 66373 66539 66553 66567 66579 66591 66605 66767 66781 66795 66807 66819 66833 66999 67013 67027 67039 67051 67065 67231 67245 67259 67271 67283 67297 67463 67477 67491 67503 67515 67529 67695 67709 67723 67735 67747 67761 67923 67937 67951 67963 67975 67989 68155 68169 68183 68195 68207 68221 68387 68401 68415 68427 68439 68453 68619 68633 68647 68659 68671 68685 68851 68865 68879 68891 68903 68917 69079 69093 69107 69119 69131 69145 69311 69325 69339 69351 69363 69377 69543 69557 69571 69583 69595 69609 69775 69789 69803 69815 69827 69841 70007 70021 70035 70047 70059 70073 70235 70249 70263 70275 70287 70301 70467 70481 70495 70507 70519 70533 70699 70713 70727 70739 70751 70765 70931 70945 70959 70971 70983 70997 71163 71177 71191 71203 71215 71229 71391 71405 71419 71431 71443 71457 71623 71637 71651 71663 71675 71689 71855 71869 71883 71895 71907 71921 72087 72101 72115 72127 72139 72153 72319 72333 72347 72359 72371 72385 72547 72561 72575 72587 72599 72613 72779 72793 72807 72819 72831 72845 73011 73025 73039 73051 73063 73077 73243 73257 73271 73283 73295 73309 73475 73489 73503 73515 73527 73541 73703 73717 73731 73743 73755 73769 73935 73949 73963 73975 73987 74001 74167 74181 74195 74207 74219 74233 74399 74413 74427 74439 74451 74465 74613 74625 74637 74647 74657 74669 74805 74817 74829 74839 74849 74861 75019 75033 75047 75059 75071 75085 75251 75265 75279 75291 75303 75317 75483 75497 75511 75523 75535 75549 75715 75729 75743 75755 75767 75781 75943 75957 75971 75983 75995 76009 76175 76189 76203 76215 76227 76241 76407 76421 76435 76447 76459 76473 76639 76653 76667 76679 76691 76705 76871 76885 76899 76911 76923 76937 77099 77113 77127 77139 77151 77165 77331 77345 77359 77371 77383 77397 77563 77577 77591 77603 77615 77629 77795 77809 77823 77835 77847 77861 78027 78041 78055 78067 78079 78093 78255 78269 78283 78295 78307 78321 78487 78501 78515 78527 78539 78553 78719 78733 78747 78759 78771 78785 78951 78965 78979 78991 79003 79017 79183 79197 79211 79223 79235 79249 79411 79425 79439 79451 79463 79477 79643 79657 79671 79683 79695 79709 79875 79889 79903 79915 79927 79941 80107 80121 80135 80147 80159 80173 80339 80353 80367 80379 80391 80405 80567 80581 80595 80607 80619 80633 80799 80813 80827 80839 80851 80865 81031 81045 81059 81071 81083 81097 81263 81277 81291 81303 81315 81329 81495 81509 81523 81535 81547 81561 81723 81737 81751 81763 81775 81789 81955 81969 81983 81995 82007 82021 82187 82201 82215 82227 82239 82253 82419 82433 82447 82459 82471 82485 82651 82665 82679 82691 82703 82717 82879 82893 82907 82919 82931 82945 83111 83125 83139 83151 83163 83177 83343 83357 83371 83383 83395 83409 83575 83589 83603 83615 83627 83641 83789 83801 83813 83823 83833 83845], nothing, 480, 1440, Jutul.TrivialGlobalMap()),), target_entities = [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], offdiagonal_alignment = (from_source = (Cells = [47277 47289 47301 47311 47321 47333 47491 47505 47519 47531 47543 47557 47723 47737 47751 47763 47775 47789 47955 47969 47983 47995 48007 48021 48187 48201 48215 48227 48239 48253 48415 48429 48443 48455 48467 48481 48647 48661 48675 48687 48699 48713 48879 48893 48907 48919 48931 48945 49111 49125 49139 49151 49163 49177 49343 49357 49371 49383 49395 49409 49571 49585 49599 49611 49623 49637 49803 49817 49831 49843 49855 49869 50035 50049 50063 50075 50087 50101 50267 50281 50295 50307 50319 50333 50499 50513 50527 50539 50551 50565 50727 50741 50755 50767 50779 50793 50959 50973 50987 50999 51011 51025 51191 51205 51219 51231 51243 51257 51423 51437 51451 51463 51475 51489 51655 51669 51683 51695 51707 51721 51883 51897 51911 51923 51935 51949 52115 52129 52143 52155 52167 52181 52347 52361 52375 52387 52399 52413 52579 52593 52607 52619 52631 52645 52811 52825 52839 52851 52863 52877 53039 53053 53067 53079 53091 53105 53271 53285 53299 53311 53323 53337 53503 53517 53531 53543 53555 53569 53735 53749 53763 53775 53787 53801 53967 53981 53995 54007 54019 54033 54195 54209 54223 54235 54247 54261 54427 54441 54455 54467 54479 54493 54659 54673 54687 54699 54711 54725 54891 54905 54919 54931 54943 54957 55123 55137 55151 55163 55175 55189 55351 55365 55379 55391 55403 55417 55583 55597 55611 55623 55635 55649 55815 55829 55843 55855 55867 55881 56047 56061 56075 56087 56099 56113 56261 56273 56285 56295 56305 56317 56453 56465 56477 56487 56497 56509 56667 56681 56695 56707 56719 56733 56899 56913 56927 56939 56951 56965 57131 57145 57159 57171 57183 57197 57363 57377 57391 57403 57415 57429 57591 57605 57619 57631 57643 57657 57823 57837 57851 57863 57875 57889 58055 58069 58083 58095 58107 58121 58287 58301 58315 58327 58339 58353 58519 58533 58547 58559 58571 58585 58747 58761 58775 58787 58799 58813 58979 58993 59007 59019 59031 59045 59211 59225 59239 59251 59263 59277 59443 59457 59471 59483 59495 59509 59675 59689 59703 59715 59727 59741 59903 59917 59931 59943 59955 59969 60135 60149 60163 60175 60187 60201 60367 60381 60395 60407 60419 60433 60599 60613 60627 60639 60651 60665 60831 60845 60859 60871 60883 60897 61059 61073 61087 61099 61111 61125 61291 61305 61319 61331 61343 61357 61523 61537 61551 61563 61575 61589 61755 61769 61783 61795 61807 61821 61987 62001 62015 62027 62039 62053 62215 62229 62243 62255 62267 62281 62447 62461 62475 62487 62499 62513 62679 62693 62707 62719 62731 62745 62911 62925 62939 62951 62963 62977 63143 63157 63171 63183 63195 63209 63371 63385 63399 63411 63423 63437 63603 63617 63631 63643 63655 63669 63835 63849 63863 63875 63887 63901 64067 64081 64095 64107 64119 64133 64299 64313 64327 64339 64351 64365 64527 64541 64555 64567 64579 64593 64759 64773 64787 64799 64811 64825 64991 65005 65019 65031 65043 65057 65223 65237 65251 65263 65275 65289 65437 65449 65461 65471 65481 65493; 65629 65641 65653 65663 65673 65685 65843 65857 65871 65883 65895 65909 66075 66089 66103 66115 66127 66141 66307 66321 66335 66347 66359 66373 66539 66553 66567 66579 66591 66605 66767 66781 66795 66807 66819 66833 66999 67013 67027 67039 67051 67065 67231 67245 67259 67271 67283 67297 67463 67477 67491 67503 67515 67529 67695 67709 67723 67735 67747 67761 67923 67937 67951 67963 67975 67989 68155 68169 68183 68195 68207 68221 68387 68401 68415 68427 68439 68453 68619 68633 68647 68659 68671 68685 68851 68865 68879 68891 68903 68917 69079 69093 69107 69119 69131 69145 69311 69325 69339 69351 69363 69377 69543 69557 69571 69583 69595 69609 69775 69789 69803 69815 69827 69841 70007 70021 70035 70047 70059 70073 70235 70249 70263 70275 70287 70301 70467 70481 70495 70507 70519 70533 70699 70713 70727 70739 70751 70765 70931 70945 70959 70971 70983 70997 71163 71177 71191 71203 71215 71229 71391 71405 71419 71431 71443 71457 71623 71637 71651 71663 71675 71689 71855 71869 71883 71895 71907 71921 72087 72101 72115 72127 72139 72153 72319 72333 72347 72359 72371 72385 72547 72561 72575 72587 72599 72613 72779 72793 72807 72819 72831 72845 73011 73025 73039 73051 73063 73077 73243 73257 73271 73283 73295 73309 73475 73489 73503 73515 73527 73541 73703 73717 73731 73743 73755 73769 73935 73949 73963 73975 73987 74001 74167 74181 74195 74207 74219 74233 74399 74413 74427 74439 74451 74465 74613 74625 74637 74647 74657 74669 74805 74817 74829 74839 74849 74861 75019 75033 75047 75059 75071 75085 75251 75265 75279 75291 75303 75317 75483 75497 75511 75523 75535 75549 75715 75729 75743 75755 75767 75781 75943 75957 75971 75983 75995 76009 76175 76189 76203 76215 76227 76241 76407 76421 76435 76447 76459 76473 76639 76653 76667 76679 76691 76705 76871 76885 76899 76911 76923 76937 77099 77113 77127 77139 77151 77165 77331 77345 77359 77371 77383 77397 77563 77577 77591 77603 77615 77629 77795 77809 77823 77835 77847 77861 78027 78041 78055 78067 78079 78093 78255 78269 78283 78295 78307 78321 78487 78501 78515 78527 78539 78553 78719 78733 78747 78759 78771 78785 78951 78965 78979 78991 79003 79017 79183 79197 79211 79223 79235 79249 79411 79425 79439 79451 79463 79477 79643 79657 79671 79683 79695 79709 79875 79889 79903 79915 79927 79941 80107 80121 80135 80147 80159 80173 80339 80353 80367 80379 80391 80405 80567 80581 80595 80607 80619 80633 80799 80813 80827 80839 80851 80865 81031 81045 81059 81071 81083 81097 81263 81277 81291 81303 81315 81329 81495 81509 81523 81535 81547 81561 81723 81737 81751 81763 81775 81789 81955 81969 81983 81995 82007 82021 82187 82201 82215 82227 82239 82253 82419 82433 82447 82459 82471 82485 82651 82665 82679 82691 82703 82717 82879 82893 82907 82919 82931 82945 83111 83125 83139 83151 83163 83177 83343 83357 83371 83383 83395 83409 83575 83589 83603 83615 83627 83641 83789 83801 83813 83823 83833 83845],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 480, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(-4.04371702942381e-15,-8.105077686712155e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.507737803472491e-17) Dual{Cells()}(-4.1501347820621504e-15,-8.362858664933543e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.658552071556501e-17) Dual{Cells()}(-4.215623162245556e-15,-8.524537351675069e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.75552452648344e-17) Dual{Cells()}(-3.5102199017988554e-15,-7.386371197805217e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.472064985736297e-17) Dual{Cells()}(-3.456338690495814e-15,-7.221456350091396e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.361891229803701e-17) Dual{Cells()}(-3.3731670226053016e-15,-6.948089639737398e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.174330433804214e-17) Dual{Cells()}(-3.9986357022167416e-15,-8.018068723944882e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.478709414996246e-17) Dual{Cells()}(-4.100659981409746e-15,-8.266486478669732e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.624994376103619e-17) Dual{Cells()}(-4.163192248123679e-15,-8.421595975442766e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.718668384366307e-17) Dual{Cells()}(-3.67408812441676e-15,-7.466329622990889e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.352506400081739e-17) Dual{Cells()}(-3.635937165912692e-15,-7.364743372876788e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.287739705958604e-17) Dual{Cells()}(-3.5714485455183656e-15,-7.196016713997663e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.183033992454141e-17) Dual{Cells()}(-3.96527564954994e-15,-7.953875285593287e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.457128159048387e-17) Dual{Cells()}(-4.064132423165097e-15,-8.195611177326146e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.600157826975779e-17) Dual{Cells()}(-4.124564020829565e-15,-8.346119501262042e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.691507575977472e-17) Dual{Cells()}(-3.6972285959685924e-15,-7.511511625473025e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.37065758011841e-17) Dual{Cells()}(-3.658042972852625e-15,-7.407643892754035e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.304577077617969e-17) Dual{Cells()}(-3.591923117558241e-15,-7.235423288354338e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.19792839970969e-17) Dual{Cells()}(-3.939962968607889e-15,-7.905167556901679e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.440529863521781e-17) Dual{Cells()}(-4.03643959567662e-15,-8.141878546388784e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.581081826517126e-17) Dual{Cells()}(-4.09529746575815e-15,-8.288939374465432e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.670669484935389e-17) Dual{Cells()}(-3.715756007496046e-15,-7.547687805185492e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.385145681124724e-17) Dual{Cells()}(-3.675732840156672e-15,-7.441974191170967e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.318007574768184e-17) Dual{Cells()}(-3.608295255000573e-15,-7.26693364781508e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.209798607118782e-17) Dual{Cells()}(-3.920369383748274e-15,-7.867464952333396e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.427590172814694e-17) Dual{Cells()}(-4.015018572777237e-15,-8.100315017824592e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.566223257693215e-17) Dual{Cells()}(-4.072671671967973e-15,-8.244735957231556e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.654451204451184e-17) Dual{Cells()}(-2.342192723430887e-16,-4.558658788705769e-14,-0.0,-0.0,-0.0,-0.0,-0.0,2.6615648569943596e-20) Dual{Cells()}(-2.376785069954588e-16,-4.558717824529383e-14,-0.0,-0.0,-0.0,-0.0,-0.0,2.697728834120624e-20) Dual{Cells()}(-2.4493017919770014e-16,-4.5586827323525604e-14,-0.0,-0.0,-0.0,-0.0,-0.0,2.773484630436599e-20) Dual{Cells()}(-4.0376511560392945e-15,-8.093177369154433e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.503527085813827e-17) Dual{Cells()}(-4.143428877951669e-15,-8.349518390558514e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.653616691559749e-17) Dual{Cells()}(-4.208462532002409e-15,-8.510117600457701e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.750025180153258e-17) Dual{Cells()}(-3.623971652387088e-15,-7.40344663624839e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.352619676051761e-17) Dual{Cells()}(-3.5849592656290005e-15,-7.294114668916565e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.281594808118427e-17) Dual{Cells()}(-3.521150427078155e-15,-7.119850691776218e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.171384699691593e-17) Dual{Cells()}(-3.993911634656928e-15,-8.008978332151667e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.47567635735214e-17) Dual{Cells()}(-4.095485336954211e-15,-8.256445928257435e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.621501301953363e-17) Dual{Cells()}(-4.1577183863269906e-15,-8.410900064159106e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.714846273645988e-17) Dual{Cells()}(-3.677303643990487e-15,-7.47260779859579e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.355033418877132e-17) Dual{Cells()}(-3.639009655333917e-15,-7.370706098801954e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.290084599294654e-17) Dual{Cells()}(-3.574295343212973e-15,-7.201495851069117e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.185109272290924e-17) Dual{Cells()}(-3.9617259600596826e-15,-7.94704481195495e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.454810240724829e-17) Dual{Cells()}(-4.0602476893588944e-15,-8.188073602393362e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.597492680621288e-17) Dual{Cells()}(-4.120457478173324e-15,-8.338096065066251e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.688595089367856e-17) Dual{Cells()}(-3.69975482337464e-15,-7.516444250388335e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.372634345635645e-17) Dual{Cells()}(-3.660455499141056e-15,-7.412325866455533e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.30640998447914e-17) Dual{Cells()}(-3.594156583862999e-15,-7.239721919423177e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.199548837038332e-17) Dual{Cells()}(-3.9372518119689545e-15,-7.899950623860055e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.438744927174072e-17) Dual{Cells()}(-4.0334748232850814e-15,-8.136125913033236e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.579031488185411e-17) Dual{Cells()}(-4.092165324413966e-15,-8.282820018475557e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.668430841439845e-17) Dual{Cells()}(-3.717842951430356e-15,-7.551762704985412e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.386777815324948e-17) Dual{Cells()}(-3.6777248767462604e-15,-7.445840009760788e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.319520128290153e-17) Dual{Cells()}(-3.6101381977433374e-15,-7.270480604631906e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.211135046567614e-17) Dual{Cells()}(-3.918211604432441e-15,-7.863312895270381e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.426158672985305e-17) Dual{Cells()}(-4.0126602926933e-15,-8.095739227664791e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.564580246297413e-17) Dual{Cells()}(-4.0701813540558344e-15,-8.239870832360478e-14,-0.0,-0.0,-0.0,-0.0,-0.0,-7.652658530882511e-17) Dual{Cells()}(-3.418438941514362e-18,-3.697904065418608e-14,-0.0,-0.0,-0.0,-0.0,-0.0,4.2165070697012557e-22) Dual{Cells()}(-3.4533830270313214e-18,-3.697914663576551e-14,-0.0,-0.0,-0.0,-0.0,-0.0,4.259516138571826e-22) 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42755 42768 42781 42795 42809 42823 42837 42850 42863 42877 42891 42905 42919 42932 42945 42959 42973 42987 43001 43014 43027 43041 43055 43069 43083 43096 43109 43123 43137 43151 43165 43178 43191 43205 43219 43233 43247 43260 43273 43287 43301 43315 43329 43342 43355 43369 43383 43397 43411 43424 43437 43451 43465 43479 43493 43506 43519 43533 43547 43561 43575 43588 43601 43615 43629 43643 43657 43670 43683 43697 43711 43725 43739 43752 43765 43779 43793 43807 43821 43834 43846 43859 43872 43885 43898 43910 43922 43935 43948 43961 43974 43986 43999 44013 44027 44041 44055 44068 44081 44095 44109 44123 44137 44150 44163 44177 44191 44205 44219 44232 44245 44259 44273 44287 44301 44314 44327 44341 44355 44369 44383 44396 44409 44423 44437 44451 44465 44478 44491 44505 44519 44533 44547 44560 44573 44587 44601 44615 44629 44642 44655 44669 44683 44697 44711 44724 44737 44751 44765 44779 44793 44806 44819 44833 44847 44861 44875 44888 44901 44915 44929 44943 44957 44970 44983 44997 45011 45025 45039 45052 45065 45079 45093 45107 45121 45134 45147 45161 45175 45189 45203 45216 45229 45243 45257 45271 45285 45298 45311 45325 45339 45353 45367 45380 45393 45407 45421 45435 45449 45462 45475 45489 45503 45517 45531 45544 45557 45571 45585 45599 45613 45626 45639 45653 45667 45681 45695 45708 45721 45735 45749 45763 45777 45790 45803 45817 45831 45845 45859 45872 45885 45899 45913 45927 45941 45954 45967 45981 45995 46009 46023 46036 46049 46063 46077 46091 46105 46118 46131 46145 46159 46173 46187 46200 46213 46227 46241 46255 46269 46282 46295 46309 46323 46337 46351 46364 46377 46391 46405 46419 46433 46446 46459 46473 46487 46501 46515 46528 46541 46555 46569 46583 46597 46610 46623 46637 46651 46665 46679 46692 46705 46719 46733 46747 46761 46774 46787 46801 46815 46829 46843 46856 46869 46883 46897 46911 46925 46938 46951 46965 46979 46993 47007 47020 47033 47047 47061 47075 47089 47102 47114 47127 47140 47153 47166 47178], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], 480, 480, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(-4.04371702942381e-15,8.105077686712155e-14,-1.794976920940577e-18) Dual{Cells()}(-4.1501347820621504e-15,8.362858664933543e-14,-1.4899991925527713e-18) Dual{Cells()}(-4.215623162245556e-15,8.524537351675069e-14,-1.3370843256634038e-18) Dual{Cells()}(-3.5102199017988554e-15,7.386371197805217e-14,-6.757884428898576e-19) Dual{Cells()}(-3.456338690495814e-15,7.221456350091396e-14,-7.5421476474047415e-19) Dual{Cells()}(-3.3731670226053016e-15,6.948089639737398e-14,-9.67061857593171e-19) Dual{Cells()}(-3.9986357022167416e-15,8.018068723944882e-14,-1.776575387343527e-18) Dual{Cells()}(-4.100659981409746e-15,8.266486478669732e-14,-1.4794284162070059e-18) Dual{Cells()}(-4.163192248123679e-15,8.421595975442766e-14,-1.3307844556008906e-18) Dual{Cells()}(-3.67408812441676e-15,7.466329622990889e-14,-1.245507016016439e-18) Dual{Cells()}(-3.635937165912692e-15,7.364743372876788e-14,-1.358666567997984e-18) Dual{Cells()}(-3.5714485455183656e-15,7.196016713997663e-14,-1.5872183724611839e-18) Dual{Cells()}(-3.96527564954994e-15,7.953875285593287e-14,-1.761518938788847e-18) Dual{Cells()}(-4.064132423165097e-15,8.195611177326146e-14,-1.4701186903820284e-18) Dual{Cells()}(-4.124564020829565e-15,8.346119501262042e-14,-1.3245221081658307e-18) Dual{Cells()}(-3.6972285959685924e-15,7.511511625473025e-14,-1.2498768048487066e-18) Dual{Cells()}(-3.658042972852625e-15,7.407643892754035e-14,-1.3645717097303696e-18) Dual{Cells()}(-3.591923117558241e-15,7.235423288354338e-14,-1.5961748142226558e-18) Dual{Cells()}(-3.939962968607889e-15,7.905167556901679e-14,-1.750136779522356e-18) Dual{Cells()}(-4.03643959567662e-15,8.141878546388784e-14,-1.4630508454334964e-18) Dual{Cells()}(-4.09529746575815e-15,8.288939374465432e-14,-1.3197338829858279e-18) Dual{Cells()}(-3.715756007496046e-15,7.547687805185492e-14,-1.2533460148887211e-18) Dual{Cells()}(-3.675732840156672e-15,7.441974191170967e-14,-1.3692798985544552e-18) Dual{Cells()}(-3.608295255000573e-15,7.26693364781508e-14,-1.6033395204421486e-18) Dual{Cells()}(-3.920369383748274e-15,7.867464952333396e-14,-1.741341605497763e-18) Dual{Cells()}(-4.015018572777237e-15,8.100315017824592e-14,-1.4575710806173669e-18) Dual{Cells()}(-4.072671671967973e-15,8.244735957231556e-14,-1.3159998968478127e-18) Dual{Cells()}(-2.342192723430887e-16,4.558658788705769e-14,-8.120425038407106e-20) Dual{Cells()}(-2.376785069954588e-16,4.558717824529383e-14,-8.249759690686223e-20) Dual{Cells()}(-2.4493017919770014e-16,4.5586827323525604e-14,-8.52200329182801e-20) Dual{Cells()}(-4.0376511560392945e-15,8.093177369154433e-14,-1.7940268447649656e-18) Dual{Cells()}(-4.143428877951669e-15,8.349518390558514e-14,-1.4900753423699567e-18) Dual{Cells()}(-4.208462532002409e-15,8.510117600457701e-14,-1.3377963389230796e-18) Dual{Cells()}(-3.623971652387088e-15,7.40344663624839e-14,-1.1090631183035235e-18) Dual{Cells()}(-3.5849592656290005e-15,7.294114668916565e-14,-1.221586650500576e-18) Dual{Cells()}(-3.521150427078155e-15,7.119850691776218e-14,-1.4411271511992769e-18) Dual{Cells()}(-3.993911634656928e-15,8.008978332151667e-14,-1.774438794700436e-18) Dual{Cells()}(-4.095485336954211e-15,8.256445928257435e-14,-1.4781099822167125e-18) Dual{Cells()}(-4.1577183863269906e-15,8.410900064159106e-14,-1.3299005583789989e-18) Dual{Cells()}(-3.677303643990487e-15,7.47260779859579e-14,-1.246116707418545e-18) Dual{Cells()}(-3.639009655333917e-15,7.370706098801954e-14,-1.359488769468391e-18) Dual{Cells()}(-3.574295343212973e-15,7.201495851069117e-14,-1.5884633007430894e-18) Dual{Cells()}(-3.9617259600596826e-15,7.94704481195495e-14,-1.7599209583840828e-18) Dual{Cells()}(-4.0602476893588944e-15,8.188073602393362e-14,-1.4691279816240614e-18) Dual{Cells()}(-4.120457478173324e-15,8.338096065066251e-14,-1.3238527530994914e-18) Dual{Cells()}(-3.69975482337464e-15,7.516444250388335e-14,-1.25035141296201e-18) Dual{Cells()}(-3.660455499141056e-15,7.412325866455533e-14,-1.3652147759530219e-18) Dual{Cells()}(-3.594156583862999e-15,7.239721919423177e-14,-1.5971522577565127e-18) Dual{Cells()}(-3.9372518119689545e-15,7.899950623860055e-14,-1.748919027568652e-18) Dual{Cells()}(-4.0334748232850814e-15,8.136125913033236e-14,-1.4622931684909357e-18) Dual{Cells()}(-4.092165324413966e-15,8.282820018475557e-14,-1.3192187592283897e-18) Dual{Cells()}(-3.717842951430356e-15,7.551762704985412e-14,-1.2537350040681653e-18) Dual{Cells()}(-3.6777248767462604e-15,7.445840009760788e-14,-1.3698089114899617e-18) Dual{Cells()}(-3.6101381977433374e-15,7.270480604631906e-14,-1.6041456476835677e-18) Dual{Cells()}(-3.918211604432441e-15,7.863312895270381e-14,-1.7403742065370034e-18) Dual{Cells()}(-4.0126602926933e-15,8.095739227664791e-14,-1.4569673409550392e-18) Dual{Cells()}(-4.0701813540558344e-15,8.239870832360478e-14,-1.3155873917217896e-18) Dual{Cells()}(-3.418438941514362e-18,3.697904065418608e-14,-1.676003932870361e-21) Dual{Cells()}(-3.4533830270313214e-18,3.697914663576551e-14,-1.6931589547557332e-21) Dual{Cells()}(-3.525210080437024e-18,3.6979368310739944e-14,-1.7284217478615392e-21) Dual{Cells()}(-4.031374437230393e-15,8.081070509785747e-14,-1.7913995386694368e-18) Dual{Cells()}(-4.136540248410762e-15,8.336111024264917e-14,-1.4885442027422958e-18) Dual{Cells()}(-4.201162809316036e-15,8.495799548867257e-14,-1.3368608745953013e-18) Dual{Cells()}(-3.649434585858495e-15,7.42225179948843e-14,-1.224505065598959e-18) Dual{Cells()}(-3.612077861960672e-15,7.321798349133123e-14,-1.3361632918091165e-18) Dual{Cells()}(-3.5490311800894562e-15,7.155396693057752e-14,-1.5608183890905255e-18) Dual{Cells()}(-3.989363809689042e-15,8.000227092567473e-14,-1.772383362153857e-18) Dual{Cells()}(-4.0905043730999635e-15,8.24678119633521e-14,-1.4768408227616867e-18) Dual{Cells()}(-4.152449908945353e-15,8.400605595719353e-14,-1.3290487894942843e-18) Dual{Cells()}(-3.680418343214165e-15,7.478689178401971e-14,-1.2467064969910187e-18) Dual{Cells()}(-3.641985577962054e-15,7.376481429273168e-14,-1.3602846624660932e-18) Dual{Cells()}(-3.5770523461942474e-15,7.206802158729981e-14,-1.589669053831664e-18) Dual{Cells()}(-3.958293701080355e-15,7.940440312313094e-14,-1.758376505654881e-18) Dual{Cells()}(-4.0564918470917115e-15,8.180786126436749e-14,-1.4681699638139074e-18) Dual{Cells()}(-4.1164874916099835e-15,8.330339509470833e-14,-1.323204930493659e-18) Dual{Cells()}(-3.702212782344245e-15,7.521243594848248e-14,-1.2508127402389692e-18) Dual{Cells()}(-3.662802686247508e-15,7.416881031766e-14,-1.3658401638071355e-18) Dual{Cells()}(-3.596329366288571e-15,7.243903747717616e-14,-1.5981032045204712e-18) Dual{Cells()}(-3.934625274876083e-15,7.894896520869381e-14,-1.747739507596117e-18) Dual{Cells()}(-4.0306028272404635e-15,8.130553290040849e-14,-1.4615589916108799e-18) Dual{Cells()}(-4.089131400615248e-15,8.27689258273463e-14,-1.318719268609027e-18) Dual{Cells()}(-3.719884034263756e-15,7.555748044025308e-14,-1.254115154332182e-18) Dual{Cells()}(-3.6796730304931165e-15,7.449620643378196e-14,-1.3703261016491335e-18) Dual{Cells()}(-3.611940407417736e-15,7.273949151983781e-14,-1.6049339543694264e-18) Dual{Cells()}(-3.916111992830859e-15,7.859272748201333e-14,-1.739433215858219e-18) Dual{Cells()}(-4.010365743420296e-15,8.091287067094827e-14,-1.4563799470914447e-18) Dual{Cells()}(-4.067758461560142e-15,8.235137418994607e-14,-1.3151858903471758e-18) Dual{Cells()}(-1.5557204069096265e-19,3.660360040221883e-14,-7.770729278516231e-23) Dual{Cells()}(-1.5711445899462522e-19,3.6603606594711663e-14,-7.847776747971098e-23) Dual{Cells()}(-1.6027150288004544e-19,3.6603619453725815e-14,-8.005478757055311e-23) Dual{Cells()}(-4.025326933228053e-15,8.069430488682265e-14,-1.7886737146080275e-18) Dual{Cells()}(-4.1299095778330466e-15,8.323241145142109e-14,-1.4868774073805285e-18) Dual{Cells()}(-4.1941433718928624e-15,8.482077265525956e-14,-1.335759659112102e-18) Dual{Cells()}(-3.656066937991394e-15,7.431516603430189e-14,-1.240552670818671e-18) Dual{Cells()}(-3.618689168154932e-15,7.331579633069313e-14,-1.352531736765778e-18) Dual{Cells()}(-3.555436704204377e-15,7.165433340124833e-14,-1.5786483062428114e-18) Dual{Cells()}(-3.984982258629788e-15,7.991795824650241e-14,-1.7704043863765812e-18) Dual{Cells()}(-4.085706104525898e-15,8.237470972228694e-14,-1.4756181071404415e-18) Dual{Cells()}(-4.147375141673036e-15,8.39068975324028e-14,-1.3282273356630487e-18) Dual{Cells()}(-3.683436683970167e-15,7.484582467813337e-14,-1.247277316153711e-18) Dual{Cells()}(-3.644869219956647e-15,7.382077680157292e-14,-1.3610554507033923e-18) Dual{Cells()}(-3.5797235571248756e-15,7.211943339966205e-14,-1.5908373899549597e-18) Dual{Cells()}(-3.954974526390119e-15,7.934053419867675e-14,-1.756883529088915e-18) Dual{Cells()}(-4.052860108649489e-15,8.173739453542489e-14,-1.4672434177251868e-18) Dual{Cells()}(-4.112648976795483e-15,8.322839886912351e-14,-1.322577869230506e-18) Dual{Cells()}(-3.70460645204595e-15,7.525917422727717e-14,-1.2512615650135042e-18) Dual{Cells()}(-3.665088343008164e-15,7.42131677758488e-14,-1.3664489013212438e-18) Dual{Cells()}(-3.598445005521102e-15,7.247975587825454e-14,-1.5990291765717235e-18) Dual{Cells()}(-3.932078133299526e-15,7.889995195054658e-14,-1.7465958955785833e-18) Dual{Cells()}(-4.027817866923765e-15,8.125149540246734e-14,-1.4608468963468166e-18) Dual{Cells()}(-4.086189603659319e-15,8.271145165824897e-14,-1.3182344854123962e-18) Dual{Cells()}(-3.721879643950191e-15,7.559644308440624e-14,-1.2544877193613196e-18) Dual{Cells()}(-3.6815776989578325e-15,7.453316639471493e-14,-1.3708327439664105e-18) Dual{Cells()}(-3.613702279745953e-15,7.27733987972753e-14,-1.6057058412202325e-18) Dual{Cells()}(-3.914067544638671e-15,7.855338749257085e-14,-1.7385171486056383e-18) Dual{Cells()}(-4.008131631822648e-15,8.086952174635676e-14,-1.4558079355046167e-18) Dual{Cells()}(-4.065399509039341e-15,8.230528941888392e-14,-1.3147947046627929e-18) Dual{Cells()}(-7.748714377307843e-21,3.658421788195477e-14,-3.874192874501339e-24) Dual{Cells()}(-7.828720759240265e-21,3.6584218160120176e-14,-3.914194482743863e-24) Dual{Cells()}(-7.98715825906321e-21,3.65842185656907e-14,-3.993410109695795e-24) Dual{Cells()}(-4.019533862245611e-15,8.058282679504136e-14,-1.786045288543825e-18) Dual{Cells()}(-4.123559393365804e-15,8.310919212785962e-14,-1.485261866778292e-18) Dual{Cells()}(-4.187422267148332e-15,8.468942926149825e-14,-1.3346837560840908e-18) Dual{Cells()}(-3.660102843020205e-15,7.439051758257249e-14,-1.2427332053176589e-18) Dual{Cells()}(-3.622569544197612e-15,7.33882385796019e-14,-1.3549717171119513e-18) Dual{Cells()}(-3.55905727729046e-15,7.172184870285161e-14,-1.5816835451878557e-18) Dual{Cells()}(-3.9807578579951566e-15,7.983666972593459e-14,-1.768497577744897e-18) Dual{Cells()}(-4.0810804786457936e-15,8.228495752336348e-14,-1.4744392568223914e-18) Dual{Cells()}(-4.1424834028846454e-15,8.381131657195045e-14,-1.327434547620468e-18) Dual{Cells()}(-3.6863629521021e-15,7.490296029212226e-14,-1.2478300528564962e-18) Dual{Cells()}(-3.647664696979655e-15,7.387502836773764e-14,-1.3618022844848771e-18) Dual{Cells()}(-3.582312817711387e-15,7.216926788290203e-14,-1.5919699923536703e-18) Dual{Cells()}(-3.951764718105139e-15,7.92787697995253e-14,-1.7554402363054736e-18) Dual{Cells()}(-4.049348378508251e-15,8.166925634847735e-14,-1.4663472732445116e-18) Dual{Cells()}(-4.1089375856749436e-15,8.315588694028942e-14,-1.3219708859545196e-18) Dual{Cells()}(-3.706939926366983e-15,7.530473721724111e-14,-1.2516986793831134e-18) Dual{Cells()}(-3.667316385826834e-15,7.425640701306616e-14,-1.367042038471471e-18) Dual{Cells()}(-3.600507139665285e-15,7.25194444196241e-14,-1.5999317315424985e-18) Dual{Cells()}(-3.929605449141292e-15,7.885237147258463e-14,-1.7454859709451065e-18) Dual{Cells()}(-4.025114518155925e-15,8.119904145447019e-14,-1.4601555158943007e-18) Dual{Cells()}(-4.08333418080727e-15,8.265566533394557e-14,-1.3177635058972606e-18) Dual{Cells()}(-3.723835292898354e-15,7.563454517731093e-14,-1.254885945083384e-18) Dual{Cells()}(-3.6834446618637885e-15,7.456932816658787e-14,-1.3713623172931083e-18) Dual{Cells()}(-3.6154296799238115e-15,7.280659252252705e-14,-1.6064971783874844e-18) Dual{Cells()}(-3.912075501971387e-15,7.851505594105442e-14,-1.737624753592597e-18) Dual{Cells()}(-4.0059549318010336e-15,8.082728683187051e-14,-1.4552505317180231e-18) Dual{Cells()}(-4.0631012903470505e-15,8.226039141346478e-14,-1.3144133166645468e-18) Dual{Cells()}(-2.126388142078464e-22,3.6583369743430216e-14,-1.0631940910564884e-25) Dual{Cells()}(-2.181985563630505e-22,3.6583369828865045e-14,-1.0909928030992854e-25) Dual{Cells()}(-2.240424887961689e-22,3.658336982202526e-14,-1.1202124674450557e-25) Dual{Cells()}(-4.0139826445222825e-15,8.047600515009316e-14,-1.783527062027616e-18) Dual{Cells()}(-4.117475298895366e-15,8.29911392146271e-14,-1.4837123001619787e-18) Dual{Cells()}(-4.180983605171593e-15,8.456361100492891e-14,-1.3336498532471148e-18) Dual{Cells()}(-3.6637877173208634e-15,7.446220516918462e-14,-1.2435413927862725e-18) Dual{Cells()}(-3.626093196289981e-15,7.345640817921105e-14,-1.3560219894026864e-18) Dual{Cells()}(-3.56232529200154e-15,7.178458528364911e-14,-1.5832219312033912e-18) Dual{Cells()}(-3.976682266998774e-15,7.975824483633821e-14,-1.7666590387185797e-18) Dual{Cells()}(-4.0766183057320044e-15,8.21983770244986e-14,-1.4733019372491576e-18) Dual{Cells()}(-4.1377649280869385e-15,8.37191221492842e-14,-1.3266689397296162e-18) Dual{Cells()}(-3.689201288237371e-15,7.495837941863667e-14,-1.2483655588108739e-18) Dual{Cells()}(-3.650375983790899e-15,7.392764611121191e-14,-1.3625262698002275e-18) Dual{Cells()}(-3.5848238363496265e-15,7.221759640810356e-14,-1.593068482126109e-18) Dual{Cells()}(-3.948661208974312e-15,7.921905088750062e-14,-1.7540451323939438e-18) Dual{Cells()}(-4.045953275957567e-15,8.16033810628261e-14,-1.4654806455546274e-18) Dual{Cells()}(-4.1053497283958265e-15,8.308578906472916e-14,-1.321383421410209e-18) Dual{Cells()}(-3.709217463484636e-15,7.53492080311995e-14,-1.2521248855988838e-18) Dual{Cells()}(-3.669490885669358e-15,7.429860702479298e-14,-1.3676206468576028e-18) Dual{Cells()}(-3.602519547465551e-15,7.255817585051882e-14,-1.6008124678171052e-18) Dual{Cells()}(-3.9272025681917895e-15,7.880613421172269e-14,-1.744407666448383e-18) Dual{Cells()}(-4.022487668630258e-15,8.114807187537672e-14,-1.4594835855988972e-18) Dual{Cells()}(-4.080559709760581e-15,8.260146090602524e-14,-1.3173055014010113e-18) Dual{Cells()}(-3.725888848465024e-15,7.567254780562509e-14,-1.2561358883292535e-18) Dual{Cells()}(-3.685419225403506e-15,7.460591826682181e-14,-1.3727457107138075e-18) Dual{Cells()}(-3.617270626210024e-15,7.284072418075926e-14,-1.6081958904261595e-18) Dual{Cells()}(-3.910133381595968e-15,7.847768467532111e-14,-1.7367552014475347e-18) Dual{Cells()}(-4.00383291146054e-15,8.07861124117421e-14,-1.4547073266511127e-18) Dual{Cells()}(-4.060860903256369e-15,8.221662281499983e-14,-1.3140415557959399e-18) Dual{Cells()}(1.19044123206809e-22,3.658333844140163e-14,5.952215581925605e-26) Dual{Cells()}(1.1676861807474935e-22,3.65833385229545e-14,5.838440141905659e-26) Dual{Cells()}(1.1764975811969147e-22,3.65833385075927e-14,5.882497207469507e-26) Dual{Cells()}(-4.008658350575024e-15,8.037355056099599e-14,-1.781113632824565e-18) Dual{Cells()}(-4.111640779114833e-15,8.287792930143805e-14,-1.4822261000942318e-18) Dual{Cells()}(-4.1748097692822065e-15,8.444296963903902e-14,-1.3326569523067807e-18) Dual{Cells()}(-3.6673356630603134e-15,7.453145976492643e-14,-1.2442235849520299e-18) Dual{Cells()}(-3.6294842615781525e-15,7.352220446581029e-14,-1.3569377426059965e-18) Dual{Cells()}(-3.56546853375066e-15,7.184507229126939e-14,-1.5846031164672599e-18) Dual{Cells()}(-3.9727478701942334e-15,7.968253703327597e-14,-1.7648851925909916e-18) Dual{Cells()}(-4.072311197227198e-15,8.21148054629208e-14,-1.4722039985078684e-18) Dual{Cells()}(-4.133210806332941e-15,8.363014006919492e-14,-1.3259291353220326e-18) Dual{Cells()}(-3.691955719031578e-15,7.501216062785103e-14,-1.2488846560954495e-18) Dual{Cells()}(-3.653006944210468e-15,7.397870499932624e-14,-1.3632284768306334e-18) Dual{Cells()}(-3.587260216067711e-15,7.226448831965481e-14,-1.5941344305050033e-18) Dual{Cells()}(-3.9456615811550225e-15,7.916133103046286e-14,-1.7526969272866862e-18) Dual{Cells()}(-4.042672137262707e-15,8.153971710237114e-14,-1.4646427442180248e-18) Dual{Cells()}(-4.101882579866896e-15,8.30180501413007e-14,-1.3208149464814679e-18) Dual{Cells()}(-3.711443531475528e-15,7.539267404782295e-14,-1.2525409472903466e-18) Dual{Cells()}(-3.6716161100231446e-15,7.433985075679653e-14,-1.368185774621516e-18) Dual{Cells()}(-3.6044861856688785e-15,7.259602645155991e-14,-1.6016729832059766e-18) Dual{Cells()}(-3.924865091566568e-15,7.876115556500143e-14,-1.743358994831872e-18) Dual{Cells()}(-4.019932488811254e-15,8.109849303728929e-14,-1.4588298752437214e-18) Dual{Cells()}(-4.0778610705093684e-15,8.254873842033758e-14,-1.3168596511300608e-18) Dual{Cells()}(-3.731136868149529e-15,7.57295769600836e-14,-1.2762559158386724e-18) Dual{Cells()}(-3.690762592876574e-15,7.467199982620973e-14,-1.393150174006762e-18) Dual{Cells()}(-3.622541045868492e-15,7.291379271315221e-14,-1.6302795546977773e-18) Dual{Cells()}(-3.908240450366315e-15,7.84412498918371e-14,-1.735915556886352e-18) Dual{Cells()}(-4.001764582200919e-15,8.074596572948164e-14,-1.4541852818539582e-18) Dual{Cells()}(-4.058677102629818e-15,8.217394209083044e-14,-1.3136866423838005e-18) Dual{Cells()}(1.3124234822004608e-22,3.658333746962658e-14,6.562128116583005e-26) Dual{Cells()}(1.2909109315100723e-22,3.658333755112816e-14,6.454565183678631e-26) Dual{Cells()}(1.3022079698184465e-22,3.6583337535754997e-14,6.511050459654758e-26) Dual{Cells()}(-4.003547006500666e-15,8.02751939776536e-14,-1.7787985087951732e-18) Dual{Cells()}(-4.1060404167944975e-15,8.276926306136736e-14,-1.4807994241080352e-18) Dual{Cells()}(-4.16888435853923e-15,8.432718427763815e-14,-1.3317026634551367e-18) Dual{Cells()}(-3.670767114094265e-15,7.45984554307972e-14,-1.244876427427426e-18) Dual{Cells()}(-3.632763621703803e-15,7.358584547029603e-14,-1.3578167784477416e-18) Dual{Cells()}(-3.5685077600603176e-15,7.190356680520082e-14,-1.5859324084558856e-18) Dual{Cells()}(-3.96894775028216e-15,7.960941317921972e-14,-1.7631728080600654e-18) Dual{Cells()}(-4.0681515335654045e-15,8.203409495372361e-14,-1.4711435064170524e-18) Dual{Cells()}(-4.128812943533635e-15,8.354421205029644e-14,-1.325213903182837e-18) Dual{Cells()}(-3.694630189350142e-15,7.506438089451898e-14,-1.2493881438044193e-18) Dual{Cells()}(-3.65556136194796e-15,7.402827844415955e-14,-1.3639099485732623e-18) Dual{Cells()}(-3.5896254832357204e-15,7.231001148740178e-14,-1.5951693713712143e-18) Dual{Cells()}(-3.942764279701253e-15,7.910557969789779e-14,-1.7513952375918595e-18) Dual{Cells()}(-4.039503227415358e-15,8.147822989610385e-14,-1.4638335345745826e-18) Dual{Cells()}(-4.0985342789837815e-15,8.295263260456082e-14,-1.3202656285546735e-18) Dual{Cells()}(-3.713622961966789e-15,7.543522883585075e-14,-1.252948055306618e-18) Dual{Cells()}(-3.673696679255957e-15,7.438022725503301e-14,-1.368738917539842e-18) Dual{Cells()}(-3.6064113432646274e-15,7.263307834671838e-14,-1.6025153811293845e-18) Dual{Cells()}(-3.9225888374291606e-15,7.871735525540497e-14,-1.7423379538068575e-18) Dual{Cells()}(-4.0174443922922815e-15,8.105021624166083e-14,-1.4581931023792966e-18) Dual{Cells()}(-4.075233405714972e-15,8.249740332808532e-14,-1.316425056654302e-18) Dual{Cells()}(-3.811761628304685e-15,7.664220353108358e-14,-1.6631494904939258e-18) Dual{Cells()}(-3.771866026831287e-15,7.56749577315093e-14,-1.7960734576923826e-18) Dual{Cells()}(-3.7012897107832875e-15,7.397324127673814e-14,-2.083868642326002e-18) Dual{Cells()}(-3.906441421853647e-15,7.840639595005567e-14,-1.735289654430792e-18) Dual{Cells()}(-3.9997944563107755e-15,8.070740696847505e-14,-1.453856037795285e-18) Dual{Cells()}(-4.056592212892943e-15,8.213279137427071e-14,-1.3135206195755023e-18) Dual{Cells()}(1.3153518857365912e-22,3.658333745224573e-14,6.576770164017134e-26) Dual{Cells()}(1.293891277370838e-22,3.6583337533731915e-14,6.469466943048492e-26) Dual{Cells()}(1.3052545750916968e-22,3.658333751837595e-14,6.526283516646568e-26) Dual{Cells()}(-4.043537524684821e-15,8.104732644807136e-14,-1.794898447704264e-18) Dual{Cells()}(-4.149936975257228e-15,8.362475547064695e-14,-1.4899505221933074e-18) Dual{Cells()}(-4.215412631875346e-15,8.524126732568431e-14,-1.3370523319406703e-18) Dual{Cells()}(-3.5100885808654428e-15,7.386115768405398e-14,-6.757725333767254e-19) Dual{Cells()}(-3.4562156865570102e-15,7.221217445200762e-14,-7.541968859081484e-19) Dual{Cells()}(-3.3730563898285086e-15,6.94787814305109e-14,-9.670309595561709e-19) Dual{Cells()}(-3.998222843702849e-15,8.017274889482535e-14,-1.7763974013539693e-18) Dual{Cells()}(-4.1002058936133415e-15,8.265606714466379e-14,-1.479317571357638e-18) Dual{Cells()}(-4.162709665929686e-15,8.420654553434758e-14,-1.330710999645468e-18) Dual{Cells()}(-3.673746603570491e-15,7.465664209245483e-14,-1.2454429915725346e-18) Dual{Cells()}(-3.6356115837465825e-15,7.364112589851215e-14,-1.3585810331249886e-18) Dual{Cells()}(-3.5711472221180846e-15,7.195437051778368e-14,-1.5870923012912037e-18) Dual{Cells()}(-3.963927974138689e-15,7.951283570097192e-14,-1.7609431485564108e-18) Dual{Cells()}(-4.062652105801926e-15,8.192742654891722e-14,-1.4697588118060989e-18) Dual{Cells()}(-4.122992382032822e-15,8.343053202972014e-14,-1.3242821008679064e-18) Dual{Cells()}(-3.696041945609192e-15,7.509198497798452e-14,-1.2496606530943331e-18) Dual{Cells()}(-3.656912478046729e-15,7.40545288591212e-14,-1.3642800694094599e-18) Dual{Cells()}(-3.5908778509082164e-15,7.233411954877316e-14,-1.5957414269120374e-18) Dual{Cells()}(-3.937672672055323e-15,7.90076312248541e-14,-1.7491599373775137e-18) Dual{Cells()}(-4.033926300041623e-15,8.137008547313674e-14,-1.4624368979631165e-18) Dual{Cells()}(-4.09263113787771e-15,8.2837379768683e-14,-1.3193207388016748e-18) Dual{Cells()}(-3.713667653770161e-15,7.54361698922108e-14,-1.2529681671844122e-18) Dual{Cells()}(-3.673744354637618e-15,7.438120458826203e-14,-1.3687681874310009e-18) Dual{Cells()}(-3.6064580679258025e-15,7.263398666851624e-14,-1.6025768249204446e-18) Dual{Cells()}(-3.91986658202516e-15,7.866498123884787e-14,-1.741126723397266e-18) Dual{Cells()}(-4.014467293259299e-15,8.099246975033706e-14,-1.4574352429615921e-18) Dual{Cells()}(-4.072087212316584e-15,8.243596086327646e-14,-1.315907660091406e-18) Dual{Cells()}(-2.3422800536288097e-16,4.558749822967055e-14,-8.12045887997648e-20) Dual{Cells()}(-2.3768748580587233e-16,4.558808937069522e-14,-8.24979874371682e-20) Dual{Cells()}(-2.449397273817086e-16,4.558774015504171e-14,-8.522055324222595e-20) Dual{Cells()}(-4.037466637049466e-15,8.092822671575529e-14,-1.793946254182615e-18) Dual{Cells()}(-4.1432255987075414e-15,8.349124662561309e-14,-1.490025289386943e-18) Dual{Cells()}(-4.208246229397933e-15,8.509695730800435e-14,-1.3377633450062942e-18) Dual{Cells()}(-3.623827503226229e-15,7.403165754354052e-14,-1.1090382300104413e-18) Dual{Cells()}(-3.584822357380788e-15,7.293849926924925e-14,-1.2215518931075682e-18) Dual{Cells()}(-3.5210239672517962e-15,7.119608249647012e-14,-1.4410748561833676e-18) Dual{Cells()}(-3.9934313351987405e-15,8.008054795073246e-14,-1.774232058429316e-18) Dual{Cells()}(-4.094957176721925e-15,8.255422618377777e-14,-1.477981188773365e-18) Dual{Cells()}(-4.157157165885328e-15,8.409805204489772e-14,-1.3298151529362201e-18) Dual{Cells()}(-3.676902537620205e-15,7.471826215222181e-14,-1.246041909163896e-18) Dual{Cells()}(-3.638627303516084e-15,7.369965273831314e-14,-1.3593886717596252e-18) Dual{Cells()}(-3.573941523860017e-15,7.200815161562747e-14,-1.5883155553797941e-18) Dual{Cells()}(-3.960175864669302e-15,7.944063787356205e-14,-1.7592591531647707e-18) Dual{Cells()}(-4.0585452560291966e-15,8.184774633726905e-14,-1.4687141216832715e-18) Dual{Cells()}(-4.118650207922954e-15,8.3345700384581e-14,-1.3235764972632342e-18) Dual{Cells()}(-3.69838214864295e-15,7.513768434888398e-14,-1.2501018978144718e-18) Dual{Cells()}(-3.659147881630982e-15,7.409791532378682e-14,-1.3648778469687841e-18) Dual{Cells()}(-3.5929476773383255e-15,7.237395677625058e-14,-1.596651238917262e-18) Dual{Cells()}(-3.9352869702768624e-15,7.89617187678966e-14,-1.7480826227186518e-18) Dual{Cells()}(-4.031318839688518e-15,8.131948019263933e-14,-1.4617677107809796e-18) Dual{Cells()}(-4.089878190612851e-15,8.278358048325262e-14,-1.3188653709184665e-18) Dual{Cells()}(-3.716046447376394e-15,7.548260580779882e-14,-1.2534110990563834e-18) Dual{Cells()}(-3.67601440440637e-15,7.442524917202659e-14,-1.3693697350112356e-18) Dual{Cells()}(-3.60855802221177e-15,7.267440038115136e-14,-1.6034904373913114e-18) Dual{Cells()}(-3.9178255894082494e-15,7.862570685159093e-14,-1.740208887091745e-18) Dual{Cells()}(-4.0122371289262645e-15,8.094919469410054e-14,-1.456862660541839e-18) Dual{Cells()}(-4.069732776761914e-15,8.23899607251606e-14,-1.3155161332677205e-18) Dual{Cells()}(-3.4187286705334715e-18,3.6979084405018365e-14,-1.676142396549801e-21) Dual{Cells()}(-3.4536756307307325e-18,3.697919040152937e-14,-1.6932987950621868e-21) Dual{Cells()}(-3.525508945493679e-18,3.697941211925363e-14,-1.7285645907755443e-21) Dual{Cells()}(-4.03117893788297e-15,8.080694693738403e-14,-1.791314284200503e-18) Dual{Cells()}(-4.1363249257897776e-15,8.335693957941014e-14,-1.4884912122537368e-18) Dual{Cells()}(-4.200933736579709e-15,8.495352767672917e-14,-1.336825894770662e-18) Dual{Cells()}(-3.649280386761237e-15,7.421951629496353e-14,-1.2244751503003752e-18) Dual{Cells()}(-3.6119308345884514e-15,7.321513767667093e-14,-1.3361236624595258e-18) Dual{Cells()}(-3.548895042836062e-15,7.155135053209043e-14,-1.560760498497998e-18) Dual{Cells()}(-3.988804806414653e-15,7.999152191155381e-14,-1.77214308950115e-18) Dual{Cells()}(-4.089889779862645e-15,8.245590386506153e-14,-1.4766910798499092e-18) Dual{Cells()}(-4.15179693605603e-15,8.39933171129225e-14,-1.328949422435741e-18) Dual{Cells()}(-3.679947239793601e-15,7.477771126171724e-14,-1.2466190562604301e-18) Dual{Cells()}(-3.641536542666621e-15,7.375611345631915e-14,-1.3601674665827101e-18) Dual{Cells()}(-3.576636871054857e-15,7.206002814579934e-14,-1.589495849665149e-18) Dual{Cells()}(-3.956513833001372e-15,7.937017371250584e-14,-1.7576170870692505e-18) Dual{Cells()}(-4.054537311410411e-15,8.176998600983402e-14,-1.4676948033589085e-18) Dual{Cells()}(-4.114412802345831e-15,8.326291741907986e-14,-1.3228874678257262e-18) Dual{Cells()}(-3.700628215601576e-15,7.518154657940958e-14,-1.2505252504213996e-18) Dual{Cells()}(-3.661293328961897e-15,7.413955655488487e-14,-1.3654516647478611e-18) Dual{Cells()}(-3.594934093834367e-15,7.241218865901996e-14,-1.5975251479495087e-18) Dual{Cells()}(-3.932951697756714e-15,7.891677943272264e-14,-1.747027117162085e-18) Dual{Cells()}(-4.02876662492274e-15,8.126995104652869e-14,-1.4611111720608249e-18) Dual{Cells()}(-4.087183649668706e-15,8.273092783367266e-14,-1.3184178049251391e-18) Dual{Cells()}(-3.7183499238943114e-15,7.552757485041536e-14,-1.2538385743800884e-18) Dual{Cells()}(-3.678212465866442e-15,7.446789957038822e-14,-1.369950997406401e-18) Dual{Cells()}(-3.610591207693983e-15,7.271353077515059e-14,-1.604374224512707e-18) Dual{Cells()}(-3.915824244116828e-15,7.858719536439836e-14,-1.7393095862018202e-18) Dual{Cells()}(-4.010050366659756e-15,8.090676196978104e-14,-1.4563014903067888e-18) Dual{Cells()}(-4.0674241958299576e-15,8.234485682942742e-14,-1.3151323051596774e-18) Dual{Cells()}(-1.5559737405327196e-19,3.660360501008683e-14,-7.771992916103903e-23) Dual{Cells()}(-1.5713988107183097e-19,3.660361120007499e-14,-7.849044801034606e-23) Dual{Cells()}(-1.6029741089305393e-19,3.660362406428624e-14,-8.0067710500419e-23) Dual{Cells()}(-4.025114085995212e-15,8.069021310384819e-14,-1.78858106441311e-18) Dual{Cells()}(-4.129675206649135e-15,8.322787166396421e-14,-1.4868197900612288e-18) Dual{Cells()}(-4.193894081309208e-15,8.481591039059086e-14,-1.3357215880743819e-18) Dual{Cells()}(-3.655898239677929e-15,7.431188131750968e-14,-1.2405199643566972e-18) Dual{Cells()}(-3.618528274874206e-15,7.331268092876548e-14,-1.3524884806005675e-18) Dual{Cells()}(-3.555287713690653e-15,7.16514685469809e-14,-1.5785851069115105e-18) Dual{Cells()}(-3.984332105703738e-15,7.990545621917484e-14,-1.7701252914066744e-18) Dual{Cells()}(-4.084991422031475e-15,8.236086197242638e-14,-1.4754440968181259e-18) Dual{Cells()}(-4.1466159296387296e-15,8.389208579614384e-14,-1.3281117782743307e-18) Dual{Cells()}(-3.682884030200761e-15,7.483505421345647e-14,-1.2471751624266405e-18) Dual{Cells()}(-3.644342501402877e-15,7.38105701625577e-14,-1.3609183451787466e-18) Dual{Cells()}(-3.5792362646585235e-15,7.211005786302609e-14,-1.5906345275050329e-18) Dual{Cells()}(-3.9529339276812e-15,7.930129036928948e-14,-1.7560132481790716e-18) Dual{Cells()}(-4.050619538144646e-15,8.16939763629909e-14,-1.4666985498506692e-18) Dual{Cells()}(-4.110270903947851e-15,8.318200246528863e-14,-1.3222134577585247e-18) Dual{Cells()}(-3.702780673480044e-15,7.52235821840636e-14,-1.250930800888182e-18) Dual{Cells()}(-3.663349343317491e-15,7.417946290987886e-14,-1.3660016388175637e-18) Dual{Cells()}(-3.596837607981773e-15,7.244882509255921e-14,-1.5983633417027904e-18) Dual{Cells()}(-3.930664657456604e-15,7.887276865912416e-14,-1.745994118346686e-18) Dual{Cells()}(-4.026267197962454e-15,8.122144709980677e-14,-1.460468343057988e-18) Dual{Cells()}(-4.084544861208108e-15,8.267936581460409e-14,-1.3179793685151305e-18) Dual{Cells()}(-3.720580772173376e-15,7.557112387315351e-14,-1.2542534561440629e-18) Dual{Cells()}(-3.680341156889264e-15,7.450920194045267e-14,-1.3705149911435687e-18) Dual{Cells()}(-3.612560102672504e-15,7.275142206660897e-14,-1.6052316478057252e-18) Dual{Cells()}(-3.913860530713348e-15,7.854940817561087e-14,-1.738427760496505e-18) Dual{Cells()}(-4.007904802642845e-15,8.086512907345232e-14,-1.4557510295652541e-18) Dual{Cells()}(-4.065159143167117e-15,8.230060404594275e-14,-1.3147556567650806e-18) Dual{Cells()}(-7.75782387409012e-21,3.6584220199332634e-14,-3.878746998887813e-24) Dual{Cells()}(-7.837771984213041e-21,3.6584220474586885e-14,-3.9187194683123795e-24) Dual{Cells()}(-7.996367100248904e-21,3.6584220883572137e-14,-3.998013891815425e-24) Dual{Cells()}(-4.019296867494282e-15,8.057827062130871e-14,-1.7859423341527725e-18) Dual{Cells()}(-4.123298497236479e-15,8.310413832811677e-14,-1.4851978187646303e-18) Dual{Cells()}(-4.187144814371184e-15,8.468401751545934e-14,-1.334641406140292e-18) Dual{Cells()}(-3.6599138157274395e-15,7.438683646875092e-14,-1.2426968111758227e-18) Dual{Cells()}(-3.622389273595889e-15,7.338474746299965e-14,-1.3549234915857992e-18) Dual{Cells()}(-3.558890359251616e-15,7.171863870488034e-14,-1.5816129585335542e-18) Dual{Cells()}(-3.98000275362848e-15,7.982214923578259e-14,-1.7681738012311098e-18) Dual{Cells()}(-4.080250565346157e-15,8.226887668611961e-14,-1.474237297678704e-18) Dual{Cells()}(-4.141601891531745e-15,8.379411860522423e-14,-1.3273003231232518e-18) Dual{Cells()}(-3.685715889423814e-15,7.489034918214874e-14,-1.247710884644819e-18) Dual{Cells()}(-3.647048053849321e-15,7.38630786458942e-14,-1.3616421420437474e-18) Dual{Cells()}(-3.581742401042627e-15,7.21582926634308e-14,-1.5917327978216636e-18) Dual{Cells()}(-3.949427854460726e-15,7.92338307461823e-14,-1.754442007495044e-18) Dual{Cells()}(-4.046782883113559e-15,8.161954534364376e-14,-1.465721210250674e-18) Dual{Cells()}(-4.106214974169447e-15,8.310277372795189e-14,-1.3215510334631431e-18) Dual{Cells()}(-3.704839410105146e-15,7.526379218940073e-14,-1.2513172962926838e-18) Dual{Cells()}(-3.665315814084674e-15,7.421763491044767e-14,-1.366526511312229e-18) Dual{Cells()}(-3.5986581165214385e-15,7.248386605689115e-14,-1.5991645032570052e-18) Dual{Cells()}(-3.9284233445113695e-15,7.882963812322609e-14,-1.7449825493450007e-18) Dual{Cells()}(-4.023817812204955e-15,8.117391488341618e-14,-1.4598385944041441e-18) Dual{Cells()}(-4.081958918626584e-15,8.262883740457947e-14,-1.3175496721499813e-18) Dual{Cells()}(-3.722746446712711e-15,7.561332077633199e-14,-1.2546894141024638e-18) Dual{Cells()}(-3.682408112388108e-15,7.454924029668674e-14,-1.3710957391857136e-18) Dual{Cells()}(-3.614472294422556e-15,7.278817193671395e-14,-1.6060993509449586e-18) Dual{Cells()}(-3.9119324662606344e-15,7.851230714471791e-14,-1.737562492081737e-18) Dual{Cells()}(-4.005798265037293e-15,8.08242538896172e-14,-1.455210707781853e-18) Dual{Cells()}(-4.062935322085425e-15,8.225715752901774e-14,-1.314385801403425e-18) Dual{Cells()}(-2.202778975624525e-22,3.6583371793368304e-14,-1.1013894005234538e-25) Dual{Cells()}(-2.2577641669172997e-22,3.6583371876097965e-14,-1.1288819947992777e-25) Dual{Cells()}(-2.317502624437533e-22,3.658337187236267e-14,-1.1587512229575343e-25) Dual{Cells()}(-4.0137142025840436e-15,8.047084419769846e-14,-1.7834106860124985e-18) Dual{Cells()}(-4.117179855178894e-15,8.298541592733369e-14,-1.4836398830264149e-18) Dual{Cells()}(-4.1806694685317455e-15,8.455748348966517e-14,-1.333601942415986e-18) Dual{Cells()}(-3.663571890944225e-15,7.445800158013097e-14,-1.243500137840557e-18) Dual{Cells()}(-3.625887386095992e-15,7.34524219995313e-14,-1.3559672038970585e-18) Dual{Cells()}(-3.562134747751581e-15,7.178092059221095e-14,-1.5831415923448185e-18) Dual{Cells()}(-3.975806854448628e-15,7.974141052647642e-14,-1.766284063846527e-18) Dual{Cells()}(-4.075656316689225e-15,8.217973665373508e-14,-1.4730679311583376e-18) Dual{Cells()}(-4.136743252624056e-15,8.369918941022514e-14,-1.3265132871582502e-18) Dual{Cells()}(-3.68844546394945e-15,7.494364782868337e-14,-1.2482268100584479e-18) Dual{Cells()}(-3.649655753494516e-15,7.391368847816703e-14,-1.3623396015402107e-18) Dual{Cells()}(-3.584157677358314e-15,7.220477868646318e-14,-1.5927917387251786e-18) Dual{Cells()}(-3.945981998870612e-15,7.916756068139439e-14,-1.75287633770616e-18) Dual{Cells()}(-4.0430131274120665e-15,8.15464569759333e-14,-1.4647383456909625e-18) Dual{Cells()}(-4.102230747267017e-15,8.302500361697052e-14,-1.3208762308598044e-18) Dual{Cells()}(-3.70680074724717e-15,7.530214455002418e-14,-1.2516679562479799e-18) Dual{Cells()}(-3.6671888867399855e-15,7.425403048270052e-14,-1.3670094290183122e-18) Dual{Cells()}(-3.60039171925747e-15,7.251726078609097e-14,-1.5999107418526779e-18) Dual{Cells()}(-3.926225312847955e-15,7.878734072228432e-14,-1.7439912953337533e-18) Dual{Cells()}(-4.0214157870141486e-15,8.112730233471979e-14,-1.459221248646032e-18) Dual{Cells()}(-4.079422986426184e-15,8.257928713291869e-14,-1.3171282700073913e-18) Dual{Cells()}(-3.724986569606559e-15,7.565496062953682e-14,-1.2559728457071903e-18) Dual{Cells()}(-3.6845603005799855e-15,7.458927302197877e-14,-1.372524607822724e-18) Dual{Cells()}(-3.6164773358764486e-15,7.282546099292978e-14,-1.6078659602158664e-18) Dual{Cells()}(-3.910038119938675e-15,7.847585474232928e-14,-1.7367131901092913e-18) Dual{Cells()}(-4.003728631818896e-15,8.078409472165557e-14,-1.454680260635572e-18) Dual{Cells()}(-4.0607504803843325e-15,8.221447260892472e-14,-1.3140226604204835e-18) Dual{Cells()}(1.1194237050233969e-22,3.658334035358971e-14,5.597126872600402e-26) Dual{Cells()}(1.097243850570842e-22,3.6583340432614866e-14,5.486227431995811e-26) Dual{Cells()}(1.1048483525145618e-22,3.658334042015396e-14,5.524249992742968e-26) Dual{Cells()}(-4.008350581630855e-15,8.03676332836736e-14,-1.7809804739508887e-18) Dual{Cells()}(-4.1113021308413375e-15,8.287136875930524e-14,-1.4821432190717338e-18) Dual{Cells()}(-4.174449756153885e-15,8.443594698153618e-14,-1.3326020899556451e-18) Dual{Cells()}(-3.667085957294929e-15,7.452659566583955e-14,-1.2441761868512068e-18) Dual{Cells()}(-3.629246165827529e-15,7.351759246675287e-14,-1.3568746647285125e-18) Dual{Cells()}(-3.565248124627648e-15,7.184083285332769e-14,-1.5845104489844704e-18) Dual{Cells()}(-3.971735008687972e-15,7.966305923400656e-14,-1.7644517476423214e-18) Dual{Cells()}(-4.071198333111468e-15,8.209324123849307e-14,-1.4719333689901663e-18) Dual{Cells()}(-4.132029031381436e-15,8.360708362467591e-14,-1.3257489675338216e-18) Dual{Cells()}(-3.6910750680614375e-15,7.499499533654789e-14,-1.2487234573782848e-18) Dual{Cells()}(-3.652167835232012e-15,7.396244305354993e-14,-1.363011379296018e-18) Dual{Cells()}(-3.58648419371935e-15,7.224955635656382e-14,-1.5938122991179358e-18) Dual{Cells()}(-3.9425424766636295e-15,7.910156311868638e-14,-1.7512056426686725e-18) Dual{Cells()}(-4.039255275982597e-15,8.147381911988129e-14,-1.4636474442540325e-18) Dual{Cells()}(-4.09826475605921e-15,8.294787271016713e-14,-1.3200871802951061e-18) Dual{Cells()}(-3.708633449836103e-15,7.533822930388991e-14,-1.2518972928829226e-18) Dual{Cells()}(-3.668936370726231e-15,7.428818854174916e-14,-1.3673642207154676e-18) Dual{Cells()}(-3.602006413962721e-15,7.25485131433006e-14,-1.6005102505369757e-18) Dual{Cells()}(-3.924068168007197e-15,7.87458304022366e-14,-1.743019228776698e-18) Dual{Cells()}(-4.019058499957629e-15,8.108155860062114e-14,-1.4586156045651246e-18) Dual{Cells()}(-4.076934292332867e-15,8.253066086750477e-14,-1.316714685144321e-18) Dual{Cells()}(-3.73039878569099e-15,7.571518738262501e-14,-1.2761222751837467e-18) Dual{Cells()}(-3.690059717049306e-15,7.465837306126959e-14,-1.3929695556898824e-18) Dual{Cells()}(-3.621891760997996e-15,7.290129307862905e-14,-1.6300102072980365e-18) Dual{Cells()}(-3.908177076503174e-15,7.844003327761125e-14,-1.735887057645737e-18) Dual{Cells()}(-4.001695266875344e-15,8.074462564476914e-14,-1.4541667315190438e-18) Dual{Cells()}(-4.058603749874484e-15,8.217251511470477e-14,-1.3136735037451203e-18) Dual{Cells()}(1.2450541592394998e-22,3.658333928409124e-14,6.225280411834328e-26) Dual{Cells()}(1.2240871215226302e-22,3.658333936319518e-14,6.120445057740632e-26) Dual{Cells()}(1.234239021222405e-22,3.658333935057561e-14,6.171204627701178e-26) Dual{Cells()}(-4.003191358236087e-15,8.026835589478241e-14,-1.778644922652249e-18) Dual{Cells()}(-4.105649171244004e-15,8.276168323953836e-14,-1.4807038035218274e-18) Dual{Cells()}(-4.1684684976545e-15,8.431907191836494e-14,-1.3316393339673487e-18) Dual{Cells()}(-3.670475767507159e-15,7.45927794997787e-14,-1.2448214847698204e-18) Dual{Cells()}(-3.6324858466427965e-15,7.358046433041364e-14,-1.3577435128442218e-18) Dual{Cells()}(-3.568250650146165e-15,7.189862106473128e-14,-1.5858245902855056e-18) Dual{Cells()}(-3.967778251912606e-15,7.958692284515877e-14,-1.762672756833126e-18) Dual{Cells()}(-4.06686675230844e-15,8.200919908999192e-14,-1.4708311299646101e-18) Dual{Cells()}(-4.127448757503759e-15,8.351759660926431e-14,-1.3250057607955364e-18) Dual{Cells()}(-3.693606682022977e-15,7.504443037613446e-14,-1.2492012774474124e-18) Dual{Cells()}(-3.654586213847983e-15,7.400937955920818e-14,-1.3636580425359118e-18) Dual{Cells()}(-3.588723752074052e-15,7.229266036125632e-14,-1.5947952987820109e-18) Dual{Cells()}(-3.940105812268356e-15,7.905448680963525e-14,-1.750237055058641e-18) Dual{Cells()}(-4.03658643358563e-15,8.142175643854756e-14,-1.4630974692762128e-18) Dual{Cells()}(-4.095440550521426e-15,8.289233833075096e-14,-1.3197621377752908e-18) Dual{Cells()}(-3.711207764565339e-15,7.538819355131691e-14,-1.2524926827428867e-18) Dual{Cells()}(-3.671396427361355e-15,7.433568380580265e-14,-1.3681290654471326e-18) Dual{Cells()}(-3.604285525130587e-15,7.259220160244692e-14,-1.6016147976305838e-18) Dual{Cells()}(-3.921949531514398e-15,7.870506156561293e-14,-1.742065122440076e-18) Dual{Cells()}(-4.01674335003286e-15,8.10366334569577e-14,-1.4580208576520066e-18) Dual{Cells()}(-4.074490090629642e-15,8.248290526792683e-14,-1.3163083308875368e-18) Dual{Cells()}(-3.811149731952676e-15,7.663024019487004e-14,-1.6630398844923278e-18) Dual{Cells()}(-3.771280773180681e-15,7.56635513518932e-14,-1.795930008665314e-18) Dual{Cells()}(-3.700748061555319e-15,7.396273472803431e-14,-2.0836537834162097e-18) Dual{Cells()}(-3.906394117265019e-15,7.840548840513131e-14,-1.735267963092136e-18) Dual{Cells()}(-3.999742760527407e-15,8.070640834852476e-14,-1.4538417776510264e-18) Dual{Cells()}(-4.0565375409026074e-15,8.213172885718168e-14,-1.3135103806357965e-18) Dual{Cells()}(1.2502358821002824e-22,3.658333920586889e-14,6.251189089899464e-26) Dual{Cells()}(1.229300813757059e-22,3.658333928504216e-14,6.146513582495795e-26) Dual{Cells()}(1.23955679736515e-22,3.658333927234726e-14,6.197793572941152e-26)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437], [47278 47290 47302 47312 47322 47334 47492 47506 47520 47532 47544 47558 47724 47738 47752 47764 47776 47790 47956 47970 47984 47996 48008 48022 48188 48202 48216 48228 48240 48254 48416 48430 48444 48456 48468 48482 48648 48662 48676 48688 48700 48714 48880 48894 48908 48920 48932 48946 49112 49126 49140 49152 49164 49178 49344 49358 49372 49384 49396 49410 49572 49586 49600 49612 49624 49638 49804 49818 49832 49844 49856 49870 50036 50050 50064 50076 50088 50102 50268 50282 50296 50308 50320 50334 50500 50514 50528 50540 50552 50566 50728 50742 50756 50768 50780 50794 50960 50974 50988 51000 51012 51026 51192 51206 51220 51232 51244 51258 51424 51438 51452 51464 51476 51490 51656 51670 51684 51696 51708 51722 51884 51898 51912 51924 51936 51950 52116 52130 52144 52156 52168 52182 52348 52362 52376 52388 52400 52414 52580 52594 52608 52620 52632 52646 52812 52826 52840 52852 52864 52878 53040 53054 53068 53080 53092 53106 53272 53286 53300 53312 53324 53338 53504 53518 53532 53544 53556 53570 53736 53750 53764 53776 53788 53802 53968 53982 53996 54008 54020 54034 54196 54210 54224 54236 54248 54262 54428 54442 54456 54468 54480 54494 54660 54674 54688 54700 54712 54726 54892 54906 54920 54932 54944 54958 55124 55138 55152 55164 55176 55190 55352 55366 55380 55392 55404 55418 55584 55598 55612 55624 55636 55650 55816 55830 55844 55856 55868 55882 56048 56062 56076 56088 56100 56114 56262 56274 56286 56296 56306 56318 56454 56466 56478 56488 56498 56510 56668 56682 56696 56708 56720 56734 56900 56914 56928 56940 56952 56966 57132 57146 57160 57172 57184 57198 57364 57378 57392 57404 57416 57430 57592 57606 57620 57632 57644 57658 57824 57838 57852 57864 57876 57890 58056 58070 58084 58096 58108 58122 58288 58302 58316 58328 58340 58354 58520 58534 58548 58560 58572 58586 58748 58762 58776 58788 58800 58814 58980 58994 59008 59020 59032 59046 59212 59226 59240 59252 59264 59278 59444 59458 59472 59484 59496 59510 59676 59690 59704 59716 59728 59742 59904 59918 59932 59944 59956 59970 60136 60150 60164 60176 60188 60202 60368 60382 60396 60408 60420 60434 60600 60614 60628 60640 60652 60666 60832 60846 60860 60872 60884 60898 61060 61074 61088 61100 61112 61126 61292 61306 61320 61332 61344 61358 61524 61538 61552 61564 61576 61590 61756 61770 61784 61796 61808 61822 61988 62002 62016 62028 62040 62054 62216 62230 62244 62256 62268 62282 62448 62462 62476 62488 62500 62514 62680 62694 62708 62720 62732 62746 62912 62926 62940 62952 62964 62978 63144 63158 63172 63184 63196 63210 63372 63386 63400 63412 63424 63438 63604 63618 63632 63644 63656 63670 63836 63850 63864 63876 63888 63902 64068 64082 64096 64108 64120 64134 64300 64314 64328 64340 64352 64366 64528 64542 64556 64568 64580 64594 64760 64774 64788 64800 64812 64826 64992 65006 65020 65032 65044 65058 65224 65238 65252 65264 65276 65290 65438 65450 65462 65472 65482 65494; 65630 65642 65654 65664 65674 65686 65844 65858 65872 65884 65896 65910 66076 66090 66104 66116 66128 66142 66308 66322 66336 66348 66360 66374 66540 66554 66568 66580 66592 66606 66768 66782 66796 66808 66820 66834 67000 67014 67028 67040 67052 67066 67232 67246 67260 67272 67284 67298 67464 67478 67492 67504 67516 67530 67696 67710 67724 67736 67748 67762 67924 67938 67952 67964 67976 67990 68156 68170 68184 68196 68208 68222 68388 68402 68416 68428 68440 68454 68620 68634 68648 68660 68672 68686 68852 68866 68880 68892 68904 68918 69080 69094 69108 69120 69132 69146 69312 69326 69340 69352 69364 69378 69544 69558 69572 69584 69596 69610 69776 69790 69804 69816 69828 69842 70008 70022 70036 70048 70060 70074 70236 70250 70264 70276 70288 70302 70468 70482 70496 70508 70520 70534 70700 70714 70728 70740 70752 70766 70932 70946 70960 70972 70984 70998 71164 71178 71192 71204 71216 71230 71392 71406 71420 71432 71444 71458 71624 71638 71652 71664 71676 71690 71856 71870 71884 71896 71908 71922 72088 72102 72116 72128 72140 72154 72320 72334 72348 72360 72372 72386 72548 72562 72576 72588 72600 72614 72780 72794 72808 72820 72832 72846 73012 73026 73040 73052 73064 73078 73244 73258 73272 73284 73296 73310 73476 73490 73504 73516 73528 73542 73704 73718 73732 73744 73756 73770 73936 73950 73964 73976 73988 74002 74168 74182 74196 74208 74220 74234 74400 74414 74428 74440 74452 74466 74614 74626 74638 74648 74658 74670 74806 74818 74830 74840 74850 74862 75020 75034 75048 75060 75072 75086 75252 75266 75280 75292 75304 75318 75484 75498 75512 75524 75536 75550 75716 75730 75744 75756 75768 75782 75944 75958 75972 75984 75996 76010 76176 76190 76204 76216 76228 76242 76408 76422 76436 76448 76460 76474 76640 76654 76668 76680 76692 76706 76872 76886 76900 76912 76924 76938 77100 77114 77128 77140 77152 77166 77332 77346 77360 77372 77384 77398 77564 77578 77592 77604 77616 77630 77796 77810 77824 77836 77848 77862 78028 78042 78056 78068 78080 78094 78256 78270 78284 78296 78308 78322 78488 78502 78516 78528 78540 78554 78720 78734 78748 78760 78772 78786 78952 78966 78980 78992 79004 79018 79184 79198 79212 79224 79236 79250 79412 79426 79440 79452 79464 79478 79644 79658 79672 79684 79696 79710 79876 79890 79904 79916 79928 79942 80108 80122 80136 80148 80160 80174 80340 80354 80368 80380 80392 80406 80568 80582 80596 80608 80620 80634 80800 80814 80828 80840 80852 80866 81032 81046 81060 81072 81084 81098 81264 81278 81292 81304 81316 81330 81496 81510 81524 81536 81548 81562 81724 81738 81752 81764 81776 81790 81956 81970 81984 81996 82008 82022 82188 82202 82216 82228 82240 82254 82420 82434 82448 82460 82472 82486 82652 82666 82680 82692 82704 82718 82880 82894 82908 82920 82932 82946 83112 83126 83140 83152 83164 83178 83344 83358 83372 83384 83396 83410 83576 83590 83604 83616 83628 83642 83790 83802 83814 83824 83834 83846], nothing, 480, 1440, Jutul.TrivialGlobalMap()),), target_entities = [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], offdiagonal_alignment = (from_source = (Cells = [47278 47290 47302 47312 47322 47334 47492 47506 47520 47532 47544 47558 47724 47738 47752 47764 47776 47790 47956 47970 47984 47996 48008 48022 48188 48202 48216 48228 48240 48254 48416 48430 48444 48456 48468 48482 48648 48662 48676 48688 48700 48714 48880 48894 48908 48920 48932 48946 49112 49126 49140 49152 49164 49178 49344 49358 49372 49384 49396 49410 49572 49586 49600 49612 49624 49638 49804 49818 49832 49844 49856 49870 50036 50050 50064 50076 50088 50102 50268 50282 50296 50308 50320 50334 50500 50514 50528 50540 50552 50566 50728 50742 50756 50768 50780 50794 50960 50974 50988 51000 51012 51026 51192 51206 51220 51232 51244 51258 51424 51438 51452 51464 51476 51490 51656 51670 51684 51696 51708 51722 51884 51898 51912 51924 51936 51950 52116 52130 52144 52156 52168 52182 52348 52362 52376 52388 52400 52414 52580 52594 52608 52620 52632 52646 52812 52826 52840 52852 52864 52878 53040 53054 53068 53080 53092 53106 53272 53286 53300 53312 53324 53338 53504 53518 53532 53544 53556 53570 53736 53750 53764 53776 53788 53802 53968 53982 53996 54008 54020 54034 54196 54210 54224 54236 54248 54262 54428 54442 54456 54468 54480 54494 54660 54674 54688 54700 54712 54726 54892 54906 54920 54932 54944 54958 55124 55138 55152 55164 55176 55190 55352 55366 55380 55392 55404 55418 55584 55598 55612 55624 55636 55650 55816 55830 55844 55856 55868 55882 56048 56062 56076 56088 56100 56114 56262 56274 56286 56296 56306 56318 56454 56466 56478 56488 56498 56510 56668 56682 56696 56708 56720 56734 56900 56914 56928 56940 56952 56966 57132 57146 57160 57172 57184 57198 57364 57378 57392 57404 57416 57430 57592 57606 57620 57632 57644 57658 57824 57838 57852 57864 57876 57890 58056 58070 58084 58096 58108 58122 58288 58302 58316 58328 58340 58354 58520 58534 58548 58560 58572 58586 58748 58762 58776 58788 58800 58814 58980 58994 59008 59020 59032 59046 59212 59226 59240 59252 59264 59278 59444 59458 59472 59484 59496 59510 59676 59690 59704 59716 59728 59742 59904 59918 59932 59944 59956 59970 60136 60150 60164 60176 60188 60202 60368 60382 60396 60408 60420 60434 60600 60614 60628 60640 60652 60666 60832 60846 60860 60872 60884 60898 61060 61074 61088 61100 61112 61126 61292 61306 61320 61332 61344 61358 61524 61538 61552 61564 61576 61590 61756 61770 61784 61796 61808 61822 61988 62002 62016 62028 62040 62054 62216 62230 62244 62256 62268 62282 62448 62462 62476 62488 62500 62514 62680 62694 62708 62720 62732 62746 62912 62926 62940 62952 62964 62978 63144 63158 63172 63184 63196 63210 63372 63386 63400 63412 63424 63438 63604 63618 63632 63644 63656 63670 63836 63850 63864 63876 63888 63902 64068 64082 64096 64108 64120 64134 64300 64314 64328 64340 64352 64366 64528 64542 64556 64568 64580 64594 64760 64774 64788 64800 64812 64826 64992 65006 65020 65032 65044 65058 65224 65238 65252 65264 65276 65290 65438 65450 65462 65472 65482 65494; 65630 65642 65654 65664 65674 65686 65844 65858 65872 65884 65896 65910 66076 66090 66104 66116 66128 66142 66308 66322 66336 66348 66360 66374 66540 66554 66568 66580 66592 66606 66768 66782 66796 66808 66820 66834 67000 67014 67028 67040 67052 67066 67232 67246 67260 67272 67284 67298 67464 67478 67492 67504 67516 67530 67696 67710 67724 67736 67748 67762 67924 67938 67952 67964 67976 67990 68156 68170 68184 68196 68208 68222 68388 68402 68416 68428 68440 68454 68620 68634 68648 68660 68672 68686 68852 68866 68880 68892 68904 68918 69080 69094 69108 69120 69132 69146 69312 69326 69340 69352 69364 69378 69544 69558 69572 69584 69596 69610 69776 69790 69804 69816 69828 69842 70008 70022 70036 70048 70060 70074 70236 70250 70264 70276 70288 70302 70468 70482 70496 70508 70520 70534 70700 70714 70728 70740 70752 70766 70932 70946 70960 70972 70984 70998 71164 71178 71192 71204 71216 71230 71392 71406 71420 71432 71444 71458 71624 71638 71652 71664 71676 71690 71856 71870 71884 71896 71908 71922 72088 72102 72116 72128 72140 72154 72320 72334 72348 72360 72372 72386 72548 72562 72576 72588 72600 72614 72780 72794 72808 72820 72832 72846 73012 73026 73040 73052 73064 73078 73244 73258 73272 73284 73296 73310 73476 73490 73504 73516 73528 73542 73704 73718 73732 73744 73756 73770 73936 73950 73964 73976 73988 74002 74168 74182 74196 74208 74220 74234 74400 74414 74428 74440 74452 74466 74614 74626 74638 74648 74658 74670 74806 74818 74830 74840 74850 74862 75020 75034 75048 75060 75072 75086 75252 75266 75280 75292 75304 75318 75484 75498 75512 75524 75536 75550 75716 75730 75744 75756 75768 75782 75944 75958 75972 75984 75996 76010 76176 76190 76204 76216 76228 76242 76408 76422 76436 76448 76460 76474 76640 76654 76668 76680 76692 76706 76872 76886 76900 76912 76924 76938 77100 77114 77128 77140 77152 77166 77332 77346 77360 77372 77384 77398 77564 77578 77592 77604 77616 77630 77796 77810 77824 77836 77848 77862 78028 78042 78056 78068 78080 78094 78256 78270 78284 78296 78308 78322 78488 78502 78516 78528 78540 78554 78720 78734 78748 78760 78772 78786 78952 78966 78980 78992 79004 79018 79184 79198 79212 79224 79236 79250 79412 79426 79440 79452 79464 79478 79644 79658 79672 79684 79696 79710 79876 79890 79904 79916 79928 79942 80108 80122 80136 80148 80160 80174 80340 80354 80368 80380 80392 80406 80568 80582 80596 80608 80620 80634 80800 80814 80828 80840 80852 80866 81032 81046 81060 81072 81084 81098 81264 81278 81292 81304 81316 81330 81496 81510 81524 81536 81548 81562 81724 81738 81752 81764 81776 81790 81956 81970 81984 81996 82008 82022 82188 82202 82216 82228 82240 82254 82420 82434 82448 82460 82472 82486 82652 82666 82680 82692 82704 82718 82880 82894 82908 82920 82932 82946 83112 83126 83140 83152 83164 83178 83344 83358 83372 83384 83396 83410 83576 83590 83604 83616 83628 83642 83790 83802 83814 83824 83834 83846],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 480, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(1.8533650999754378e-10,0.05378445818014451,9.266883509138748e-14) Dual{Cells()}(1.8855934573275523e-10,0.05445017609542235,9.42802630437663e-14) Dual{Cells()}(1.9274625478852285e-10,0.05511589403119249,9.637373067722579e-14) Dual{Cells()}(0.000513681033609736,0.029043496879352433,3.932706113975081e-7) Dual{Cells()}(0.0005212293199094249,0.030306885432494608,3.777289937630461e-7) Dual{Cells()}(0.0005263740356218478,0.031183301994785848,3.426232155528836e-7) Dual{Cells()}(0.00044215884053936023,0.054820085959845624,1.8943532642787779e-7) Dual{Cells()}(0.0004457494514759829,0.05379661726421317,2.0801215875803304e-7) Dual{Cells()}(0.0004510334233241751,0.05311432629501716,2.193510793952067e-7) Dual{Cells()}(0.0005932365195811405,0.03494419121195199,4.503749475150738e-7) Dual{Cells()}(0.0006007325557534323,0.03637994923275791,4.321741890734099e-7) Dual{Cells()}(0.0006057976347159971,0.0374276185598332,3.922233340459872e-7) Dual{Cells()}(0.0005473010190604928,0.05039408624915082,3.3432421301796877e-7) Dual{Cells()}(0.0005517509695054273,0.04951950475513771,3.6761868824757197e-7) Dual{Cells()}(0.0005566902064366522,0.04876340316964838,3.8742841885497335e-7) Dual{Cells()}(0.0006727676639731892,0.04085723107991386,5.07197441223488e-7) Dual{Cells()}(0.0006802466454324785,0.042462663441785384,4.863692580827403e-7) Dual{Cells()}(0.0006852354784459473,0.043676008669532286,4.415775286209158e-7) Dual{Cells()}(0.0006269823763165727,0.05662376191627218,3.8403887588007346e-7) Dual{Cells()}(0.0006315050033471111,0.055591131286692776,4.222710743807222e-7) Dual{Cells()}(0.0006364137394803297,0.05466899908015152,4.447190411622081e-7) Dual{Cells()}(0.0007524147070196112,0.046764365035200935,5.642607071363402e-7) Dual{Cells()}(0.0007599032406333655,0.04853731572566296,5.408012251017877e-7) Dual{Cells()}(0.0007648262701856787,0.04991214031380776,4.911260050738984e-7) Dual{Cells()}(0.0007067424516664797,0.06284712498440896,4.338352012974966e-7) Dual{Cells()}(0.0007113269530627591,0.06165824288062208,4.77016313377362e-7) Dual{Cells()}(0.0007161937035348701,0.06057108683389751,5.021032150724381e-7) Dual{Cells()}(0.0008322008440043631,0.05266625275389081,6.215547334024534e-7) Dual{Cells()}(0.0008397178524310674,0.05460533175712434,5.954560490242972e-7) Dual{Cells()}(0.0008445824145485992,0.05613880670766749,5.40858372672378e-7) Dual{Cells()}(1.1491589350320221e-9,0.05501737954518481,5.74599553725689e-13) Dual{Cells()}(1.168528719672699e-9,0.055683088251616615,5.842847844552556e-13) Dual{Cells()}(1.1935742227816699e-9,0.05634879708091986,5.968079737414858e-13) Dual{Cells()}(0.0005237436259121656,0.02976590333713038,4.0085281961011016e-7) Dual{Cells()}(0.0005312873688880839,0.031050520199124645,3.849530904158867e-7) Dual{Cells()}(0.0005364281943995264,0.031947998712271566,3.4919479876923674e-7) Dual{Cells()}(0.0004716226963713332,0.04689629416623147,2.656941864788443e-7) Dual{Cells()}(0.00047609088666623553,0.04612998076893221,2.9184198475985726e-7) Dual{Cells()}(0.0004811375701682073,0.04550722563266883,3.076034611135642e-7) Dual{Cells()}(0.0006031720455454317,0.03568369113281494,4.5746333170170034e-7) Dual{Cells()}(0.0006106640978910414,0.03714081359125219,4.389342090131873e-7) Dual{Cells()}(0.0006157189715475667,0.03820948993873997,3.983809064644912e-7) Dual{Cells()}(0.0005572577101292617,0.0511731807677822,3.4053455148733695e-7) Dual{Cells()}(0.0005617175505542859,0.05027872037720819,3.744458159528127e-7) Dual{Cells()}(0.0005666537329593087,0.04950179388051163,3.9458542700575746e-7) Dual{Cells()}(0.0006827159293973764,0.04159594261187463,5.143166028473371e-7) Dual{Cells()}(0.0006901948319518534,0.04322241256892217,4.931598866935208e-7) Dual{Cells()}(0.0006951749449401974,0.04445613765958317,4.477600884534786e-7) Dual{Cells()}(0.0006369468290078929,0.05740202303875985,3.902580471259868e-7) Dual{Cells()}(0.0006414776341232436,0.05634977664043867,4.2910800697256257e-7) Dual{Cells()}(0.0006463816883297912,0.05540697140020191,4.518856637297808e-7) Dual{Cells()}(0.0007623828274225113,0.047502319239856775,5.714133685044698e-7) Dual{Cells()}(0.0007698740641983682,0.049296102408867414,5.476242274491144e-7) Dual{Cells()}(0.0007747894010697375,0.05069089022074669,4.973352270616351e-7) Dual{Cells()}(0.0007167218316354706,0.06362458898443056,4.4006835167303845e-7) Dual{Cells()}(0.0007213136675597253,0.06241627029160627,4.838695846406961e-7) Dual{Cells()}(0.0007261744850822087,0.061308533369893295,5.092867935576313e-7) Dual{Cells()}(0.0008421780081868952,0.0534037741769538,6.287245957629048e-7) Dual{Cells()}(0.0008496995125600218,0.05536354124195558,6.022959074480565e-7) Dual{Cells()}(0.0008545572394729348,0.05691669718790332,5.470815639741342e-7) Dual{Cells()}(7.910086692827215e-9,0.05624478652520785,3.95608435362841e-12) Dual{Cells()}(8.036688049962504e-9,0.05691042184995219,4.0194016834196095e-12) Dual{Cells()}(8.197463812976213e-9,0.05757605802090361,4.099810718304149e-12) Dual{Cells()}(0.0005336756360523505,0.030504366186406555,4.0796220604959215e-7) Dual{Cells()}(0.0005412105485997768,0.03181071646319127,3.917308783785421e-7) Dual{Cells()}(0.0005463409385409875,0.03272997361914112,3.5537181210497157e-7) Dual{Cells()}(0.00048659690208333614,0.045971772457461896,2.9346044392704844e-7) Dual{Cells()}(0.0004910231062878717,0.04521400393430058,3.226512786979407e-7) Dual{Cells()}(0.0004959924354674259,0.044582011146417376,3.4022614685353437e-7) Dual{Cells()}(0.0006131094803144076,0.036423072267337604,4.645563877428808e-7) Dual{Cells()}(0.0006205981428815253,0.03790150963743122,4.456988773406167e-7) Dual{Cells()}(0.0006256430116292262,0.038991097868693925,4.045422560705482e-7) Dual{Cells()}(0.0005672155084239269,0.05195215504610798,3.467461482756817e-7) Dual{Cells()}(0.0005716849881733452,0.05103785394761533,3.8127433765706774e-7) Dual{Cells()}(0.000576617879367383,0.05024012465809385,4.0174379906914993e-7) Dual{Cells()}(0.0006926658416159954,0.04233456904982515,5.214392127385062e-7) Dual{Cells()}(0.000700145050741603,0.043982045200899315,4.999539104042095e-7) Dual{Cells()}(0.0007051166037489872,0.04523608916769376,4.5394543759166827e-7) Dual{Cells()}(0.0006469124055104652,0.05818019140113454,3.96478396030844e-7) Dual{Cells()}(0.0006514512275899517,0.05710835590947027,4.359462760675349e-7) Dual{Cells()}(0.0006563504304050663,0.056144892609097795,4.590536299971121e-7) Dual{Cells()}(0.0007723531812211593,0.048240191995951705,5.785696318405565e-7) Dual{Cells()}(0.0007798474021102141,0.050054787419783364,5.544506996898799e-7) Dual{Cells()}(0.0007847551533895161,0.05146949688944327,5.035473146137307e-7) Dual{Cells()}(0.0007267029801685502,0.06440196430792695,4.463031539401221e-7) Dual{Cells()}(0.0007313020668899854,0.06317422778370917,4.907247931191842e-7) Dual{Cells()}(0.0007361568176119885,0.062045919382455905,5.164723917974287e-7) Dual{Cells()}(0.0008521563620422737,0.05414124248356689,6.358965823555623e-7) Dual{Cells()}(0.0008596825519408447,0.056121682881091865,6.091378292069223e-7) Dual{Cells()}(0.0008645335256784546,0.05769449051663195,5.533064664883457e-7) Dual{Cells()}(4.990473916310493e-8,0.05743115591446059,2.5000894865319148e-11) Dual{Cells()}(5.0653437827402814e-8,0.058096250068774294,2.5375971661321795e-11) Dual{Cells()}(5.15784858477321e-8,0.05876134960040964,2.5839394753866927e-11) Dual{Cells()}(0.0005435961428290071,0.031244578262514634,4.1501911333132507e-7) Dual{Cells()}(0.0005511225760702921,0.032572656253548604,3.9845943183459044e-7) Dual{Cells()}(0.0005562416888351507,0.03351363053701398,3.6150449520457985e-7) Dual{Cells()}(0.000497419951812381,0.046521230296900376,3.029276305943435e-7) Dual{Cells()}(0.0005018221485670438,0.045746393140312126,3.3310019965585636e-7) Dual{Cells()}(0.0005067742772756936,0.045094681419579334,3.5123415096873514e-7) Dual{Cells()}(0.0006230486680200672,0.03716234247197881,4.716537760202192e-7) Dual{Cells()}(0.0006305344984602348,0.038662048065439394,4.524678599708623e-7) Dual{Cells()}(0.0006355695593692763,0.03977245862890142,4.107071160320808e-7) Dual{Cells()}(0.0005771743330668909,0.05273101497589497,3.529589248479655e-7) Dual{Cells()}(0.0005816532116701193,0.051796909712375515,3.881041639325843e-7) Dual{Cells()}(0.0005865825859256618,0.05097839881452559,4.0890344473784793e-7) Dual{Cells()}(0.0007026175810695462,0.043073109137246324,5.285654079943417e-7) Dual{Cells()}(0.000710097468227854,0.04474156185576499,5.067514455377553e-7) Dual{Cells()}(0.0007150606131627739,0.0460158666229617,4.6013367453953867e-7) Dual{Cells()}(0.0006568792692820449,0.05895826626433851,4.027000451745971e-7) Dual{Cells()}(0.0006614259622754702,0.05786686706524206,4.427860347711427e-7) Dual{Cells()}(0.0006663201491718338,0.05688275970340255,4.6622310951217674e-7) Dual{Cells()}(0.0007823253842169582,0.04897799240331701,5.857289984720561e-7) Dual{Cells()}(0.0007898228510147443,0.050813380533225136,5.612801742690759e-7) Dual{Cells()}(0.0007947231246604891,0.052247972153009865,5.097618846977794e-7) Dual{Cells()}(0.0007366857715664283,0.06517923244540023,4.5253980308456054e-7) Dual{Cells()}(0.0007412920087061979,0.06393209681401903,4.975821311197587e-7) Dual{Cells()}(0.000746140564026219,0.06278322658091356,5.236602120599059e-7) Dual{Cells()}(0.0008621356963606493,0.05487866500176808,6.430703725019374e-7) Dual{Cells()}(0.0008696667501322722,0.05687976452843337,6.159815125683193e-7) Dual{Cells()}(0.0008745110517294294,0.058472195885565695,5.595328285446752e-7) Dual{Cells()}(2.7050078143206994e-7,0.05833861805619491,1.3706047492706176e-10) Dual{Cells()}(2.7423428434252643e-7,0.05900005463998329,1.389521874094597e-10) Dual{Cells()}(2.786530362480312e-7,0.059661520565494945,1.4119111264263316e-10) Dual{Cells()}(0.0005535184951827235,0.03198480584127255,4.220774982839048e-7) Dual{Cells()}(0.0005610372869356917,0.03333454635107441,4.051897170430081e-7) Dual{Cells()}(0.0005661452023328413,0.0342971056482934,3.676380777172722e-7) Dual{Cells()}(0.0005074767507398,0.047278255346721476,3.0946832314263265e-7) Dual{Cells()}(0.0005118849757317815,0.04648358790097513,3.4029411449044206e-7) Dual{Cells()}(0.0005168339143798308,0.04581102161901955,3.5878198016325377e-7) Dual{Cells()}(0.0006329894838426201,0.03790150851390963,4.787552093158387e-7) Dual{Cells()}(0.0006404730067908882,0.03942243827133577,4.5924087299904107e-7) Dual{Cells()}(0.0006454984533466973,0.04055358675140736,4.1687526008139264e-7) Dual{Cells()}(0.0005871341202539228,0.053509765865841,3.59172816752815e-7) Dual{Cells()}(0.0005916221673680029,0.05255589141207326,3.9493522215827943e-7) Dual{Cells()}(0.0005965478091755736,0.05171661918733904,4.1606429150578035e-7) Dual{Cells()}(0.0007125713995950087,0.0438115602358346,5.356954078577538e-7) Dual{Cells()}(0.0007200523249433427,0.04550096163791288,5.135526850332816e-7) Dual{Cells()}(0.0007250072046157426,0.04679547181885071,4.663249600319845e-7) Dual{Cells()}(0.0006668476418216859,0.05973624555176881,4.0892316439637825e-7) Dual{Cells()}(0.0006714020765811387,0.05862530673893151,4.4962749354327846e-7) Dual{Cells()}(0.0006762910870546199,0.05762056827382993,4.733943336184466e-7) Dual{Cells()}(0.0007922990546470562,0.04971572978757479,5.928909690367857e-7) Dual{Cells()}(0.0007998000108539768,0.0515718916986389,5.681121832098081e-7) Dual{Cells()}(0.0008046929161569878,0.053026327906564294,5.159785532711011e-7) Dual{Cells()}(0.0007466742063684036,0.06595565883583537,4.587901067462907e-7) Dual{Cells()}(0.0007512872554866894,0.06468915305135063,5.044546906981199e-7) Dual{Cells()}(0.0007561294423064337,0.06351973590664453,5.308641748170899e-7) Dual{Cells()}(0.000872115828754558,0.05561604658851901,6.502457205654311e-7) Dual{Cells()}(0.000879651914684784,0.05763779147917457,6.228267264794318e-7) Dual{Cells()}(0.0008844896246037178,0.059249819765531064,5.657604597944351e-7) Dual{Cells()}(1.1023714138530975e-6,0.057596391440856806,5.981337240066585e-10) Dual{Cells()}(1.1158017898012716e-6,0.0582360867511525,6.054202986927689e-10) Dual{Cells()}(1.1304384530066027e-6,0.05887590030132818,6.133614076368885e-10) Dual{Cells()}(0.0005634438703246989,0.032724879789522196,4.291424768530457e-7) Dual{Cells()}(0.0005709558529292289,0.034096215772784565,4.119265459435595e-7) Dual{Cells()}(0.0005760527587637278,0.035080229297042555,3.737768891259885e-7) Dual{Cells()}(0.0005174378365868835,0.04805613338324347,3.156998109323657e-7) Dual{Cells()}(0.0005218565485058563,0.04724143443306629,3.471446686257365e-7) Dual{Cells()}(0.0005268034116113672,0.04654795002647703,3.659644591594184e-7) Dual{Cells()}(0.000642931833840074,0.03864057604769602,4.858604540929251e-7) Dual{Cells()}(0.000650413543930417,0.040182688347429496,4.660176837060073e-7) Dual{Cells()}(0.0006554295654391962,0.04133449505379808,4.2304650339787947e-7) Dual{Cells()}(0.0005970948258782977,0.05428841239268448,3.6538777586342546e-7) Dual{Cells()}(0.0006015918213764981,0.0533148022237123,4.017674592508096e-7) Dual{Cells()}(0.0006065135247246977,0.05245478807254608,4.232262876463971e-7) Dual{Cells()}(0.0007225276325059161,0.04454991780745556,5.428295356304877e-7) Dual{Cells()}(0.000730009947652344,0.04626024172561438,5.203579187675677e-7) Dual{Cells()}(0.0007349566943534263,0.04757490440087929,4.725195341742893e-7) Dual{Cells()}(0.0006768178120011483,0.06051412589986304,4.1514797532199785e-7) Dual{Cells()}(0.0006813798785699314,0.059383670254662325,4.56470926120566e-7) Dual{Cells()}(0.0006862635551586431,0.05835831251651661,4.805676019510029e-7) Dual{Cells()}(0.0008022738159156352,0.05045341303396585,6.000550624330419e-7) Dual{Cells()}(0.0008097784875340752,0.05233033035290475,5.749462759105723e-7) Dual{Cells()}(0.000814664135328313,0.05380457540135343,5.221969508905517e-7) Dual{Cells()}(0.0007567660652622175,0.06671281831567716,4.653490528364927e-7) Dual{Cells()}(0.0007613805753845903,0.0654272508077096,5.116704416770194e-7) Dual{Cells()}(0.000766214956151368,0.06423744608845658,5.384330070774018e-7) Dual{Cells()}(0.0008820966336776094,0.056353386259015543,6.57422553392553e-7) Dual{Cells()}(0.0008896379119004074,0.05839576302024661,6.296734024196455e-7) Dual{Cells()}(0.0008944691123247894,0.06002736235753914,5.719893130878804e-7) Dual{Cells()}(2.37244010383367e-6,0.04929913975010837,1.8386138566616245e-9) Dual{Cells()}(2.394913047828087e-6,0.04983582475092145,1.856023722193555e-9) Dual{Cells()}(2.413940856085584e-6,0.050372735686148896,1.8707634241253902e-9) Dual{Cells()}(0.0005733721494847727,0.033464795112758274,4.362140274324099e-7) Dual{Cells()}(0.0005808781035908696,0.03485766326077157,4.186698782156895e-7) Dual{Cells()}(0.0005859641999179585,0.03586300808033919,3.799209472872255e-7) Dual{Cells()}(0.0005273913092921864,0.04883551647527289,3.219075822350686e-7) Dual{Cells()}(0.0005318206883869088,0.048000814317228545,3.5396892976341885e-7) Dual{Cells()}(0.0005367652767229441,0.04728643284248065,3.7311880893539835e-7) Dual{Cells()}(0.0006528756565706903,0.039379549977859064,4.929693203819378e-7) Dual{Cells()}(0.00066035602130501,0.04094280548491269,4.7279810087692605e-7) Dual{Cells()}(0.0006653628024583703,0.04211519509366751,4.292206941636607e-7) Dual{Cells()}(0.0006070564285897643,0.055066958550120414,3.7160377287255404e-7) Dual{Cells()}(0.0006115621628182186,0.05407364470044543,4.086008447230181e-7) Dual{Cells()}(0.0006164797304785914,0.053192907155086226,4.303894055412469e-7) Dual{Cells()}(0.0007324867096915147,0.04528817625699886,5.499682042348356e-7) Dual{Cells()}(0.0007399707606227141,0.04701939828150017,5.271675196371131e-7) Dual{Cells()}(0.0007449094947674982,0.048354162838870264,4.787177034572645e-7) Dual{Cells()}(0.0006867901460766358,0.06129190354911518,4.2137474545550745e-7) Dual{Cells()}(0.0006913597564196683,0.060141952482374576,4.6331666385681545e-7) Dual{Cells()}(0.000696237943694377,0.05909598604922198,4.877432766704166e-7) Dual{Cells()}(0.000812249294951757,0.05119105137581487,6.072207942949626e-7) Dual{Cells()}(0.0008197578912463123,0.053088706245649715,5.817819988350143e-7) Dual{Cells()}(0.0008246363942658736,0.05458272611107535,5.284167048189771e-7) Dual{Cells()}(0.000769175997557974,0.06704479540752409,4.788277965048889e-7) Dual{Cells()}(0.0007736781388130443,0.06574666287202537,5.265878959897508e-7) Dual{Cells()}(0.0007784808994222139,0.06453984239932682,5.541980709381721e-7) Dual{Cells()}(0.0008920789195939932,0.057090549633742944,6.646043969040837e-7) Dual{Cells()}(0.0008996255725713295,0.05915354141198924,6.365248698026256e-7) Dual{Cells()}(0.0009044504082704447,0.06080468202526107,5.782223690773216e-7) Dual{Cells()}(5.201952362285371e-6,0.015025409266675581,4.621331756132219e-8) Dual{Cells()}(5.24174919022491e-6,0.015185476967356705,4.6568986053708394e-8) Dual{Cells()}(5.268096979077409e-6,0.015345725611629535,4.680522564943046e-8) Dual{Cells()}(0.0005833031086471486,0.034204561418109763,4.4329169088380867e-7) Dual{Cells()}(0.0005908037632990323,0.03561890233940176,4.2541926183411853e-7) Dual{Cells()}(0.0005958792511569601,0.03664546331820965,3.8606989831571387e-7) Dual{Cells()}(0.0005373455291146969,0.04961486529043248,3.2811521963218343e-7) Dual{Cells()}(0.0005417853286442608,0.04876020261270705,3.60793054080166e-7) Dual{Cells()}(0.0005467273716975156,0.048024949029889026,3.80272875524026e-7) Dual{Cells()}(0.0006628209277588059,0.040118434032967915,5.000816764116751e-7) Dual{Cells()}(0.00067030039020812,0.041702795551143396,4.795819883865548e-7) Dual{Cells()}(0.0006752981104447757,0.04289569676007857,4.3539772539796054e-7) Dual{Cells()}(0.0006170189334534984,0.055845407584863886,3.7782080026560663e-7) Dual{Cells()}(0.0006215332076711995,0.05483242069835998,4.154353743218023e-7) Dual{Cells()}(0.000626446450481901,0.053930977425668665,4.375536456357544e-7) Dual{Cells()}(0.0007424492063301546,0.04602632011368726,5.57112156840505e-7) Dual{Cells()}(0.0007499353377150079,0.04777841735084578,5.339821702624119e-7) Dual{Cells()}(0.0007548661663825772,0.049133234951607076,4.849200398255483e-7) Dual{Cells()}(0.0006967651275672256,0.06206956531510025,4.276039273482481e-7) Dual{Cells()}(0.0007013422181424138,0.06090013895170232,4.7016525229914267e-7) Dual{Cells()}(0.0007062147608350789,0.0598335730921681,4.949219489992276e-7) Dual{Cells()}(0.0008222251154149763,0.05192865579696555,6.143876422740422e-7) Dual{Cells()}(0.000829737829300874,0.05384703088828613,5.886188626595318e-7) Dual{Cells()}(0.0008346093019230884,0.0553607932460669,5.346374097330769e-7) Dual{Cells()}(0.0008487250391837049,0.059270188021228826,6.717861701603656e-7) Dual{Cells()}(0.0008477014531897207,0.058054078727464604,7.420402658529392e-7) Dual{Cells()}(0.000851055935919908,0.05687372644838229,7.844405250679987e-7) Dual{Cells()}(0.0009020861745060651,0.05782419622842776,6.71876826239267e-7) Dual{Cells()}(0.0009096391297053469,0.059907698417043576,6.434619097175979e-7) Dual{Cells()}(0.0009144589520455233,0.06157821646202664,5.845314184401092e-7) Dual{Cells()}(1.6386687806459396e-10,0.05378452542020434,8.193374160701032e-14) Dual{Cells()}(1.668253769315048e-10,0.054450244164130655,8.341299650102195e-14) Dual{Cells()}(1.7074906184331808e-10,0.05511596292484745,8.537484620259827e-14) Dual{Cells()}(0.0005136566495619039,0.029043976613194692,3.932402250637221e-7) Dual{Cells()}(0.000521204303182026,0.030307353229030012,3.7770087011769023e-7) Dual{Cells()}(0.0005263492553612306,0.03118379840980262,3.4260014438213325e-7) Dual{Cells()}(0.0004421432082893303,0.05482066773738807,1.894256255393526e-7) Dual{Cells()}(0.000445733170424943,0.0537972294788888,2.080006315906578e-7) Dual{Cells()}(0.0004510173799793899,0.05311497516945304,2.1933880117830983e-7) Dual{Cells()}(0.0005931711997122676,0.03494548891315436,4.502954341455455e-7) Dual{Cells()}(0.0006006656648607557,0.036381205631031886,4.321006100291064e-7) Dual{Cells()}(0.0006057314798214224,0.03742893481832134,3.9216291239629264e-7) Dual{Cells()}(0.0005472531458264574,0.050395132626001406,3.3428559136340303e-7) Dual{Cells()}(0.0005517009587486292,0.049520614274845776,3.6757167860970326e-7) Dual{Cells()}(0.0005566405623045795,0.04876460416807599,3.873776007699708e-7) Dual{Cells()}(0.0006725241911507094,0.040862117961699834,5.069061008823196e-7) Dual{Cells()}(0.0006799976422850237,0.04246737165872762,4.860996705337371e-7) Dual{Cells()}(0.0006849896087484675,0.043680896026117834,4.4135602041378676e-7) Dual{Cells()}(0.0006267931778417052,0.05662780199033682,3.8388633277212687e-7) Dual{Cells()}(0.0006313077516281496,0.055595401500062085,4.220853669589736e-7) Dual{Cells()}(0.0006362180901140491,0.05467361941863592,4.44518281785856e-7) Dual{Cells()}(0.0007519491831412312,0.04677384820445459,5.637093747916021e-7) Dual{Cells()}(0.0007594275945567925,0.04854642440318793,5.402910282958911e-7) Dual{Cells()}(0.0007643573104690629,0.04992153249072537,4.907066029999324e-7) Dual{Cells()}(0.0007063689693786505,0.06285508670535633,4.3353260951641246e-7) Dual{Cells()}(0.0007109381565649637,0.06166662487475471,4.7664803067857495e-7) Dual{Cells()}(0.0007158083270511952,0.06058014040244859,5.017051177329763e-7) Dual{Cells()}(0.0008320872498838322,0.05266860231390345,6.214210036772116e-7) Dual{Cells()}(0.000839601876862063,0.05460758416867774,5.953322924351742e-7) Dual{Cells()}(0.0008444681646479585,0.05614111713629509,5.407565686680994e-7) Dual{Cells()}(1.1272095864594779e-9,0.0550174483598773,5.636230482978636e-13) Dual{Cells()}(1.1463153739904e-9,0.055683157895266774,5.731762513268048e-13) Dual{Cells()}(1.1710977254084522e-9,0.05634886754974474,5.855678283449212e-13) Dual{Cells()}(0.0005237180379593899,0.02976640733899612,4.0082100335817984e-7) Dual{Cells()}(0.0005312611238640152,0.03105101118480221,3.84923645518675e-7) Dual{Cells()}(0.0005364022045313774,0.03194851885704003,3.4917064287859297e-7) Dual{Cells()}(0.00047160499072331104,0.04689677001746209,2.656803959041256e-7) Dual{Cells()}(0.00047607234304197565,0.04613048296887677,2.918253292995763e-7) Dual{Cells()}(0.000481119175186614,0.04550776401848269,3.0758553307610555e-7) Dual{Cells()}(0.000603094712802114,0.03568522903808414,4.573694376414734e-7) Dual{Cells()}(0.0006105849202262851,0.037142301451205846,4.388473235185901e-7) Dual{Cells()}(0.0006156406794669398,0.03821104660553626,3.9830955069119056e-7) Dual{Cells()}(0.0005572005210517994,0.051174424826747625,3.404884389877143e-7) Dual{Cells()}(0.0005616578267197073,0.050280039107104206,3.743896864028688e-7) Dual{Cells()}(0.0005665944530628433,0.04950322142409939,3.94524749110279e-7) Dual{Cells()}(0.0006824315234273153,0.04160165945592274,5.139768604499572e-7) Dual{Cells()}(0.0006899040050495463,0.04322791773910782,4.928455101773189e-7) Dual{Cells()}(0.00069488783680935,0.04446184685921083,4.475017666367286e-7) Dual{Cells()}(0.0006367246567972391,0.05740676077903443,3.900788676757735e-7) Dual{Cells()}(0.0006412460504007648,0.056354781982198884,4.2888987124498737e-7) Dual{Cells()}(0.0006461520071430913,0.055412386382396935,4.5164984916412177e-7) Dual{Cells()}(0.0007619779517603297,0.047510560239335205,5.709348113617132e-7) Dual{Cells()}(0.0007694604306309142,0.04930401388734336,5.471813887147796e-7) Dual{Cells()}(0.0007743816537147361,0.05069904196242985,4.969712177498945e-7) Dual{Cells()}(0.0007163962276985542,0.0636315116939762,4.3980461939724695e-7) Dual{Cells()}(0.0007209747708041834,0.06242355648243186,4.835485807274278e-7) Dual{Cells()}(0.0007258385918787545,0.061316403396036875,5.089397969771375e-7) Dual{Cells()}(0.0008420896942603243,0.053405608348201926,6.28620596757277e-7) Dual{Cells()}(0.0008496093547813562,0.055365299566198754,6.021996612141041e-7) Dual{Cells()}(0.0008544684201381491,0.05691849973448741,5.470023690920014e-7) Dual{Cells()}(7.88779255818772e-9,0.05624485679912043,3.944924231901453e-12) Dual{Cells()}(8.014131832495005e-9,0.056910492951765326,4.008110323717103e-12) Dual{Cells()}(8.174647691132712e-9,0.057576129946766315,4.0883891662756215e-12) Dual{Cells()}(0.0005336479771799089,0.030504912187669,4.079279196076878e-7) Dual{Cells()}(0.0005411821866715185,0.03181124786089375,3.916991479146366e-7) Dual{Cells()}(0.000546312859127915,0.03273053558411521,3.553457773504169e-7) Dual{Cells()}(0.00048657751250946236,0.04597222604640087,2.9344476390380743e-7) Dual{Cells()}(0.000491002799438697,0.045214484835720437,3.226322191251739e-7) Dual{Cells()}(0.0004959722677257435,0.04458253030690665,3.402055590919471e-7) Dual{Cells()}(0.0006130179106979687,0.03642489532130734,4.644454781825265e-7) Dual{Cells()}(0.00062050440568391,0.037903272139672484,4.455962473491225e-7) Dual{Cells()}(0.0006255503405908002,0.03899293952778528,4.04457962370845e-7) Dual{Cells()}(0.000567147206986883,0.05195363479040937,3.4669109555840874e-7) Dual{Cells()}(0.0005716136800492095,0.05103942196971672,3.81207323449643e-7) Dual{Cells()}(0.0005765471085689713,0.050241822093447935,4.016713535956516e-7) Dual{Cells()}(0.000692334264818983,0.042341243936533254,5.210437656038944e-7) Dual{Cells()}(0.000699806031964429,0.04398846997139924,4.995879867724885e-7) Dual{Cells()}(0.00070478198807665,0.04524274594704684,4.5364474593323886e-7) Dual{Cells()}(0.0006466521100801241,0.0581857356217348,3.962684031257528e-7) Dual{Cells()}(0.0006511799567773012,0.057114210614217516,4.35690627366065e-7) Dual{Cells()}(0.0006560814125747338,0.056151225524100255,4.587772643263966e-7) Dual{Cells()}(0.000772003591235211,0.048247319547049354,5.781568124149779e-7) Dual{Cells()}(0.0007794902864059905,0.05006162796587119,5.540686922458048e-7) Dual{Cells()}(0.0007844031701314694,0.05147654030487197,5.032332915085717e-7) Dual{Cells()}(0.0007264211949387622,0.06440795819376786,4.460747331632537e-7) Dual{Cells()}(0.0007310088354854765,0.06318053335923843,4.904467876058179e-7) Dual{Cells()}(0.0007358662048871843,0.06205272850058991,5.161718770663291e-7) Dual{Cells()}(0.0008520897014845639,0.05414263451329703,6.358180142068048e-7) Dual{Cells()}(0.00085961450528469,0.05612301750690623,6.090651145320595e-7) Dual{Cells()}(0.0008644664811371753,0.05769585790112929,5.53246611188183e-7) Dual{Cells()}(4.988280139522634e-8,0.05743122653716456,2.498984155008525e-11) Dual{Cells()}(5.0631249307188855e-8,0.05809632150560177,2.5364791779562574e-11) Dual{Cells()}(5.1556049675547376e-8,0.05876142184752558,2.5828089635635993e-11) Dual{Cells()}(0.0005435654348485773,0.03124518550669603,4.1498116823068903e-7) Dual{Cells()}(0.0005510910952560758,0.03257324670240928,3.98424315916055e-7) Dual{Cells()}(0.0005562105279058461,0.03351425387537202,3.6147567803690726e-7) Dual{Cells()}(0.0004973983292714441,0.04652172015445451,3.029101060542238e-7) Dual{Cells()}(0.0005017995141725308,0.045746913008378486,3.330788745849727e-7) Dual{Cells()}(0.0005067517974732262,0.045095243592661004,3.5121110317242897e-7) Dual{Cells()}(0.0006229403451759151,0.03716450166740887,4.715228760555674e-7) Dual{Cells()}(0.0006304236306636474,0.038664134172233744,4.523467327022734e-7) Dual{Cells()}(0.0006354599742079014,0.039774635770407865,4.106076218090157e-7) Dual{Cells()}(0.0005770928789663449,0.052732773554696445,3.5289328434694203e-7) Dual{Cells()}(0.0005815681946929332,0.051798772500188356,3.8802425907243396e-7) Dual{Cells()}(0.0005864982181995971,0.05098041530219441,4.088170631630052e-7) Dual{Cells()}(0.0007022316762956507,0.043080890681620354,5.281058509905252e-7) Dual{Cells()}(0.0007097029511343598,0.04474904862394953,5.063261953367396e-7) Dual{Cells()}(0.0007146712973344808,0.04602361690461852,4.597842138889295e-7) Dual{Cells()}(0.0006565749323260866,0.05896474337894973,4.0245441835375277e-7) Dual{Cells()}(0.0006611088512948337,0.057873703694651495,4.4248700799272593e-7) Dual{Cells()}(0.0006660056998501819,0.05689015346610694,4.6589985384972376e-7) Dual{Cells()}(0.0007820261235976848,0.04898410534993816,5.853758985447399e-7) Dual{Cells()}(0.0007895171781805791,0.05081924579844815,5.609534279458074e-7) Dual{Cells()}(0.0007944218844106736,0.052254007311961795,5.094932697695916e-7) Dual{Cells()}(0.0007364440209149106,0.06518437910967435,4.523436571226914e-7) Dual{Cells()}(0.0007410404889203343,0.06393750843965733,4.97343427161055e-7) Dual{Cells()}(0.0007458913069269937,0.06278906872489008,5.234021831301957e-7) Dual{Cells()}(0.0008620871370412662,0.054879686890843826,6.430130354489387e-7) Dual{Cells()}(0.0008696171852128295,0.05688074458960037,6.159284433004576e-7) Dual{Cells()}(0.0008744622040078889,0.0584731994039509,5.594891192241519e-7) Dual{Cells()}(2.704813629098007e-7,0.05833868248770007,1.3705032474969924e-10) Dual{Cells()}(2.7421464689981616e-7,0.05900011979861852,1.3894192201584118e-10) Dual{Cells()}(2.786331804677183e-7,0.05966158644771445,1.4118073154000942e-10) Dual{Cells()}(0.0005534836425795279,0.031985495878786546,4.220345694077724e-7) Dual{Cells()}(0.000561001565647858,0.033335216682408526,4.051499895720405e-7) Dual{Cells()}(0.0005661098502820776,0.03429781214242415,3.67605471091817e-7) Dual{Cells()}(0.0005074520686086522,0.04727880898800398,3.0944833587284834e-7) Dual{Cells()}(0.0005118591509088134,0.04648417543299038,3.402697896681836e-7) Dual{Cells()}(0.0005168082684044504,0.045811657186581915,3.587556879443653e-7) Dual{Cells()}(0.000632861556413315,0.037904061772468245,4.786009542818556e-7) Dual{Cells()}(0.0006403420955026488,0.0394249035687074,4.590981349717543e-7) Dual{Cells()}(0.0006453690827030487,0.04055615663205122,4.167580061486773e-7) Dual{Cells()}(0.0005870371938605032,0.05351185232374863,3.5909471380525084e-7) Dual{Cells()}(0.0005915210266971447,0.05255810061541661,3.948401442213435e-7) Dual{Cells()}(0.0005964474510457992,0.05171901054796316,4.159615065300713e-7) Dual{Cells()}(0.0007121228132759308,0.04382064483055386,5.35161404021415e-7) Dual{Cells()}(0.0007195937795614536,0.04550970046351401,5.130585269117483e-7) Dual{Cells()}(0.0007245547822307806,0.04680451066714353,4.659188051848642e-7) Dual{Cells()}(0.0006664923572708324,0.05974382670213381,4.086359713460421e-7) Dual{Cells()}(0.0006710319550868562,0.0586333030284654,4.4927791124319386e-7) Dual{Cells()}(0.0006759241055130058,0.05762921226671409,4.730164389333572e-7) Dual{Cells()}(0.0007920454302557938,0.04972092087205348,5.925919332615948e-7) Dual{Cells()}(0.0007995409768223197,0.051576871261630367,5.678354645157395e-7) Dual{Cells()}(0.0008044376686674942,0.05303144836075837,5.157510474075064e-7) Dual{Cells()}(0.0007464688800673932,0.0659600346640196,4.5862334833960254e-7) Dual{Cells()}(0.0007510736763553536,0.06469375187063832,5.042517707817374e-7) Dual{Cells()}(0.0007559177980593798,0.06352469911809318,5.306448288143145e-7) Dual{Cells()}(0.0008720818536971533,0.05561676988212014,6.502054677921309e-7) Dual{Cells()}(0.0008796172389651184,0.057638485615427094,6.227894654726115e-7) Dual{Cells()}(0.0008844554336161721,0.05925053007881191,5.657297429356006e-7) Dual{Cells()}(1.1023534338969297e-6,0.05759642168921197,5.98123316307475e-10) Dual{Cells()}(1.1157835759079446e-6,0.058236117332558665,6.054097561211662e-10) Dual{Cells()}(1.1304199714232907e-6,0.05887593121252089,6.133507111644854e-10) Dual{Cells()}(0.0005634036452467007,0.032725676918698064,4.290930859852335e-7) Dual{Cells()}(0.0005709146346378816,0.034096989439792634,4.1188083917407737e-7) Dual{Cells()}(0.0005760119732837913,0.03508104339814529,3.737393694714427e-7) Dual{Cells()}(0.0005174091367867507,0.04805677241579355,3.1567659550457246e-7) Dual{Cells()}(0.0005218265334296671,0.047242112474217036,3.4711641433289916e-7) Dual{Cells()}(0.0005267736074360242,0.04654868365273548,3.6593391843894165e-7) Dual{Cells()}(0.0006427810659025914,0.03864358924505493,4.85679031933188e-7) Dual{Cells()}(0.0006502592838550779,0.04018559602502751,4.6584980739721414e-7) Dual{Cells()}(0.0006552771520308214,0.04133752269783266,4.229085901262461e-7) Dual{Cells()}(0.0005969797868555017,0.054290882542478595,3.652950750471765e-7) Dual{Cells()}(0.0006014718089011585,0.053317416582412215,4.0165460841449715e-7) Dual{Cells()}(0.0006063944526967676,0.0524576177718616,4.2310428891625175e-7) Dual{Cells()}(0.0007220055436205401,0.044560815287422326,5.42201719698562e-7) Dual{Cells()}(0.0007294763039974514,0.04627074517204526,5.197767709106216e-7) Dual{Cells()}(0.000734430206714882,0.04758576247542234,4.7204132167003605e-7) Dual{Cells()}(0.0006764027182257927,0.06052332539259145,4.148078085748961e-7) Dual{Cells()}(0.0006809476025987925,0.05939334214838725,4.5605741096125565e-7) Dual{Cells()}(0.0006858350029726194,0.058368732708368586,4.801207160104788e-7) Dual{Cells()}(0.000802061371265875,0.050457770610441134,5.998047364407584e-7) Dual{Cells()}(0.000809561531722035,0.05233450947558667,5.747146299819773e-7) Dual{Cells()}(0.0008144503730647421,0.05380887002999538,5.220064837042192e-7) Dual{Cells()}(0.0007565937126495638,0.06671648988437139,4.652089120252137e-7) Dual{Cells()}(0.0007612013337712017,0.06543110784501303,5.114999180154896e-7) Dual{Cells()}(0.0007660373485698425,0.06424160791387637,5.382486754233022e-7) Dual{Cells()}(0.000882073716433022,0.05635388294812145,6.573952381999398e-7) Dual{Cells()}(0.0008896145240839908,0.0583962402431239,6.296481126452781e-7) Dual{Cells()}(0.0008944460309090126,0.06002785038544313,5.719684350855894e-7) Dual{Cells()}(2.372396557863808e-6,0.04929907852047488,1.8385846565227816e-9) Dual{Cells()}(2.3948690381133557e-6,0.04983576284901452,1.855994205874463e-9) Dual{Cells()}(2.413896394567406e-6,0.05037267310636754,1.8707335942815814e-9) Dual{Cells()}(0.0005733251738482706,0.03346572676145063,4.3615652228835547e-7) Dual{Cells()}(0.000580829978547348,0.03485856670525558,4.1861666332328647e-7) Dual{Cells()}(0.000585916588015833,0.035863957285036614,3.7987725850492e-7) Dual{Cells()}(0.0005273575049712391,0.04883626404432558,3.218802662665006e-7) Dual{Cells()}(0.0005317853493818054,0.04800160737540352,3.5393568385555787e-7) Dual{Cells()}(0.0005367301895965932,0.047287291069827875,3.730828714719341e-7) Dual{Cells()}(0.0006526983700174489,0.039383098139266645,4.927564046303049e-7) Dual{Cells()}(0.0006601746559535633,0.040946227478849524,4.7260108269302784e-7) Dual{Cells()}(0.0006651836452770525,0.04211875445973581,4.2905883047291284e-7) Dual{Cells()}(0.0006069202676885075,0.05506987598928571,3.714940387862594e-7) Dual{Cells()}(0.000611420147077665,0.054076731108352726,4.084672560334587e-7) Dual{Cells()}(0.0006163388414561167,0.05319624745088516,4.302449880622594e-7) Dual{Cells()}(0.00073187495319488,0.04530287345740201,5.491942642369422e-7) Dual{Cells()}(0.0007393455960354977,0.04703371010574876,5.264503951823574e-7) Dual{Cells()}(0.0007442934560203269,0.0483689923406613,4.781254738731243e-7) Dual{Cells()}(0.0006863031962737924,0.061305012545514875,4.209481382424489e-7) Dual{Cells()}(0.0006908524051516141,0.06015554608970192,4.6280063099113326e-7) Dual{Cells()}(0.0006957350341924686,0.05911041826807908,4.871861638610748e-7) Dual{Cells()}(0.0008120737900041024,0.051194659831539396,6.070140972507519e-7) Dual{Cells()}(0.000819578675727432,0.05309216629299209,5.815907239924759e-7) Dual{Cells()}(0.0008244598315764374,0.0545862795769138,5.282594136575466e-7) Dual{Cells()}(0.0007690332596405593,0.06704772071530384,4.787113717752212e-7) Dual{Cells()}(0.0007735297289136889,0.06574973997888033,5.264459949416685e-7) Dual{Cells()}(0.0007783338368324567,0.06454317046204919,5.540445606297122e-7) Dual{Cells()}(0.0008920634735783907,0.0570908931903009,6.645858129089563e-7) Dual{Cells()}(0.0008996098108624593,0.059153872097818694,6.365076590139403e-7) Dual{Cells()}(0.0009044348312183101,0.06080501996736983,5.782081307551042e-7) Dual{Cells()}(5.201928872121606e-6,0.015025433614982103,4.6212962890261697e-8) Dual{Cells()}(5.241726917474162e-6,0.015185501595912466,4.656864092741555e-8) Dual{Cells()}(5.268077555694507e-6,0.015345750510470655,4.6804904995501885e-8) Dual{Cells()}(0.0005832478332429484,0.034205658572254716,4.4322422059983605e-7) Dual{Cells()}(0.0005907471471984243,0.03561996540242611,4.25356826230336e-7) Dual{Cells()}(0.000595823248164364,0.0366465785901614,3.860186331445706e-7) Dual{Cells()}(0.0005373053884620666,0.049615747486545916,3.2808281281299953e-7) Dual{Cells()}(0.0005417433813788117,0.0487611382873355,3.607536106372801e-7) Dual{Cells()}(0.0005466857276658099,0.048025961743163294,3.8023023757524794e-7) Dual{Cells()}(0.0006626129353420583,0.040122602699799864,4.998323489530953e-7) Dual{Cells()}(0.0006700876435812125,0.041706813847771675,4.793512771814548e-7) Dual{Cells()}(0.0006750879975874442,0.042899872070985064,4.352081700057224e-7) Dual{Cells()}(0.0006168582163186732,0.05584884488151726,3.776912517886596e-7) Dual{Cells()}(0.000621365615482669,0.05483605544435368,4.15277662029912e-7) Dual{Cells()}(0.0006262802039765604,0.05393491070532948,4.3738314961663247e-7) Dual{Cells()}(0.0007419161266622567,0.046037471488684145,5.564729635611417e-7) Dual{Cells()}(0.0007493905824284884,0.04778915698050018,5.333904937061689e-7) Dual{Cells()}(0.0007543289091483049,0.0491443202976475,4.844331391849798e-7) Dual{Cells()}(0.0006963385835393282,0.06207900335761695,4.272541073889581e-7) Dual{Cells()}(0.0007008981760826268,0.06091005339030171,4.697400108795572e-7) Dual{Cells()}(0.0007057746128737991,0.059844251257123116,4.94462394765026e-7) Dual{Cells()}(0.0008220825043437803,0.05193159593548641,6.14219739424516e-7) Dual{Cells()}(0.0008295922159323283,0.053849849702985335,5.88463485006227e-7) Dual{Cells()}(0.0008344658522580329,0.055363686401382915,5.34509618885282e-7) Dual{Cells()}(0.0008486057084151574,0.059271136659178804,6.716820757447468e-7) Dual{Cells()}(0.0008475777053876414,0.05805512738953688,7.419082326752625e-7) Dual{Cells()}(0.0008509332248443012,0.05687496306598359,7.842950047050302e-7) Dual{Cells()}(0.0009020744950404374,0.05782446270967903,6.718626393678348e-7) Dual{Cells()}(0.0009096272126298392,0.059907955359500775,6.434487676012575e-7) Dual{Cells()}(0.0009144471578148454,0.06157847887712142,5.845205235339828e-7)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 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7}[Dual{Cells()}(1.8533650999754378e-10,-0.05378445818014451,-0.0,-0.0,-0.0,-0.0,-0.0,-2.3576286999075286e-6) Dual{Cells()}(1.8855934573275523e-10,-0.05445017609542235,-0.0,-0.0,-0.0,-0.0,-0.0,-2.3868102700707954e-6) Dual{Cells()}(1.9274625478852285e-10,-0.05511589403119249,-0.0,-0.0,-0.0,-0.0,-0.0,-2.415991827149876e-6) Dual{Cells()}(0.000513681033609736,-0.029043496879352433,-0.0,-0.0,-0.0,-0.0,-0.0,-4.199913455867773e-7) Dual{Cells()}(0.0005212293199094249,-0.030306885432494608,-0.0,-0.0,-0.0,-0.0,-0.0,-4.360802335048788e-7) Dual{Cells()}(0.0005263740356218478,-0.031183301994785848,-0.0,-0.0,-0.0,-0.0,-0.0,-4.51918483611073e-7) Dual{Cells()}(0.00044215884053936023,-0.054820085959845624,-0.0,-0.0,-0.0,-0.0,-0.0,-7.229085485791612e-7) Dual{Cells()}(0.0004457494514759829,-0.05379661726421317,-0.0,-0.0,-0.0,-0.0,-0.0,-7.091943413484519e-7) Dual{Cells()}(0.0004510334233241751,-0.05311432629501716,-0.0,-0.0,-0.0,-0.0,-0.0,-7.008603571176749e-7) Dual{Cells()}(0.0005932365195811405,-0.03494419121195199,-0.0,-0.0,-0.0,-0.0,-0.0,-4.998833658325162e-7) Dual{Cells()}(0.0006007325557534323,-0.03637994923275791,-0.0,-0.0,-0.0,-0.0,-0.0,-5.18103412274077e-7) Dual{Cells()}(0.0006057976347159971,-0.0374276185598332,-0.0,-0.0,-0.0,-0.0,-0.0,-5.361700323725609e-7) Dual{Cells()}(0.0005473010190604928,-0.05039408624915082,-0.0,-0.0,-0.0,-0.0,-0.0,-6.757062285311074e-7) Dual{Cells()}(0.0005517509695054273,-0.04951950475513771,-0.0,-0.0,-0.0,-0.0,-0.0,-6.634544862931696e-7) Dual{Cells()}(0.0005566902064366522,-0.04876340316964838,-0.0,-0.0,-0.0,-0.0,-0.0,-6.543236237333054e-7) Dual{Cells()}(0.0006727676639731892,-0.04085723107991386,-0.0,-0.0,-0.0,-0.0,-0.0,-5.802161574169569e-7) Dual{Cells()}(0.0006802466454324785,-0.042462663441785384,-0.0,-0.0,-0.0,-0.0,-0.0,-6.005381723814735e-7) Dual{Cells()}(0.0006852354784459473,-0.043676008669532286,-0.0,-0.0,-0.0,-0.0,-0.0,-6.208457535525789e-7) Dual{Cells()}(0.0006269823763165727,-0.05662376191627218,-0.0,-0.0,-0.0,-0.0,-0.0,-7.607392576116859e-7) Dual{Cells()}(0.0006315050033471111,-0.055591131286692776,-0.0,-0.0,-0.0,-0.0,-0.0,-7.462103201349171e-7) Dual{Cells()}(0.0006364137394803297,-0.05466899908015152,-0.0,-0.0,-0.0,-0.0,-0.0,-7.350158080562399e-7) Dual{Cells()}(0.0007524147070196112,-0.046764365035200935,-0.0,-0.0,-0.0,-0.0,-0.0,-6.606646799838667e-7) Dual{Cells()}(0.0007599032406333655,-0.04853731572566296,-0.0,-0.0,-0.0,-0.0,-0.0,-6.830645850914993e-7) Dual{Cells()}(0.0007648262701856787,-0.04991214031380776,-0.0,-0.0,-0.0,-0.0,-0.0,-7.056119822745385e-7) Dual{Cells()}(0.0007067424516664797,-0.06284712498440896,-0.0,-0.0,-0.0,-0.0,-0.0,-8.457403944437006e-7) Dual{Cells()}(0.0007113269530627591,-0.06165824288062208,-0.0,-0.0,-0.0,-0.0,-0.0,-8.289501365394143e-7) Dual{Cells()}(0.0007161937035348701,-0.06057108683389751,-0.0,-0.0,-0.0,-0.0,-0.0,-8.157041300350732e-7) Dual{Cells()}(0.0008322008440043631,-0.05266625275389081,-0.0,-0.0,-0.0,-0.0,-0.0,-7.41173815153593e-7) Dual{Cells()}(0.0008397178524310674,-0.05460533175712434,-0.0,-0.0,-0.0,-0.0,-0.0,-7.656360293799806e-7) Dual{Cells()}(0.0008445824145485992,-0.05613880670766749,-0.0,-0.0,-0.0,-0.0,-0.0,-7.904203049694872e-7) Dual{Cells()}(1.1491589350320221e-9,-0.05501737954518481,-0.0,-0.0,-0.0,-0.0,-0.0,-2.4116609211109335e-6) Dual{Cells()}(1.168528719672699e-9,-0.055683088251616615,-0.0,-0.0,-0.0,-0.0,-0.0,-2.4408418681746703e-6) Dual{Cells()}(1.1935742227816699e-9,-0.05634879708091986,-0.0,-0.0,-0.0,-0.0,-0.0,-2.4700227368679296e-6) Dual{Cells()}(0.0005237436259121656,-0.02976590333713038,-0.0,-0.0,-0.0,-0.0,-0.0,-4.2979041999711175e-7) Dual{Cells()}(0.0005312873688880839,-0.031050520199124645,-0.0,-0.0,-0.0,-0.0,-0.0,-4.4614174919457664e-7) Dual{Cells()}(0.0005364281943995264,-0.031947998712271566,-0.0,-0.0,-0.0,-0.0,-0.0,-4.622538266693392e-7) 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107670 107684 107698 107712 107726 107739 107752 107766 107780 107794 107808 107821 107834 107848 107862 107876 107890 107903 107916 107930 107944 107958 107972 107985 107998 108012 108026 108040 108054 108067 108080 108094 108108 108122 108136 108149 108162 108176 108190 108204 108218 108231 108244 108258 108272 108286 108300 108313 108326 108340 108354 108368 108382 108395 108408 108422 108436 108450 108464 108477 108490 108504 108518 108532 108546 108559 108572 108586 108600 108614 108628 108641 108654 108668 108682 108696 108710 108723 108736 108750 108764 108778 108792 108805 108818 108832 108846 108860 108874 108887 108900 108914 108928 108942 108956 108969 108982 108996 109010 109024 109038 109051 109064 109078 109092 109106 109120 109133 109146 109160 109174 109188 109202 109215 109228 109242 109256 109270 109284 109297 109310 109324 109338 109352 109366 109379 109392 109406 109420 109434 109448 109461 109474 109488 109502 109516 109530 109543 109556 109570 109584 109598 109612 109625 109638 109652 109666 109680 109694 109707 109720 109734 109748 109762 109776 109789 109802 109816 109830 109844 109858 109871 109884 109898 109912 109926 109940 109953 109965 109978 109991 110004 110017; 110029 110041 110054 110067 110080 110093 110105 110118 110132 110146 110160 110174 110187 110200 110214 110228 110242 110256 110269 110282 110296 110310 110324 110338 110351 110364 110378 110392 110406 110420 110433 110446 110460 110474 110488 110502 110515 110528 110542 110556 110570 110584 110597 110610 110624 110638 110652 110666 110679 110692 110706 110720 110734 110748 110761 110774 110788 110802 110816 110830 110843 110856 110870 110884 110898 110912 110925 110938 110952 110966 110980 110994 111007 111020 111034 111048 111062 111076 111089 111102 111116 111130 111144 111158 111171 111184 111198 111212 111226 111240 111253 111266 111280 111294 111308 111322 111335 111348 111362 111376 111390 111404 111417 111430 111444 111458 111472 111486 111499 111512 111526 111540 111554 111568 111581 111594 111608 111622 111636 111650 111663 111676 111690 111704 111718 111732 111745 111758 111772 111786 111800 111814 111827 111840 111854 111868 111882 111896 111909 111922 111936 111950 111964 111978 111991 112004 112018 112032 112046 112060 112073 112086 112100 112114 112128 112142 112155 112168 112182 112196 112210 112224 112237 112250 112264 112278 112292 112306 112319 112332 112346 112360 112374 112388 112401 112414 112428 112442 112456 112470 112483 112496 112510 112524 112538 112552 112565 112578 112592 112606 112620 112634 112647 112660 112674 112688 112702 112716 112729 112742 112756 112770 112784 112798 112811 112824 112838 112852 112866 112880 112893 112906 112920 112934 112948 112962 112975 112988 113002 113016 113030 113044 113057 113070 113084 113098 113112 113126 113139 113152 113166 113180 113194 113208 113221 113233 113246 113259 113272 113285 113297 113309 113322 113335 113348 113361 113373 113386 113400 113414 113428 113442 113455 113468 113482 113496 113510 113524 113537 113550 113564 113578 113592 113606 113619 113632 113646 113660 113674 113688 113701 113714 113728 113742 113756 113770 113783 113796 113810 113824 113838 113852 113865 113878 113892 113906 113920 113934 113947 113960 113974 113988 114002 114016 114029 114042 114056 114070 114084 114098 114111 114124 114138 114152 114166 114180 114193 114206 114220 114234 114248 114262 114275 114288 114302 114316 114330 114344 114357 114370 114384 114398 114412 114426 114439 114452 114466 114480 114494 114508 114521 114534 114548 114562 114576 114590 114603 114616 114630 114644 114658 114672 114685 114698 114712 114726 114740 114754 114767 114780 114794 114808 114822 114836 114849 114862 114876 114890 114904 114918 114931 114944 114958 114972 114986 115000 115013 115026 115040 115054 115068 115082 115095 115108 115122 115136 115150 115164 115177 115190 115204 115218 115232 115246 115259 115272 115286 115300 115314 115328 115341 115354 115368 115382 115396 115410 115423 115436 115450 115464 115478 115492 115505 115518 115532 115546 115560 115574 115587 115600 115614 115628 115642 115656 115669 115682 115696 115710 115724 115738 115751 115764 115778 115792 115806 115820 115833 115846 115860 115874 115888 115902 115915 115928 115942 115956 115970 115984 115997 116010 116024 116038 116052 116066 116079 116092 116106 116120 116134 116148 116161 116174 116188 116202 116216 116230 116243 116256 116270 116284 116298 116312 116325 116338 116352 116366 116380 116394 116407 116420 116434 116448 116462 116476 116489 116501 116514 116527 116540 116553; 116565 116577 116590 116603 116616 116629 116641 116654 116668 116682 116696 116710 116723 116736 116750 116764 116778 116792 116805 116818 116832 116846 116860 116874 116887 116900 116914 116928 116942 116956 116969 116982 116996 117010 117024 117038 117051 117064 117078 117092 117106 117120 117133 117146 117160 117174 117188 117202 117215 117228 117242 117256 117270 117284 117297 117310 117324 117338 117352 117366 117379 117392 117406 117420 117434 117448 117461 117474 117488 117502 117516 117530 117543 117556 117570 117584 117598 117612 117625 117638 117652 117666 117680 117694 117707 117720 117734 117748 117762 117776 117789 117802 117816 117830 117844 117858 117871 117884 117898 117912 117926 117940 117953 117966 117980 117994 118008 118022 118035 118048 118062 118076 118090 118104 118117 118130 118144 118158 118172 118186 118199 118212 118226 118240 118254 118268 118281 118294 118308 118322 118336 118350 118363 118376 118390 118404 118418 118432 118445 118458 118472 118486 118500 118514 118527 118540 118554 118568 118582 118596 118609 118622 118636 118650 118664 118678 118691 118704 118718 118732 118746 118760 118773 118786 118800 118814 118828 118842 118855 118868 118882 118896 118910 118924 118937 118950 118964 118978 118992 119006 119019 119032 119046 119060 119074 119088 119101 119114 119128 119142 119156 119170 119183 119196 119210 119224 119238 119252 119265 119278 119292 119306 119320 119334 119347 119360 119374 119388 119402 119416 119429 119442 119456 119470 119484 119498 119511 119524 119538 119552 119566 119580 119593 119606 119620 119634 119648 119662 119675 119688 119702 119716 119730 119744 119757 119769 119782 119795 119808 119821 119833 119845 119858 119871 119884 119897 119909 119922 119936 119950 119964 119978 119991 120004 120018 120032 120046 120060 120073 120086 120100 120114 120128 120142 120155 120168 120182 120196 120210 120224 120237 120250 120264 120278 120292 120306 120319 120332 120346 120360 120374 120388 120401 120414 120428 120442 120456 120470 120483 120496 120510 120524 120538 120552 120565 120578 120592 120606 120620 120634 120647 120660 120674 120688 120702 120716 120729 120742 120756 120770 120784 120798 120811 120824 120838 120852 120866 120880 120893 120906 120920 120934 120948 120962 120975 120988 121002 121016 121030 121044 121057 121070 121084 121098 121112 121126 121139 121152 121166 121180 121194 121208 121221 121234 121248 121262 121276 121290 121303 121316 121330 121344 121358 121372 121385 121398 121412 121426 121440 121454 121467 121480 121494 121508 121522 121536 121549 121562 121576 121590 121604 121618 121631 121644 121658 121672 121686 121700 121713 121726 121740 121754 121768 121782 121795 121808 121822 121836 121850 121864 121877 121890 121904 121918 121932 121946 121959 121972 121986 122000 122014 122028 122041 122054 122068 122082 122096 122110 122123 122136 122150 122164 122178 122192 122205 122218 122232 122246 122260 122274 122287 122300 122314 122328 122342 122356 122369 122382 122396 122410 122424 122438 122451 122464 122478 122492 122506 122520 122533 122546 122560 122574 122588 122602 122615 122628 122642 122656 122670 122684 122697 122710 122724 122738 122752 122766 122779 122792 122806 122820 122834 122848 122861 122874 122888 122902 122916 122930 122943 122956 122970 122984 122998 123012 123025 123037 123050 123063 123076 123089; 123101 123113 123126 123139 123152 123165 123177 123190 123204 123218 123232 123246 123259 123272 123286 123300 123314 123328 123341 123354 123368 123382 123396 123410 123423 123436 123450 123464 123478 123492 123505 123518 123532 123546 123560 123574 123587 123600 123614 123628 123642 123656 123669 123682 123696 123710 123724 123738 123751 123764 123778 123792 123806 123820 123833 123846 123860 123874 123888 123902 123915 123928 123942 123956 123970 123984 123997 124010 124024 124038 124052 124066 124079 124092 124106 124120 124134 124148 124161 124174 124188 124202 124216 124230 124243 124256 124270 124284 124298 124312 124325 124338 124352 124366 124380 124394 124407 124420 124434 124448 124462 124476 124489 124502 124516 124530 124544 124558 124571 124584 124598 124612 124626 124640 124653 124666 124680 124694 124708 124722 124735 124748 124762 124776 124790 124804 124817 124830 124844 124858 124872 124886 124899 124912 124926 124940 124954 124968 124981 124994 125008 125022 125036 125050 125063 125076 125090 125104 125118 125132 125145 125158 125172 125186 125200 125214 125227 125240 125254 125268 125282 125296 125309 125322 125336 125350 125364 125378 125391 125404 125418 125432 125446 125460 125473 125486 125500 125514 125528 125542 125555 125568 125582 125596 125610 125624 125637 125650 125664 125678 125692 125706 125719 125732 125746 125760 125774 125788 125801 125814 125828 125842 125856 125870 125883 125896 125910 125924 125938 125952 125965 125978 125992 126006 126020 126034 126047 126060 126074 126088 126102 126116 126129 126142 126156 126170 126184 126198 126211 126224 126238 126252 126266 126280 126293 126305 126318 126331 126344 126357 126369 126381 126394 126407 126420 126433 126445 126458 126472 126486 126500 126514 126527 126540 126554 126568 126582 126596 126609 126622 126636 126650 126664 126678 126691 126704 126718 126732 126746 126760 126773 126786 126800 126814 126828 126842 126855 126868 126882 126896 126910 126924 126937 126950 126964 126978 126992 127006 127019 127032 127046 127060 127074 127088 127101 127114 127128 127142 127156 127170 127183 127196 127210 127224 127238 127252 127265 127278 127292 127306 127320 127334 127347 127360 127374 127388 127402 127416 127429 127442 127456 127470 127484 127498 127511 127524 127538 127552 127566 127580 127593 127606 127620 127634 127648 127662 127675 127688 127702 127716 127730 127744 127757 127770 127784 127798 127812 127826 127839 127852 127866 127880 127894 127908 127921 127934 127948 127962 127976 127990 128003 128016 128030 128044 128058 128072 128085 128098 128112 128126 128140 128154 128167 128180 128194 128208 128222 128236 128249 128262 128276 128290 128304 128318 128331 128344 128358 128372 128386 128400 128413 128426 128440 128454 128468 128482 128495 128508 128522 128536 128550 128564 128577 128590 128604 128618 128632 128646 128659 128672 128686 128700 128714 128728 128741 128754 128768 128782 128796 128810 128823 128836 128850 128864 128878 128892 128905 128918 128932 128946 128960 128974 128987 129000 129014 129028 129042 129056 129069 129082 129096 129110 129124 129138 129151 129164 129178 129192 129206 129220 129233 129246 129260 129274 129288 129302 129315 129328 129342 129356 129370 129384 129397 129410 129424 129438 129452 129466 129479 129492 129506 129520 129534 129548 129561 129573 129586 129599 129612 129625],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 480, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(1.9208775513023472e-15,5.574366234077067e-7,9.604447878874187e-19) Dual{Cells()}(1.9542798896510335e-15,5.643363033411097e-7,9.77146061583069e-19) Dual{Cells()}(1.9976741437819392e-15,5.712359834869005e-7,9.98843324478241e-19) Dual{Cells()}(5.323928706782086e-9,3.0101463099530266e-7,4.075962631596083e-12) Dual{Cells()}(5.402161180804973e-9,3.141087305352979e-7,3.914885116834645e-12) Dual{Cells()}(5.455482401324107e-9,3.2319214804497865e-7,3.5510393679004823e-12) Dual{Cells()}(4.582653417360601e-9,5.681701488936421e-7,1.9633587897158803e-12) Dual{Cells()}(4.619867477038916e-9,5.57562643432753e-7,2.155894087794903e-12) Dual{Cells()}(4.674631985688833e-9,5.50491195900897e-7,2.2734137179435147e-12) Dual{Cells()}(6.148463209387347e-9,3.621710177252442e-7,4.667807364896119e-12) Dual{Cells()}(6.226154149004675e-9,3.77051600894232e-7,4.4791697979767236e-12) Dual{Cells()}(6.2786499927803755e-9,3.879099282232275e-7,4.065108366807399e-12) Dual{Cells()}(5.672375299028407e-9,5.222978947627264e-7,3.465026268443012e-12) Dual{Cells()}(5.718495785025449e-9,5.132334963953647e-7,3.810099185008585e-12) Dual{Cells()}(5.7696873680647496e-9,5.053970557389079e-7,4.015412573188866e-12) Dual{Cells()}(6.9727454293023344e-9,4.234553569117018e-7,5.2567310074906525e-12) Dual{Cells()}(7.050259609276619e-9,4.4009449069108603e-7,5.040862102707636e-12) Dual{Cells()}(7.101965219482052e-9,4.526699277163637e-7,4.576628543931944e-12) Dual{Cells()}(6.4982143655595215e-9,5.868639327280819e-7,3.980282436068306e-12) Dual{Cells()}(6.545088091281396e-9,5.761614705139581e-7,4.376531247691039e-12) Dual{Cells()}(6.595963555827973e-9,5.666042437435745e-7,4.609188026776328e-12) Dual{Cells()}(7.798228854114377e-9,4.846784856271241e-7,5.848150078117627e-12) Dual{Cells()}(7.875842035192538e-9,5.030538245224105e-7,5.605009682272525e-12) Dual{Cells()}(7.926865640587728e-9,5.173028771693005e-7,5.090162310813755e-12) Dual{Cells()}(7.324869287635321e-9,6.51364545215856e-7,4.496384976430927e-12) Dual{Cells()}(7.372384295963383e-9,6.390426506018935e-7,4.943925662481308e-12) Dual{Cells()}(7.422824609800047e-9,6.277750722659061e-7,5.203933074396203e-12) Dual{Cells()}(8.625153885999218e-9,5.458472409322102e-7,6.44196081125252e-12) Dual{Cells()}(8.703062187714828e-9,5.659443784447403e-7,6.17146701086106e-12) Dual{Cells()}(8.753479820854712e-9,5.81837726215354e-7,5.605601975099555e-12) Dual{Cells()}(1.191019298469998e-14,5.70214952797088e-7,5.955304671241789e-18) Dual{Cells()}(1.2110946654283649e-14,5.771145372875281e-7,6.05568501339809e-18) Dual{Cells()}(1.2370525000092215e-14,5.840141230514412e-7,6.185478723072176e-18) Dual{Cells()}(5.428220126005967e-9,3.085018462648677e-7,4.154546681468829e-12) Dual{Cells()}(5.506405511796539e-9,3.218159617203813e-7,3.989757601964876e-12) Dual{Cells()}(5.559686413224019e-9,3.3111767096646013e-7,3.6191490278750623e-12) Dual{Cells()}(4.8880247618582165e-9,4.86045834705634e-7,2.753726172600937e-12) Dual{Cells()}(4.934334290577294e-9,4.78103556078752e-7,3.024729002721379e-12) Dual{Cells()}(4.986639478840492e-9,4.716491539686529e-7,3.188085192517009e-12) Dual{Cells()}(6.251437678829128e-9,3.698353942541555e-7,4.741273289442113e-12) Dual{Cells()}(6.3290873289927935e-9,3.849374042140263e-7,4.549232466950294e-12) Dual{Cells()}(6.381477402225626e-9,3.960134539654987e-7,4.128927107267008e-12) Dual{Cells()}(5.7755691293185324e-9,5.303726403765375e-7,3.5293918904780704e-12) Dual{Cells()}(5.821792117735294e-9,5.211022117664082e-7,3.880857376953847e-12) Dual{Cells()}(5.872952042841619e-9,5.130499361163694e-7,4.089589734998546e-12) Dual{Cells()}(7.075851933940692e-9,4.311115623655026e-7,5.330515917692783e-12) Dual{Cells()}(7.153365296124231e-9,4.479687354524552e-7,5.111242008198749e-12) Dual{Cells()}(7.204980529638587e-9,4.6075539487083195e-7,4.640706260686785e-12) Dual{Cells()}(6.6014886393980915e-9,5.949300407995986e-7,4.044739603380555e-12) Dual{Cells()}(6.6484471249955515e-9,5.840242754703568e-7,4.4473910601241506e-12) Dual{Cells()}(6.699274064791989e-9,5.742527878058647e-7,4.6834648349933906e-12) Dual{Cells()}(7.901541141104477e-9,4.923268419365818e-7,5.9222821887001e-12) Dual{Cells()}(7.979182338483369e-9,5.109180942554163e-7,5.675725117896281e-12) Dual{Cells()}(8.030126214859519e-9,5.25374051134633e-7,5.154516361332211e-12) Dual{Cells()}(7.428298271803658e-9,6.594223916952518e-7,4.5609870272110395e-12) Dual{Cells()}(7.475889297156846e-9,6.468990510329293e-7,5.014954813310242e-12) Dual{Cells()}(7.526268120304207e-9,6.354181669605174e-7,5.278385618314339e-12) Dual{Cells()}(8.72855990515938e-9,5.534911117765735e-7,6.516271197556336e-12) Dual{Cells()}(8.806514804075696e-9,5.73802665938209e-7,6.242357147404904e-12) Dual{Cells()}(8.856861595312326e-9,5.898999928506576e-7,5.670100807354257e-12) Dual{Cells()}(8.198227082892944e-14,5.829361296136218e-7,4.100192469386619e-17) Dual{Cells()}(8.32944014225659e-14,5.898349535564715e-7,4.165816256845407e-17) Dual{Cells()}(8.496072477121768e-14,5.967337862696395e-7,4.2491543482088656e-17) Dual{Cells()}(5.5311581564989405e-9,3.161554743042873e-7,4.228230279025053e-12) Dual{Cells()}(5.6092520213481776e-9,3.296948407294273e-7,4.060004423517329e-12) Dual{Cells()}(5.662424765712629e-9,3.392222697004461e-7,3.683169259241594e-12) Dual{Cells()}(5.04322146649645e-9,4.7646384249001124e-7,3.041503149822769e-12) Dual{Cells()}(5.089095840056657e-9,4.6861012524216083e-7,3.3440448304442834e-12) Dual{Cells()}(5.140599307269695e-9,4.6205998162045394e-7,3.52619550171583e-12) Dual{Cells()}(6.354431931637225e-9,3.774985396494145e-7,4.81478763434811e-12) Dual{Cells()}(6.432046449222805e-9,3.9282146309961293e-7,4.619343313066568e-12) Dual{Cells()}(6.4843328288835304e-9,4.0411424925180446e-7,4.192784995516642e-12) Dual{Cells()}(5.878774435196325e-9,5.384461397874078e-7,3.5937705540702107e-12) Dual{Cells()}(5.925097328169608e-9,5.28970076731894e-7,3.951630016680678e-12) Dual{Cells()}(5.976223142278064e-9,5.207021953291499e-7,4.163781032766173e-12) Dual{Cells()}(7.17897550640047e-9,4.3876688588204223e-7,5.404336566666976e-12) Dual{Cells()}(7.256492045969849e-9,4.5584177282658595e-7,5.181657101420537e-12) Dual{Cells()}(7.3080185615340014e-9,4.688390225546267e-7,4.704812886557065e-12) Dual{Cells()}(6.704774560719427e-9,6.029951874802988e-7,4.109208976267563e-12) Dual{Cells()}(6.751816136294346e-9,5.918863955069618e-7,4.5182647244360075e-12) Dual{Cells()}(6.80259279496217e-9,5.819008021383714e-7,4.757755569676976e-12) Dual{Cells()}(8.004876575610171e-9,4.999743540911979e-7,5.996451631049475e-12) Dual{Cells()}(8.082548701142681e-9,5.187813102294159e-7,5.746476516431026e-12) Dual{Cells()}(8.133413958397775e-9,5.334437405402088e-7,5.218900111332162e-12) Dual{Cells()}(7.531745585846969e-9,6.674793191072355e-7,4.625606198640396e-12) Dual{Cells()}(7.579411760416753e-9,6.547547268058312e-7,5.086004041959254e-12) Dual{Cells()}(7.629727705608492e-9,6.430606343739517e-7,5.3528590955136645e-12) Dual{Cells()}(8.831978254409627e-9,5.611344321077311e-7,6.590603599975374e-12) Dual{Cells()}(8.909981715374739e-9,5.816602502606059e-7,6.3132686689100114e-12) Dual{Cells()}(8.960258514882055e-9,5.979612525815512e-7,5.734617375076142e-12) Dual{Cells()}(5.172261696482672e-13,5.952319817767928e-7,2.5911601394618964e-16) Dual{Cells()}(5.249858844338694e-13,6.021251968834145e-7,2.6300341097047504e-16) Dual{Cells()}(5.345733314843764e-13,6.090184677220474e-7,2.6780645282788807e-16) Dual{Cells()}(5.633976963031313e-9,3.238272318021368e-7,4.301369968443412e-12) Dual{Cells()}(5.7119829460659105e-9,3.3759179011495754e-7,4.129740965371023e-12) Dual{Cells()}(5.765038810734628e-9,3.4734430124989475e-7,3.7467300400906826e-12) Dual{Cells()}(5.155394471488433e-9,4.821585716568573e-7,3.1396236245389324e-12) Dual{Cells()}(5.201020025366403e-9,4.741279504909303e-7,3.452340263997331e-12) Dual{Cells()}(5.2523452222622085e-9,4.673734345334817e-7,3.640285423824611e-12) Dual{Cells()}(6.457444352353654e-9,3.851605353374784e-7,4.8883468797175e-12) Dual{Cells()}(6.53502951701206e-9,4.0070388838798726e-7,4.689498873780248e-12) Dual{Cells()}(6.5872142455889925e-9,4.1221248280422757e-7,4.2566792660367226e-12) Dual{Cells()}(5.9819903784245625e-9,5.465184540591969e-7,3.658161445261133e-12) Dual{Cells()}(6.028410683652409e-9,5.368371352986804e-7,4.02241617733574e-12) Dual{Cells()}(6.079500047262229e-9,5.283538677050633e-7,4.237985530522515e-12) Dual{Cells()}(7.282118016815655e-9,4.464213144384179e-7,5.478194375327089e-12) Dual{Cells()}(7.359641583698718e-9,4.6371360818266914e-7,5.252108587975399e-12) Dual{Cells()}(7.411080955733262e-9,4.769208463078402e-7,4.76894944246535e-12) Dual{Cells()}(6.808073823643769e-9,6.110593651103889e-7,4.173691825180997e-12) Dual{Cells()}(6.855196975492534e-9,5.997478095993807e-7,4.58915382745332e-12) Dual{Cells()}(6.905921647826267e-9,5.895482556126679e-7,4.8320619880679995e-12) Dual{Cells()}(8.10823117569363e-9,5.076211164040769e-7,6.070653236789072e-12) Dual{Cells()}(8.18593694269924e-9,5.266435737532201e-7,5.817259032010615e-12) Dual{Cells()}(8.236724699744381e-9,5.415120680275942e-7,5.283309590962497e-12) Dual{Cells()}(7.635209926983921e-9,6.755351356143814e-7,4.690244511604526e-12) Dual{Cells()}(7.682950210416883e-9,6.62609485736863e-7,5.15707534154923e-12) Dual{Cells()}(7.733201944792368e-9,6.507022849367561e-7,5.4273556023550384e-12) Dual{Cells()}(8.935406765442681e-9,5.687772778754447e-7,6.664954694911328e-12) Dual{Cells()}(9.013460636899272e-9,5.895172128118695e-7,6.384198448138632e-12) Dual{Cells()}(9.063668284544307e-9,6.06021600673419e-7,5.799149069885992e-12) Dual{Cells()}(2.8035430184235802e-12,6.046371640408665e-7,1.4205317099243979e-15) Dual{Cells()}(2.8422380490385026e-12,6.114924711005821e-7,1.4401379280462607e-15) Dual{Cells()}(2.8880351849626173e-12,6.183480822658274e-7,1.4633427527162853e-15) Dual{Cells()}(5.736814897621849e-9,3.314991499736283e-7,4.374524972840767e-12) Dual{Cells()}(5.814741682211595e-9,3.4548822447058596e-7,4.1994954555731046e-12) Dual{Cells()}(5.8676814943428715e-9,3.5546444850679895e-7,3.810300142699432e-12) Dual{Cells()}(5.259625846611967e-9,4.900045833465894e-7,3.2074131253024122e-12) Dual{Cells()}(5.3053138787665576e-9,4.817684357181207e-7,3.5268999366269696e-12) Dual{Cells()}(5.356606013014345e-9,4.747977774663361e-7,3.7185131602862905e-12) Dual{Cells()}(6.560473647312462e-9,3.9282145145513236e-7,4.9619480487467826e-12) Dual{Cells()}(6.6380348965027846e-9,4.0858477746243826e-7,4.759696206624594e-12) Dual{Cells()}(6.690119979331049e-9,4.20308305236799e-7,4.3206075737278474e-12) Dual{Cells()}(6.085216297718996e-9,5.545896382126801e-7,3.722563896059429e-12) Dual{Cells()}(6.131731627864891e-9,5.447034262351937e-7,4.0932151062545535e-12) Dual{Cells()}(6.182782307377764e-9,5.360049826530582e-7,4.312202476795106e-12) Dual{Cells()}(7.385282075292594e-9,4.540748206905405e-7,5.552091615965745e-12) Dual{Cells()}(7.462816402256957e-9,4.715842322383995e-7,5.322598467536423e-12) Dual{Cells()}(7.514170110882653e-9,4.850008847184141e-7,4.83311759431142e-12) Dual{Cells()}(6.91138872384702e-9,6.191225521673959e-7,4.2381899103794075e-12) Dual{Cells()}(6.958592113445863e-9,6.076084828322286e-7,4.660060550439148e-12) Dual{Cells()}(7.00926313593742e-9,5.971951025297228e-7,4.906386487872569e-12) Dual{Cells()}(8.211600984661745e-9,5.152672255284802e-7,6.144881830394615e-12) Dual{Cells()}(8.289342916844275e-9,5.34504987945571e-7,5.888067814396359e-12) Dual{Cells()}(8.340054306399018e-9,5.495791568809967e-7,5.347740819901354e-12) Dual{Cells()}(7.738732757882246e-9,6.835822280283118e-7,4.755024343666754e-12) Dual{Cells()}(7.786543642496874e-9,6.704558206623614e-7,5.228304401674712e-12) Dual{Cells()}(7.836729372018716e-9,6.583356661315363e-7,5.502019414363133e-12) Dual{Cells()}(9.0388435479457e-9,5.764196994185736e-7,6.739321936520272e-12) Dual{Cells()}(9.116949574050587e-9,5.973736084728229e-7,6.4551440903971e-12) Dual{Cells()}(9.167088903765578e-9,6.140811041916514e-7,5.863693918958694e-12) Dual{Cells()}(1.1425274502557037e-11,5.96944527315372e-7,6.1992191562066794e-15) Dual{Cells()}(1.1564470539348388e-11,6.035745019557528e-7,6.274739180516098e-15) Dual{Cells()}(1.1716168862455184e-11,6.102057020661239e-7,6.3570429743201785e-15) Dual{Cells()}(5.839684161204764e-9,3.391694758771175e-7,4.447748315257621e-12) Dual{Cells()}(5.917540373944536e-9,3.5338237168257274e-7,4.269317766364462e-12) Dual{Cells()}(5.97036608000062e-9,3.6358095311129467e-7,3.873924438996142e-12) Dual{Cells()}(5.3628652255692585e-9,4.980667210118883e-7,3.2719979445950143e-12) Dual{Cells()}(5.4086619470621775e-9,4.896229614715492e-7,3.5979009264084377e-12) Dual{Cells()}(5.459932569827588e-9,4.824355021371028e-7,3.792954308803741e-12) Dual{Cells()}(6.663518842873517e-9,4.004813466078223e-7,5.0355887209974604e-12) Dual{Cells()}(6.741061303115605e-9,4.1646421419383936e-7,4.829932899635643e-12) Dual{Cells()}(6.793048702215716e-9,4.284018493944387e-7,4.3845680030594525e-12) Dual{Cells()}(6.188451735945637e-9,5.62659740718835e-7,3.786977407665922e-12) Dual{Cells()}(6.235059809556797e-9,5.525689824687572e-7,4.164026253267036e-12) Dual{Cells()}(6.2860696698150444e-9,5.436555639696206e-7,4.386431335476038e-12) Dual{Cells()}(7.488471157111135e-9,4.617273576039614e-7,5.6260316393693835e-12) Dual{Cells()}(7.566019888317595e-9,4.794536157486211e-7,5.3931297444646914e-12) Dual{Cells()}(7.617289304636128e-9,4.930791341124066e-7,4.89731983061116e-12) Dual{Cells()}(7.014722255273976e-9,6.271847137904527e-7,4.302705528852436e-12) Dual{Cells()}(7.062004743002047e-9,6.154683667434632e-7,4.7309877304736546e-12) Dual{Cells()}(7.112620483673982e-9,6.04841282736732e-7,4.9807321745894385e-12) Dual{Cells()}(8.314982099373938e-9,5.229127735534387e-7,6.219132425598357e-12) Dual{Cells()}(8.392762539083028e-9,5.423656506128379e-7,5.9588981934328e-12) Dual{Cells()}(8.44339870986042e-9,5.576451237113722e-7,5.412189969140395e-12) Dual{Cells()}(7.843327503948712e-9,6.914296329870171e-7,4.8230030290592775e-12) Dual{Cells()}(7.891153530803545e-9,6.78105664780368e-7,5.30309038999045e-12) Dual{Cells()}(7.941258356288141e-9,6.657742079310024e-7,5.58046483226055e-12) Dual{Cells()}(9.14228730072205e-9,5.840616865303426e-7,6.813704566619711e-12) Dual{Cells()}(9.220447141146853e-9,6.052294298530281e-7,6.526104885519294e-12) Dual{Cells()}(9.270519004705527e-9,6.221397652195813e-7,5.92825143362158e-12) Dual{Cells()}(2.4588608781528806e-11,5.109495740788222e-7,1.905588965078468e-14) Dual{Cells()}(2.482152443118209e-11,5.165119221029444e-7,1.9236330190384357e-14) Dual{Cells()}(2.5018733765342942e-11,5.220766117722427e-7,1.9389096434629083e-14) Dual{Cells()}(5.942583522814095e-9,3.4683815774820505e-7,4.521039771760065e-12) Dual{Cells()}(6.020377254570986e-9,3.6127421871362553e-7,4.339207479851992e-12) Dual{Cells()}(6.073090927978325e-9,3.716938834372741e-7,3.937603114050359e-12) Dual{Cells()}(5.46602569987284e-9,5.061444574781883e-7,3.3363369598227154e-12) Dual{Cells()}(5.5119329788508075e-9,4.974933792991924e-7,3.668629408474776e-12) Dual{Cells()}(5.563180025292156e-9,4.900893371170683e-7,3.8671039185003255e-12) Dual{Cells()}(6.766579302238075e-9,4.08140271627327e-7,5.109266927574003e-12) Dual{Cells()}(6.844107818847667e-9,4.2434227311364433e-7,4.900206971011302e-12) Dual{Cells()}(6.895999448413266e-9,4.3649323506316594e-7,4.448558980550097e-12) Dual{Cells()}(6.291696471824727e-9,5.707288029693933e-7,3.8514016763324455e-12) Dual{Cells()}(6.338395115991963e-9,5.604338304609345e-7,4.2348493023960755e-12) Dual{Cells()}(6.389362112866706e-9,5.513056291179178e-7,4.4606718203202354e-12) Dual{Cells()}(7.591689717759318e-9,4.693788671894489e-7,5.700018725175955e-12) Dual{Cells()}(7.66925643910707e-9,4.873217189418037e-7,5.463706283560049e-12) Dual{Cells()}(7.72044281113216e-9,5.011555786306487e-7,4.961559327917959e-12) Dual{Cells()}(7.1180782139026625e-9,6.352458110150251e-7,4.3672414530841864e-12) Dual{Cells()}(7.165438887340652e-9,6.233274081637602e-7,4.80193880179705e-12) Dual{Cells()}(7.215997735282489e-9,6.124867300864335e-7,5.055102801748395e-12) Dual{Cells()}(8.418370653222435e-9,5.305578561756185e-7,6.293400002301932e-12) Dual{Cells()}(8.49619176933277e-9,5.502256628027836e-7,6.029745468546902e-12) Dual{Cells()}(8.546753889739377e-9,5.657100874352205e-7,5.476653175531274e-12) Dual{Cells()}(7.971947387642522e-9,6.948703330589233e-7,4.962700361941633e-12) Dual{Cells()}(8.018608793265036e-9,6.814161375197511e-7,5.457698907827998e-12) Dual{Cells()}(8.068385898912248e-9,6.689083248146914e-7,5.743858203946479e-12) Dual{Cells()}(9.245746402912533e-9,5.917018464652356e-7,6.888139128803107e-12) Dual{Cells()}(9.323961948742259e-9,6.130832493815155e-7,6.597115340445964e-12) Dual{Cells()}(9.37396784657251e-9,6.301961158001153e-7,5.992852506158701e-12) Dual{Cells()}(5.3914436587753856e-11,1.5572739208194805e-7,4.78967281060417e-13) Dual{Cells()}(5.4326901640662845e-11,1.5738637688171055e-7,4.826535251940702e-13) Dual{Cells()}(5.459997722697819e-11,1.5904723702963495e-7,4.851019760479105e-13) Dual{Cells()}(6.0455106606897414e-9,3.5450529515776555e-7,4.59439458371614e-12) Dual{Cells()}(6.123249467474577e-9,3.691639057339228e-7,4.409159911123845e-12) Dual{Cells()}(6.175853191847776e-9,3.798034604512377e-7,4.001332500099752e-12) Dual{Cells()}(5.5691939175005625e-9,5.142218386897692e-7,3.4006745872168047e-12) Dual{Cells()}(5.615209196674294e-9,5.053638843039847e-7,3.739356472492059e-12) Dual{Cells()}(5.6664298631187675e-9,4.977435179672684e-7,3.94125059316685e-12) Dual{Cells()}(6.869654773806621e-9,4.1579826515754205e-7,5.182981302764155e-12) Dual{Cells()}(6.947173938891184e-9,4.3221901503273355e-7,4.970517009912859e-12) Dual{Cells()}(6.998971658673478e-9,4.445825647358944e-7,4.5125793974221815e-12) Dual{Cells()}(6.394950557853114e-9,5.787968586141852e-7,3.915836624175721e-12) Dual{Cells()}(6.441737712771052e-9,5.682979894487153e-7,4.305684209561372e-12) Dual{Cells()}(6.492659885737939e-9,5.58955188365927e-7,4.5349239359442e-12) Dual{Cells()}(7.69494371854061e-9,4.77029189103697e-7,5.7740605757966465e-12) Dual{Cells()}(7.772532002270865e-9,4.951883971874215e-7,5.534335159685312e-12) Dual{Cells()}(7.823636439798999e-9,5.092300920237285e-7,5.02584201402023e-12) Dual{Cells()}(7.221461611055141e-9,6.433057071941787e-7,4.431802373438753e-12) Dual{Cells()}(7.268899811635659e-9,6.311854571183463e-7,4.872919418606708e-12) Dual{Cells()}(7.31940015760757e-9,6.201312810329548e-7,5.12950449693922e-12) Dual{Cells()}(8.52176274571341e-9,5.382025872345366e-7,6.367679146744616e-12) Dual{Cells()}(8.599626537650409e-9,5.580851438227885e-7,6.100604568256942e-12) Dual{Cells()}(8.650115793123707e-9,5.737741849680337e-7,5.541126238194043e-12) Dual{Cells()}(8.796415099312e-9,6.142922062844313e-7,6.962572962842165e-12) Dual{Cells()}(8.785806378139375e-9,6.01688121733833e-7,7.690705349195507e-12) Dual{Cells()}(8.820573141432443e-9,5.894546325225178e-7,8.130153065658322e-12) Dual{Cells()}(9.349464290505289e-9,5.99305557543739e-7,6.9635125468823154e-12) Dual{Cells()}(9.427745154262166e-9,6.20899535882138e-7,6.6690126921622295e-12) Dual{Cells()}(9.47769909228891e-9,6.382132352266221e-7,6.058241194502935e-12) Dual{Cells()}(1.698360498319781e-15,5.574373203018129e-7,8.491833851257855e-19) Dual{Cells()}(1.7290231781073622e-15,5.643370088235521e-7,8.645147816142525e-19) Dual{Cells()}(1.769689306252247e-15,5.712366975193124e-7,8.848479207827687e-19) Dual{Cells()}(5.323675983937077e-9,3.0101960308616704e-7,4.075647699441395e-12) Dual{Cells()}(5.401901900698381e-9,3.1411357890469605e-7,3.914593635792806e-12) Dual{Cells()}(5.4552255720229855e-9,3.231972930240325e-7,3.550800252067465e-12) Dual{Cells()}(4.5824914005072615e-9,5.681761785929235e-7,1.9632582470921092e-12) Dual{Cells()}(4.6196987358370095e-9,5.575689885906877e-7,2.155774617124815e-12) Dual{Cells()}(4.67446570813863e-9,5.504979210104694e-7,2.2732864631937217e-12) Dual{Cells()}(6.147786216657887e-9,3.621844674503306e-7,4.666983266899684e-12) Dual{Cells()}(6.225460873761007e-9,3.770646225446343e-7,4.478407204926651e-12) Dual{Cells()}(6.277964345619441e-9,3.8792357028102597e-7,4.06448214054193e-12) Dual{Cells()}(5.67187912792554e-9,5.223087396944806e-7,3.464625983203744e-12) Dual{Cells()}(5.717977460060453e-9,5.132449957567155e-7,3.8096119644491924e-12) Dual{Cells()}(5.769172842897239e-9,5.054095032103682e-7,4.0148858808567244e-12) Dual{Cells()}(6.970222011336496e-9,4.235060058719022e-7,5.253711477657343e-12) Dual{Cells()}(7.0476788735319135e-9,4.401432879206827e-7,5.038068024676289e-12) Dual{Cells()}(7.099416959657581e-9,4.5272058159751487e-7,4.574332773160663e-12) Dual{Cells()}(6.496253461563226e-9,5.86905805144782e-7,3.97870143817607e-12) Dual{Cells()}(6.543043721292375e-9,5.762057281564511e-7,4.374606525910361e-12) Dual{Cells()}(6.593935793054087e-9,5.666521301771445e-7,4.6071073024805416e-12) Dual{Cells()}(7.793404039146257e-9,4.847767717496738e-7,5.84243592107254e-12) Dual{Cells()}(7.870912311033676e-9,5.031482293117313e-7,5.599721865041013e-12) Dual{Cells()}(7.922005215665924e-9,5.174002202227503e-7,5.085815514659767e-12) Dual{Cells()}(7.3209984165235806e-9,6.514470626380182e-7,4.4932488336412475e-12) Dual{Cells()}(7.368354704251259e-9,6.39129523848642e-7,4.940108681312069e-12) Dual{Cells()}(7.418830464036211e-9,6.278689058909657e-7,5.1998070862537944e-12) Dual{Cells()}(8.623976565912146e-9,5.458715924055587e-7,6.440574800330213e-12) Dual{Cells()}(8.701860185653804e-9,5.659677230452686e-7,6.170184364209974e-12) Dual{Cells()}(8.752295704085802e-9,5.818616721204793e-7,5.604546850955618e-12) Dual{Cells()}(1.1682704019146084e-14,5.702156660111114e-7,5.841541210020156e-18) Dual{Cells()}(1.1880721551517806e-14,5.771152590930924e-7,5.9405531814960954e-18) Dual{Cells()}(1.2137572522263145e-14,5.840148534093387e-7,6.068982826144359e-18) Dual{Cells()}(5.427954925565583e-9,3.0850706987606946e-7,4.1542169292570255e-12) Dual{Cells()}(5.506133501292145e-9,3.218210504283e-7,3.989452427112629e-12) Dual{Cells()}(5.55941704722436e-9,3.311230618870574e-7,3.6188986697126586e-12) Dual{Cells()}(4.887841255749153e-9,4.860507665560648e-7,2.7535832433669884e-12) Dual{Cells()}(4.934142099456607e-9,4.781087610143569e-7,3.024556381041168e-12) Dual{Cells()}(4.986448828292471e-9,4.716547339443619e-7,3.187899381503876e-12) Dual{Cells()}(6.250636181430577e-9,3.6985133351894295e-7,4.740300146090634e-12) Dual{Cells()}(6.3282667103311114e-9,3.849528247956726e-7,4.54833196226232e-12) Dual{Cells()}(6.380665961996592e-9,3.9602958767981056e-7,4.128187556796942e-12) Dual{Cells()}(5.774976406303091e-9,5.303855341390197e-7,3.5289139681013044e-12) Dual{Cells()}(5.821173123813799e-9,5.211158794385443e-7,3.880275635167227e-12) Dual{Cells()}(5.872337650014403e-9,5.130647315629399e-7,4.0889608529326954e-12) Dual{Cells()}(7.0729042737988555e-9,4.311708132783231e-7,5.326994735901018e-12) Dual{Cells()}(7.150351087709687e-9,4.480257925203036e-7,5.107983725237465e-12) Dual{Cells()}(7.202004863573933e-9,4.6081456655481807e-7,4.638028943741444e-12) Dual{Cells()}(6.599185986715283e-9,5.949791440169704e-7,4.042882539256633e-12) Dual{Cells()}(6.646046928867101e-9,5.840761521816637e-7,4.445130242640096e-12) Dual{Cells()}(6.696893587057224e-9,5.74308910141066e-7,4.6810207892657e-12) Dual{Cells()}(7.897344900598148e-9,4.924122538767258e-7,5.9173222934665674e-12) Dual{Cells()}(7.974895328685902e-9,5.110000909510606e-7,5.671135417876343e-12) Dual{Cells()}(8.025900211354675e-9,5.254585379829254e-7,5.150743670698311e-12) Dual{Cells()}(7.424923624827482e-9,6.594941405231572e-7,4.5582536348096794e-12) Dual{Cells()}(7.472376879825052e-9,6.469745670788048e-7,5.011627842219196e-12) Dual{Cells()}(7.522786832595926e-9,6.354997340330147e-7,5.27478925221325e-12) Dual{Cells()}(8.727644595817364e-9,5.535101216218318e-7,6.515193323826704e-12) Dual{Cells()}(8.805580384553519e-9,5.738208896846617e-7,6.241359625490851e-12) Dual{Cells()}(8.855941047783328e-9,5.899186749293727e-7,5.6692800102470434e-12) Dual{Cells()}(8.17512084076327e-14,5.829368579513958e-7,4.088625818382239e-17) Dual{Cells()}(8.306062270418932e-14,5.8983569047483e-7,4.154113587265348e-17) Dual{Cells()}(8.472425233382505e-14,5.967345317286698e-7,4.2373167437924876e-17) Dual{Cells()}(5.5308714924888746e-9,3.161611332085584e-7,4.2278749250984634e-12) Dual{Cells()}(5.608958070678103e-9,3.2970034827846625e-7,4.0596755604357415e-12) Dual{Cells()}(5.662133743106099e-9,3.3922809405692805e-7,3.682899428027127e-12) Dual{Cells()}(5.04302050772592e-9,4.7646854360805e-7,3.0413406378349908e-12) Dual{Cells()}(5.088885374397636e-9,4.686151094341142e-7,3.343847291894185e-12) Dual{Cells()}(5.140390283358224e-9,4.620653623397163e-7,3.5259821246048386e-12) Dual{Cells()}(6.353482879447771e-9,3.775174342722027e-7,4.8136381377663936e-12) Dual{Cells()}(6.431074931637718e-9,3.9283973014796415e-7,4.618279628168464e-12) Dual{Cells()}(6.4833723612596905e-9,4.0413333670308847e-7,4.191911352889627e-12) Dual{Cells()}(5.87806654069059e-9,5.384614762562463e-7,3.5931999728676767e-12) Dual{Cells()}(5.9243582715483336e-9,5.289863281356489e-7,3.950935463369718e-12) Dual{Cells()}(5.97548965464544e-9,5.207197880067421e-7,4.163030188349504e-12) Dual{Cells()}(7.175538955092137e-9,4.3883606620725313e-7,5.400238045962055e-12) Dual{Cells()}(7.252978363972967e-9,4.559083608799908e-7,5.177864570258311e-12) Dual{Cells()}(7.304550514502604e-9,4.689080152103288e-7,4.7016964371508e-12) Dual{Cells()}(6.702076788710797e-9,6.030526492771712e-7,4.107032553190816e-12) Dual{Cells()}(6.749004612464795e-9,5.919470752452316e-7,4.515615112378029e-12) Dual{Cells()}(6.799804621648705e-9,5.819664381766388e-7,4.7548912413650035e-12) Dual{Cells()}(8.00125333075584e-9,5.000482259521681e-7,5.992173059237877e-12) Dual{Cells()}(8.078847457715416e-9,5.188522074930955e-7,5.7425172883018035e-12) Dual{Cells()}(8.129765909026257e-9,5.335167403964253e-7,5.215645491218196e-12) Dual{Cells()}(7.528825087763803e-9,6.675414413558796e-7,4.623238784132896e-12) Dual{Cells()}(7.576372631093202e-9,6.548200794904282e-7,5.0831227178759924e-12) Dual{Cells()}(7.626715716987327e-9,6.431312059098458e-7,5.349744479829941e-12) Dual{Cells()}(8.831287366419647e-9,5.611488594791078e-7,6.589789298501813e-12) Dual{Cells()}(8.909276461486822e-9,5.816740826823248e-7,6.312515034417833e-12) Dual{Cells()}(8.959563647182849e-9,5.979754245230914e-7,5.7339970186098936e-12) Dual{Cells()}(5.169988007081472e-13,5.952327137295348e-7,2.5900145440743205e-16) Dual{Cells()}(5.247559166289497e-13,6.021259372739519e-7,2.628875396621301e-16) Dual{Cells()}(5.343407969476714e-13,6.090192165106328e-7,2.6768928353498994e-16) Dual{Cells()}(5.6336586972441e-9,3.2383352544452933e-7,4.300976695191452e-12) Dual{Cells()}(5.7116566704210006e-9,3.3759790968611854e-7,4.1293770145250236e-12) Dual{Cells()}(5.764715850463176e-9,3.4735076169667253e-7,3.746431371196598e-12) Dual{Cells()}(5.155170369645314e-9,4.821636486726006e-7,3.1394419954809917e-12) Dual{Cells()}(5.200785436400052e-9,4.7413333854371236e-7,3.452119245214033e-12) Dual{Cells()}(5.252112235529492e-9,4.673792610468467e-7,3.640046550250634e-12) Dual{Cells()}(6.456321665195966e-9,3.851829138209759e-7,4.886990197196774e-12) Dual{Cells()}(6.533880453281282e-9,4.0072550936116164e-7,4.688243478115972e-12) Dual{Cells()}(6.586078475435321e-9,4.1223504728569857e-7,4.255648081087936e-12) Dual{Cells()}(5.981146166168691e-9,5.465366804439605e-7,3.65748112941363e-12) Dual{Cells()}(6.027529544782586e-9,5.368564417337296e-7,4.021588021824963e-12) Dual{Cells()}(6.078625637406048e-9,5.283747671268533e-7,4.237090248594719e-12) Dual{Cells()}(7.2781183957095585e-9,4.465019644620033e-7,5.473431402655452e-12) Dual{Cells()}(7.355552702190655e-9,4.63791203066363e-7,5.247701180256172e-12) Dual{Cells()}(7.407045981539862e-9,4.770011723161969e-7,4.765327538077339e-12) Dual{Cells()}(6.804919593391242e-9,6.111264956722737e-7,4.171146082595449e-12) Dual{Cells()}(6.8519103518047115e-9,5.998186662695496e-7,4.586054633312313e-12) Dual{Cells()}(6.9026626102896725e-9,5.896248865624937e-7,4.8287116792413925e-12) Dual{Cells()}(8.105129557962948e-9,5.076844726307429e-7,6.066993613956219e-12) Dual{Cells()}(8.18276886704486e-9,5.267043629431075e-7,5.813872545034329e-12) Dual{Cells()}(8.233602564589106e-9,5.415746180418868e-7,5.280525593435473e-12) Dual{Cells()}(7.632704358062184e-9,6.755884770303193e-7,4.6882116019800914e-12) Dual{Cells()}(7.680343391553292e-9,6.626655732838056e-7,5.154601349373124e-12) Dual{Cells()}(7.730618577023056e-9,6.50762834491812e-7,5.424681320969933e-12) Dual{Cells()}(8.934903483566323e-9,5.687878690092993e-7,6.664360438237537e-12) Dual{Cells()}(9.012946932712812e-9,5.895273704300022e-7,6.383648423940481e-12) Dual{Cells()}(9.063162013590243e-9,6.060320014084845e-7,5.798696054705243e-12) Dual{Cells()}(2.803341759624076e-12,6.04637831826355e-7,1.4204265107500008e-15) Dual{Cells()}(2.8420345212885322e-12,6.114931464222427e-7,1.440031534739527e-15) Dual{Cells()}(2.8878293943028754e-12,6.183487650869105e-7,1.4632351601702296e-15) Dual{Cells()}(5.736453675847015e-9,3.3150630170843873e-7,4.374080046396072e-12) Dual{Cells()}(5.8143714571549974e-9,3.454951719652359e-7,4.199083709354549e-12) Dual{Cells()}(5.8673150961588024e-9,3.554717708024217e-7,3.8099621988433544e-12) Dual{Cells()}(5.25937003435112e-9,4.90010321434088e-7,3.207205971850343e-12) Dual{Cells()}(5.305046223339645e-9,4.817745250583095e-7,3.5266478276117724e-12) Dual{Cells()}(5.356340211212044e-9,4.7480436465988413e-7,3.718240660642062e-12) Dual{Cells()}(6.559147772949386e-9,3.92847914115123e-7,4.960349307991616e-12) Dual{Cells()}(6.6366780966213445e-9,4.08610328468975e-7,4.758216831231499e-12) Dual{Cells()}(6.6887791471054645e-9,4.203349401725619e-7,4.319392322360711e-12) Dual{Cells()}(6.084211726448872e-9,5.546112628248872e-7,3.721754416056442e-12) Dual{Cells()}(6.1306833786873396e-9,5.447263230141854e-7,4.092229692885721e-12) Dual{Cells()}(6.181742168666956e-9,5.360297673592124e-7,4.311137185598821e-12) Dual{Cells()}(7.3806328057549855e-9,4.541689758791708e-7,5.546557056253004e-12) Dual{Cells()}(7.45806391430768e-9,4.7167480378267956e-7,5.317476879553248e-12) Dual{Cells()}(7.509481083324122e-9,4.850945657787489e-7,4.828908095987553e-12) Dual{Cells()}(6.907706458986912e-9,6.19201125253451e-7,4.23521336418628e-12) Dual{Cells()}(6.954756074504421e-9,6.076913585325403e-7,4.656437385243181e-12) Dual{Cells()}(7.0054596403118785e-9,5.972846912021598e-7,4.902469885486162e-12) Dual{Cells()}(8.208972353100456e-9,5.153210273273927e-7,6.141782543008615e-12) Dual{Cells()}(8.286658218311643e-9,5.345565974787694e-7,5.885199827255191e-12) Dual{Cells()}(8.337408852610118e-9,5.496322266485995e-7,5.345382887801659e-12) Dual{Cells()}(7.736604700748183e-9,6.836275802912175e-7,4.753296014586302e-12) Dual{Cells()}(7.784330050804578e-9,6.705034840651757e-7,5.226201284959628e-12) Dual{Cells()}(7.83453583398871e-9,6.583871061929371e-7,5.499746053260647e-12) Dual{Cells()}(9.038491421292005e-9,5.76427195828436e-7,6.738904745926734e-12) Dual{Cells()}(9.11659018554434e-9,5.973808026880643e-7,6.454757907277858e-12) Dual{Cells()}(9.166734539153693e-9,6.140884660699753e-7,5.863375561153301e-12) Dual{Cells()}(1.1425088153444405e-11,5.96944840817479e-7,6.199111288006708e-15) Dual{Cells()}(1.1564281765647976e-11,6.035748189096901e-7,6.274629914462017e-15) Dual{Cells()}(1.1715977314343606e-11,6.102060224380579e-7,6.356932113196715e-15) Dual{Cells()}(5.839267257652802e-9,3.391777375387805e-7,4.44723641498918e-12) Dual{Cells()}(5.91711317646168e-9,3.53390390176004e-7,4.268844049084246e-12) Dual{Cells()}(5.969943368291901e-9,3.635893906745829e-7,3.87353557518215e-12) Dual{Cells()}(5.362567773103996e-9,4.980733441175032e-7,3.2717573336431168e-12) Dual{Cells()}(5.408350862721302e-9,4.896299888728169e-7,3.5976080913008817e-12) Dual{Cells()}(5.4596236713199365e-9,4.824431056374112e-7,3.7926377765437725e-12) Dual{Cells()}(6.661956243326507e-9,4.005125761975262e-7,5.033708412827459e-12) Dual{Cells()}(6.739462510110467e-9,4.164943501482961e-7,4.828192984316419e-12) Dual{Cells()}(6.791469048564805e-9,4.284332287133837e-7,4.3831386327345736e-12) Dual{Cells()}(6.187259440501985e-9,5.626853420171865e-7,3.786016631416696e-12) Dual{Cells()}(6.233815967910274e-9,5.525960783870832e-7,4.162856636777974e-12) Dual{Cells()}(6.284835575218993e-9,5.436848917361367e-7,4.3851669077492685e-12) Dual{Cells()}(7.48306008716212e-9,4.618403020240015e-7,5.619524785808787e-12) Dual{Cells()}(7.560489061622457e-9,4.795624762988745e-7,5.387106571413629e-12) Dual{Cells()}(7.611832644823492e-9,4.931916701240126e-7,4.89236350730398e-12) Dual{Cells()}(7.0104201114881866e-9,6.272800598130232e-7,4.299179948985761e-12) Dual{Cells()}(7.057524518307305e-9,6.15568608857308e-7,4.72670194789011e-12) Dual{Cells()}(7.108178853292006e-9,6.049492804140865e-7,4.976100528233538e-12) Dual{Cells()}(8.312780265754517e-9,5.229579366507128e-7,6.216537979533244e-12) Dual{Cells()}(8.390513950561651e-9,5.424089641668912e-7,5.956497352583393e-12) Dual{Cells()}(8.441183220136271e-9,5.576896344003326e-7,5.410215915876466e-12) Dual{Cells()}(7.841541195009587e-9,6.914676861147192e-7,4.821550571913026e-12) Dual{Cells()}(7.889295822403716e-9,6.781456401547332e-7,5.3013230367938095e-12) Dual{Cells()}(7.939417583435032e-9,6.658173422115681e-7,5.578554369306656e-12) Dual{Cells()}(9.14204978022128e-9,5.840668343501301e-7,6.8134214646000346e-12) Dual{Cells()}(9.220204743512792e-9,6.052343759195747e-7,6.525842775480315e-12) Dual{Cells()}(9.270279782690294e-9,6.221448232723373e-7,5.928035048377695e-12) Dual{Cells()}(2.4588157459358344e-11,5.109489394783949e-7,1.9055587012674148e-14) Dual{Cells()}(2.4821068302634794e-11,5.165112805348938e-7,1.923602427529649e-14) Dual{Cells()}(2.5018272954182924e-11,5.22075963178519e-7,1.9388787270086534e-14) Dual{Cells()}(5.942096654654032e-9,3.468478136063998e-7,4.520443772945261e-12) Dual{Cells()}(6.019878473646724e-9,3.6128358225580187e-7,4.3386559463618384e-12) Dual{Cells()}(6.07259746538982e-9,3.7170372125063803e-7,3.937150311733236e-12) Dual{Cells()}(5.465675342777816e-9,5.061522054853747e-7,3.3360538497608336e-12) Dual{Cells()}(5.51156671587548e-9,4.975015987679048e-7,3.668284838923512e-12) Dual{Cells()}(5.56281637285612e-9,4.900982320166496e-7,3.866731452941218e-12) Dual{Cells()}(6.764741856608643e-9,4.0817704572864307e-7,5.107060211327777e-12) Dual{Cells()}(6.842228099454102e-9,4.243777395812823e-7,4.898165021442631e-12) Dual{Cells()}(6.894142615090179e-9,4.3653012529260614e-7,4.446881381625133e-12) Dual{Cells()}(6.290285263538823e-9,5.707590400953648e-7,3.8502643626807594e-12) Dual{Cells()}(6.33692322657328e-9,5.604658188244975e-7,4.233464753205601e-12) Dual{Cells()}(6.387901901057925e-9,5.513402488440309e-7,4.459175038636981e-12) Dual{Cells()}(7.585349308515264e-9,4.695311929363931e-7,5.691997402404592e-12) Dual{Cells()}(7.662777064797771e-9,4.874700505463952e-7,5.4562738123936915e-12) Dual{Cells()}(7.714058019489167e-9,5.013092755848418e-7,4.9554213008589235e-12) Dual{Cells()}(7.1130313348775575e-9,6.353816761875408e-7,4.362819980926333e-12) Dual{Cells()}(7.1601805620304194e-9,6.23468295974568e-7,4.796590498068679e-12) Dual{Cells()}(7.210785445633972e-9,6.126363094932026e-7,5.0493287344099e-12) Dual{Cells()}(8.416551672633576e-9,5.305952551834891e-7,6.291257738415824e-12) Dual{Cells()}(8.49433433138346e-9,5.502615236661747e-7,6.027763044516333e-12) Dual{Cells()}(8.544923946429555e-9,5.657469165130881e-7,5.475022967532785e-12) Dual{Cells()}(7.970468013388171e-9,6.949006517373362e-7,4.961493704658413e-12) Dual{Cells()}(8.01707063306084e-9,6.814480294847003e-7,5.456228207113006e-12) Dual{Cells()}(8.066861702587925e-9,6.689428177539013e-7,5.742267181727392e-12) Dual{Cells()}(9.245586316243003e-9,5.917054071780157e-7,6.8879465192678665e-12) Dual{Cells()}(9.3237985901426e-9,6.130866766985959e-7,6.596936963192468e-12) Dual{Cells()}(9.373806401805037e-9,6.301996183232305e-7,5.992704936348976e-12) Dual{Cells()}(5.391419312936429e-11,1.557276444343605e-7,4.789636051539363e-13) Dual{Cells()}(5.432667079986996e-11,1.5738663213870164e-7,4.826499482121345e-13) Dual{Cells()}(5.459977591780178e-11,1.5904749508793637e-7,4.850986527041551e-13) Dual{Cells()}(6.044937771499864e-9,3.5451666635908676e-7,4.593695303504892e-12) Dual{Cells()}(6.122662682945713e-9,3.691749236056801e-7,4.4085128116953e-12) Dual{Cells()}(6.175272761735624e-9,3.798150194303926e-7,4.0008011740463265e-12) Dual{Cells()}(5.568777888955873e-9,5.14230982008105e-7,3.4003387142067843e-12) Dual{Cells()}(5.614774443907336e-9,5.053735818880665e-7,3.738947670017109e-12) Dual{Cells()}(5.665998253148069e-9,4.97754014000643e-7,3.940808681971682e-12) Dual{Cells()}(6.867499084330343e-9,4.1584147034434773e-7,5.180397205771525e-12) Dual{Cells()}(6.944968975499203e-9,4.322606617422126e-7,4.96812585678973e-12) Dual{Cells()}(6.996793992379377e-9,4.446258387836797e-7,4.510614794238042e-12) Dual{Cells()}(6.3932848421428136e-9,5.788324836833025e-7,3.9144939488378925e-12) Dual{Cells()}(6.4400007421508215e-9,5.683356609360228e-7,4.304049636853272e-12) Dual{Cells()}(6.490936862141048e-9,5.58995953936637e-7,4.533156869240926e-12) Dual{Cells()}(7.68941873715872e-9,4.771447649602725e-7,5.767435804340182e-12) Dual{Cells()}(7.766886011630152e-9,4.952997056042721e-7,5.528202864356484e-12) Dual{Cells()}(7.818068160993047e-9,5.093449835383996e-7,5.020795644526193e-12) Dual{Cells()}(7.217040793765331e-9,6.434035256110616e-7,4.4281767450787135e-12) Dual{Cells()}(7.264297640026351e-9,6.312882130326538e-7,4.868512101900591e-12) Dual{Cells()}(7.314838345484935e-9,6.202419524130918e-7,5.1247415529726184e-12) Dual{Cells()}(8.520284686127464e-9,5.382330596227482e-7,6.36593895635008e-12) Dual{Cells()}(8.598117361445393e-9,5.58114358778207e-7,6.098994192372498e-12) Dual{Cells()}(8.64862904212494e-9,5.738041704096449e-7,5.539801779398556e-12) Dual{Cells()}(8.795178323058441e-9,6.143020382238719e-7,6.961494100257665e-12) Dual{Cells()}(8.784523822559579e-9,6.01698990350241e-7,7.689336921749509e-12) Dual{Cells()}(8.819301330765282e-9,5.894674491606961e-7,8.12864485338818e-12) Dual{Cells()}(9.349343241375057e-9,5.993083194272632e-7,6.963365510322398e-12) Dual{Cells()}(9.427621642479085e-9,6.209021989030291e-7,6.66887648372572e-12) Dual{Cells()}(9.47757685370276e-9,6.382159549674044e-7,6.058128276758869e-12)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428], [47185 47197 47208 47217 47229 47241 47382 47396 47409 47420 47434 47448 47614 47628 47641 47652 47666 47680 47846 47860 47873 47884 47898 47912 48078 48092 48105 48116 48130 48144 48307 48321 48334 48345 48359 48373 48539 48553 48566 48577 48591 48605 48771 48785 48798 48809 48823 48837 49003 49017 49030 49041 49055 49069 49235 49249 49262 49273 49287 49301 49463 49477 49490 49501 49515 49529 49695 49709 49722 49733 49747 49761 49927 49941 49954 49965 49979 49993 50159 50173 50186 50197 50211 50225 50391 50405 50418 50429 50443 50457 50619 50633 50646 50657 50671 50685 50851 50865 50878 50889 50903 50917 51083 51097 51110 51121 51135 51149 51315 51329 51342 51353 51367 51381 51547 51561 51574 51585 51599 51613 51775 51789 51802 51813 51827 51841 52007 52021 52034 52045 52059 52073 52239 52253 52266 52277 52291 52305 52471 52485 52498 52509 52523 52537 52703 52717 52730 52741 52755 52769 52931 52945 52958 52969 52983 52997 53163 53177 53190 53201 53215 53229 53395 53409 53422 53433 53447 53461 53627 53641 53654 53665 53679 53693 53859 53873 53886 53897 53911 53925 54087 54101 54114 54125 54139 54153 54319 54333 54346 54357 54371 54385 54551 54565 54578 54589 54603 54617 54783 54797 54810 54821 54835 54849 55015 55029 55042 55053 55067 55081 55244 55258 55271 55282 55296 55310 55476 55490 55503 55514 55528 55542 55708 55722 55735 55746 55760 55774 55940 55954 55967 55978 55992 56006 56170 56182 56193 56202 56214 56226 56362 56374 56385 56394 56406 56418 56559 56573 56586 56597 56611 56625 56791 56805 56818 56829 56843 56857 57023 57037 57050 57061 57075 57089 57255 57269 57282 57293 57307 57321 57484 57498 57511 57522 57536 57550 57716 57730 57743 57754 57768 57782 57948 57962 57975 57986 58000 58014 58180 58194 58207 58218 58232 58246 58412 58426 58439 58450 58464 58478 58640 58654 58667 58678 58692 58706 58872 58886 58899 58910 58924 58938 59104 59118 59131 59142 59156 59170 59336 59350 59363 59374 59388 59402 59568 59582 59595 59606 59620 59634 59796 59810 59823 59834 59848 59862 60028 60042 60055 60066 60080 60094 60260 60274 60287 60298 60312 60326 60492 60506 60519 60530 60544 60558 60724 60738 60751 60762 60776 60790 60952 60966 60979 60990 61004 61018 61184 61198 61211 61222 61236 61250 61416 61430 61443 61454 61468 61482 61648 61662 61675 61686 61700 61714 61880 61894 61907 61918 61932 61946 62108 62122 62135 62146 62160 62174 62340 62354 62367 62378 62392 62406 62572 62586 62599 62610 62624 62638 62804 62818 62831 62842 62856 62870 63036 63050 63063 63074 63088 63102 63264 63278 63291 63302 63316 63330 63496 63510 63523 63534 63548 63562 63728 63742 63755 63766 63780 63794 63960 63974 63987 63998 64012 64026 64192 64206 64219 64230 64244 64258 64421 64435 64448 64459 64473 64487 64653 64667 64680 64691 64705 64719 64885 64899 64912 64923 64937 64951 65117 65131 65144 65155 65169 65183 65347 65359 65370 65379 65391 65403; 65537 65549 65560 65569 65581 65593 65734 65748 65761 65772 65786 65800 65966 65980 65993 66004 66018 66032 66198 66212 66225 66236 66250 66264 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Dual{Cells()}(6.894142615090179e-9,-4.3653012529260614e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.215300951752957e-12) Dual{Cells()}(6.290285263538823e-9,-5.707590400953648e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.664491120749674e-12) Dual{Cells()}(6.33692322657328e-9,-5.604658188244975e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.519820626911388e-12) Dual{Cells()}(6.387901901057925e-9,-5.513402488440309e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.409163305143432e-12) Dual{Cells()}(7.585349308515264e-9,-4.695311929363931e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.639970291639079e-12) Dual{Cells()}(7.662777064797771e-9,-4.874700505463952e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.86670899409957e-12) Dual{Cells()}(7.714058019489167e-9,-5.013092755848418e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.094538378322726e-12) Dual{Cells()}(7.1130313348775575e-9,-6.353816761875408e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.546613833425301e-12) Dual{Cells()}(7.1601805620304194e-9,-6.23468295974568e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.378534805597914e-12) Dual{Cells()}(7.210785445633972e-9,-6.126363094932026e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.246665063294644e-12) Dual{Cells()}(8.416551672633576e-9,-5.305952551834891e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.473336961532534e-12) Dual{Cells()}(8.49433433138346e-9,-5.502615236661747e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.72151905524247e-12) Dual{Cells()}(8.544923946429555e-9,-5.657469165130881e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.972577907388092e-12) Dual{Cells()}(7.970468013388171e-9,-6.949006517373362e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-9.367262339520189e-12) Dual{Cells()}(8.01707063306084e-9,-6.814480294847003e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-9.176367678581261e-12) Dual{Cells()}(8.066861702587925e-9,-6.689428177539013e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-9.023709946906717e-12) Dual{Cells()}(9.245586316243003e-9,-5.917054071780157e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.307853448268805e-12) Dual{Cells()}(9.3237985901426e-9,-6.130866766985959e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.577335071046975e-12) Dual{Cells()}(9.373806401805037e-9,-6.301996183232305e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.851564051981023e-12) Dual{Cells()}(5.391419312936429e-11,-1.557276444343605e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-4.888335249086586e-12) Dual{Cells()}(5.432667079986996e-11,-1.5738663213870164e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-4.938620304547055e-12) Dual{Cells()}(5.459977591780178e-11,-1.5904749508793637e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-4.986887530348899e-12) Dual{Cells()}(6.044937771499864e-9,-3.5451666635908676e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-5.077050923405747e-12) Dual{Cells()}(6.122662682945713e-9,-3.691749236056801e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-5.263136473138672e-12) Dual{Cells()}(6.175272761735624e-9,-3.798150194303926e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-5.44747622565492e-12) Dual{Cells()}(5.568777888955873e-9,-5.14230982008105e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.893099034935705e-12) Dual{Cells()}(5.614774443907336e-9,-5.053735818880665e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.769093196946116e-12) Dual{Cells()}(5.665998253148069e-9,-4.97754014000643e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.677153751224714e-12) Dual{Cells()}(6.867499084330343e-9,-4.1584147034434773e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-5.909648516270734e-12) Dual{Cells()}(6.944968975499203e-9,-4.322606617422126e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.117543447994475e-12) Dual{Cells()}(6.996793992379377e-9,-4.446258387836797e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.3250893184864645e-12) Dual{Cells()}(6.3932848421428136e-9,-5.788324836833025e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.77469067576818e-12) Dual{Cells()}(6.4400007421508215e-9,-5.683356609360228e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.627082918914908e-12) Dual{Cells()}(6.490936862141048e-9,-5.58995953936637e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.513763859605037e-12) Dual{Cells()}(7.68941873715872e-9,-4.771447649602725e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.743870092524183e-12) Dual{Cells()}(7.766886011630152e-9,-4.952997056042721e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-6.97329068017798e-12) Dual{Cells()}(7.818068160993047e-9,-5.093449835383996e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.204018112408205e-12) Dual{Cells()}(7.217040793765331e-9,-6.434035256110616e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.656288366187261e-12) Dual{Cells()}(7.264297640026351e-9,-6.312882130326538e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.485279628905442e-12) Dual{Cells()}(7.314838345484935e-9,-6.202419524130918e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.35074603426348e-12) Dual{Cells()}(8.520284686127464e-9,-5.382330596227482e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.577611613660908e-12) Dual{Cells()}(8.598117361445393e-9,-5.58114358778207e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-7.828463785061863e-12) Dual{Cells()}(8.64862904212494e-9,-5.738041704096449e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.082422724944052e-12) Dual{Cells()}(8.795178323058441e-9,-6.143020382238719e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.424095464965192e-12) Dual{Cells()}(8.784523822559579e-9,-6.01698990350241e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.23137018859502e-12) Dual{Cells()}(8.819301330765282e-9,-5.894674491606961e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.081403206138642e-12) Dual{Cells()}(9.349343241375057e-9,-5.993083194272632e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.411788930426267e-12) Dual{Cells()}(9.427621642479085e-9,-6.209021989030291e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.683911897473124e-12) Dual{Cells()}(9.47757685370276e-9,-6.382159549674044e-7,-0.0,-0.0,-0.0,-0.0,-0.0,-8.961022446373583e-12)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 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115247 115260 115273 115287 115301 115315 115329 115342 115355 115369 115383 115397 115411 115424 115437 115451 115465 115479 115493 115506 115519 115533 115547 115561 115575 115588 115601 115615 115629 115643 115657 115670 115683 115697 115711 115725 115739 115752 115765 115779 115793 115807 115821 115834 115847 115861 115875 115889 115903 115916 115929 115943 115957 115971 115985 115998 116011 116025 116039 116053 116067 116080 116093 116107 116121 116135 116149 116162 116175 116189 116203 116217 116231 116244 116257 116271 116285 116299 116313 116326 116339 116353 116367 116381 116395 116408 116421 116435 116449 116463 116477 116490 116502 116515 116528 116541 116554; 116566 116578 116591 116604 116617 116630 116642 116655 116669 116683 116697 116711 116724 116737 116751 116765 116779 116793 116806 116819 116833 116847 116861 116875 116888 116901 116915 116929 116943 116957 116970 116983 116997 117011 117025 117039 117052 117065 117079 117093 117107 117121 117134 117147 117161 117175 117189 117203 117216 117229 117243 117257 117271 117285 117298 117311 117325 117339 117353 117367 117380 117393 117407 117421 117435 117449 117462 117475 117489 117503 117517 117531 117544 117557 117571 117585 117599 117613 117626 117639 117653 117667 117681 117695 117708 117721 117735 117749 117763 117777 117790 117803 117817 117831 117845 117859 117872 117885 117899 117913 117927 117941 117954 117967 117981 117995 118009 118023 118036 118049 118063 118077 118091 118105 118118 118131 118145 118159 118173 118187 118200 118213 118227 118241 118255 118269 118282 118295 118309 118323 118337 118351 118364 118377 118391 118405 118419 118433 118446 118459 118473 118487 118501 118515 118528 118541 118555 118569 118583 118597 118610 118623 118637 118651 118665 118679 118692 118705 118719 118733 118747 118761 118774 118787 118801 118815 118829 118843 118856 118869 118883 118897 118911 118925 118938 118951 118965 118979 118993 119007 119020 119033 119047 119061 119075 119089 119102 119115 119129 119143 119157 119171 119184 119197 119211 119225 119239 119253 119266 119279 119293 119307 119321 119335 119348 119361 119375 119389 119403 119417 119430 119443 119457 119471 119485 119499 119512 119525 119539 119553 119567 119581 119594 119607 119621 119635 119649 119663 119676 119689 119703 119717 119731 119745 119758 119770 119783 119796 119809 119822 119834 119846 119859 119872 119885 119898 119910 119923 119937 119951 119965 119979 119992 120005 120019 120033 120047 120061 120074 120087 120101 120115 120129 120143 120156 120169 120183 120197 120211 120225 120238 120251 120265 120279 120293 120307 120320 120333 120347 120361 120375 120389 120402 120415 120429 120443 120457 120471 120484 120497 120511 120525 120539 120553 120566 120579 120593 120607 120621 120635 120648 120661 120675 120689 120703 120717 120730 120743 120757 120771 120785 120799 120812 120825 120839 120853 120867 120881 120894 120907 120921 120935 120949 120963 120976 120989 121003 121017 121031 121045 121058 121071 121085 121099 121113 121127 121140 121153 121167 121181 121195 121209 121222 121235 121249 121263 121277 121291 121304 121317 121331 121345 121359 121373 121386 121399 121413 121427 121441 121455 121468 121481 121495 121509 121523 121537 121550 121563 121577 121591 121605 121619 121632 121645 121659 121673 121687 121701 121714 121727 121741 121755 121769 121783 121796 121809 121823 121837 121851 121865 121878 121891 121905 121919 121933 121947 121960 121973 121987 122001 122015 122029 122042 122055 122069 122083 122097 122111 122124 122137 122151 122165 122179 122193 122206 122219 122233 122247 122261 122275 122288 122301 122315 122329 122343 122357 122370 122383 122397 122411 122425 122439 122452 122465 122479 122493 122507 122521 122534 122547 122561 122575 122589 122603 122616 122629 122643 122657 122671 122685 122698 122711 122725 122739 122753 122767 122780 122793 122807 122821 122835 122849 122862 122875 122889 122903 122917 122931 122944 122957 122971 122985 122999 123013 123026 123038 123051 123064 123077 123090; 123102 123114 123127 123140 123153 123166 123178 123191 123205 123219 123233 123247 123260 123273 123287 123301 123315 123329 123342 123355 123369 123383 123397 123411 123424 123437 123451 123465 123479 123493 123506 123519 123533 123547 123561 123575 123588 123601 123615 123629 123643 123657 123670 123683 123697 123711 123725 123739 123752 123765 123779 123793 123807 123821 123834 123847 123861 123875 123889 123903 123916 123929 123943 123957 123971 123985 123998 124011 124025 124039 124053 124067 124080 124093 124107 124121 124135 124149 124162 124175 124189 124203 124217 124231 124244 124257 124271 124285 124299 124313 124326 124339 124353 124367 124381 124395 124408 124421 124435 124449 124463 124477 124490 124503 124517 124531 124545 124559 124572 124585 124599 124613 124627 124641 124654 124667 124681 124695 124709 124723 124736 124749 124763 124777 124791 124805 124818 124831 124845 124859 124873 124887 124900 124913 124927 124941 124955 124969 124982 124995 125009 125023 125037 125051 125064 125077 125091 125105 125119 125133 125146 125159 125173 125187 125201 125215 125228 125241 125255 125269 125283 125297 125310 125323 125337 125351 125365 125379 125392 125405 125419 125433 125447 125461 125474 125487 125501 125515 125529 125543 125556 125569 125583 125597 125611 125625 125638 125651 125665 125679 125693 125707 125720 125733 125747 125761 125775 125789 125802 125815 125829 125843 125857 125871 125884 125897 125911 125925 125939 125953 125966 125979 125993 126007 126021 126035 126048 126061 126075 126089 126103 126117 126130 126143 126157 126171 126185 126199 126212 126225 126239 126253 126267 126281 126294 126306 126319 126332 126345 126358 126370 126382 126395 126408 126421 126434 126446 126459 126473 126487 126501 126515 126528 126541 126555 126569 126583 126597 126610 126623 126637 126651 126665 126679 126692 126705 126719 126733 126747 126761 126774 126787 126801 126815 126829 126843 126856 126869 126883 126897 126911 126925 126938 126951 126965 126979 126993 127007 127020 127033 127047 127061 127075 127089 127102 127115 127129 127143 127157 127171 127184 127197 127211 127225 127239 127253 127266 127279 127293 127307 127321 127335 127348 127361 127375 127389 127403 127417 127430 127443 127457 127471 127485 127499 127512 127525 127539 127553 127567 127581 127594 127607 127621 127635 127649 127663 127676 127689 127703 127717 127731 127745 127758 127771 127785 127799 127813 127827 127840 127853 127867 127881 127895 127909 127922 127935 127949 127963 127977 127991 128004 128017 128031 128045 128059 128073 128086 128099 128113 128127 128141 128155 128168 128181 128195 128209 128223 128237 128250 128263 128277 128291 128305 128319 128332 128345 128359 128373 128387 128401 128414 128427 128441 128455 128469 128483 128496 128509 128523 128537 128551 128565 128578 128591 128605 128619 128633 128647 128660 128673 128687 128701 128715 128729 128742 128755 128769 128783 128797 128811 128824 128837 128851 128865 128879 128893 128906 128919 128933 128947 128961 128975 128988 129001 129015 129029 129043 129057 129070 129083 129097 129111 129125 129139 129152 129165 129179 129193 129207 129221 129234 129247 129261 129275 129289 129303 129316 129329 129343 129357 129371 129385 129398 129411 129425 129439 129453 129467 129480 129493 129507 129521 129535 129549 129562 129574 129587 129600 129613 129626],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 480, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(-1.8533650999754378e-10,0.05378445818014451,0.0,0.0,0.0,0.0,0.0,2.3576286999075286e-6) Dual{Cells()}(-1.8855934573275523e-10,0.05445017609542235,0.0,0.0,0.0,0.0,0.0,2.3868102700707954e-6) Dual{Cells()}(-1.9274625478852285e-10,0.05511589403119249,0.0,0.0,0.0,0.0,0.0,2.415991827149876e-6) Dual{Cells()}(-0.000513681033609736,0.029043496879352433,0.0,0.0,0.0,0.0,0.0,4.199913455867773e-7) Dual{Cells()}(-0.0005212293199094249,0.030306885432494608,0.0,0.0,0.0,0.0,0.0,4.360802335048788e-7) Dual{Cells()}(-0.0005263740356218478,0.031183301994785848,0.0,0.0,0.0,0.0,0.0,4.51918483611073e-7) Dual{Cells()}(-0.00044215884053936023,0.054820085959845624,0.0,0.0,0.0,0.0,0.0,7.229085485791612e-7) Dual{Cells()}(-0.0004457494514759829,0.05379661726421317,0.0,0.0,0.0,0.0,0.0,7.091943413484519e-7) Dual{Cells()}(-0.0004510334233241751,0.05311432629501716,0.0,0.0,0.0,0.0,0.0,7.008603571176749e-7) Dual{Cells()}(-0.0005932365195811405,0.03494419121195199,0.0,0.0,0.0,0.0,0.0,4.998833658325162e-7) Dual{Cells()}(-0.0006007325557534323,0.03637994923275791,0.0,0.0,0.0,0.0,0.0,5.18103412274077e-7) Dual{Cells()}(-0.0006057976347159971,0.03742761855983321,0.0,0.0,0.0,0.0,0.0,5.361700323725611e-7) Dual{Cells()}(-0.0005473010190604928,0.050394086249150816,0.0,0.0,0.0,0.0,0.0,6.757062285311072e-7) Dual{Cells()}(-0.0005517509695054273,0.04951950475513771,0.0,0.0,0.0,0.0,0.0,6.634544862931696e-7) Dual{Cells()}(-0.0005566902064366522,0.04876340316964838,0.0,0.0,0.0,0.0,0.0,6.543236237333054e-7) Dual{Cells()}(-0.0006727676639731892,0.04085723107991386,0.0,0.0,0.0,0.0,0.0,5.802161574169569e-7) Dual{Cells()}(-0.0006802466454324785,0.042462663441785384,0.0,0.0,0.0,0.0,0.0,6.005381723814735e-7) Dual{Cells()}(-0.0006852354784459473,0.043676008669532286,0.0,0.0,0.0,0.0,0.0,6.208457535525789e-7) Dual{Cells()}(-0.0006269823763165727,0.05662376191627218,0.0,0.0,0.0,0.0,0.0,7.607392576116859e-7) Dual{Cells()}(-0.0006315050033471111,0.055591131286692776,0.0,0.0,0.0,0.0,0.0,7.462103201349171e-7) Dual{Cells()}(-0.0006364137394803297,0.05466899908015152,0.0,0.0,0.0,0.0,0.0,7.350158080562399e-7) Dual{Cells()}(-0.0007524147070196112,0.046764365035200935,0.0,0.0,0.0,0.0,0.0,6.606646799838667e-7) Dual{Cells()}(-0.0007599032406333655,0.04853731572566296,0.0,0.0,0.0,0.0,0.0,6.830645850914993e-7) Dual{Cells()}(-0.0007648262701856787,0.04991214031380776,0.0,0.0,0.0,0.0,0.0,7.056119822745385e-7) Dual{Cells()}(-0.0007067424516664797,0.06284712498440896,0.0,0.0,0.0,0.0,0.0,8.457403944437006e-7) Dual{Cells()}(-0.0007113269530627591,0.06165824288062208,0.0,0.0,0.0,0.0,0.0,8.289501365394143e-7) Dual{Cells()}(-0.0007161937035348701,0.06057108683389751,0.0,0.0,0.0,0.0,0.0,8.157041300350732e-7) Dual{Cells()}(-0.0008322008440043631,0.05266625275389081,0.0,0.0,0.0,0.0,0.0,7.41173815153593e-7) Dual{Cells()}(-0.0008397178524310674,0.05460533175712434,0.0,0.0,0.0,0.0,0.0,7.656360293799806e-7) Dual{Cells()}(-0.0008445824145485992,0.05613880670766749,0.0,0.0,0.0,0.0,0.0,7.904203049694872e-7) Dual{Cells()}(-1.1491589350320221e-9,0.05501737954518481,0.0,0.0,0.0,0.0,0.0,2.4116609211109335e-6) Dual{Cells()}(-1.168528719672699e-9,0.055683088251616615,0.0,0.0,0.0,0.0,0.0,2.4408418681746703e-6) Dual{Cells()}(-1.1935742227816699e-9,0.05634879708091986,0.0,0.0,0.0,0.0,0.0,2.4700227368679296e-6) Dual{Cells()}(-0.0005237436259121656,0.02976590333713038,0.0,0.0,0.0,0.0,0.0,4.2979041999711175e-7) Dual{Cells()}(-0.0005312873688880839,0.031050520199124645,0.0,0.0,0.0,0.0,0.0,4.4614174919457664e-7) Dual{Cells()}(-0.0005364281943995267,0.03194799871227158,0.0,0.0,0.0,0.0,0.0,4.6225382666933937e-7) Dual{Cells()}(-0.0004716226963713332,0.04689629416623147,0.0,0.0,0.0,0.0,0.0,6.256587446030297e-7) Dual{Cells()}(-0.00047609088666623553,0.04612998076893221,0.0,0.0,0.0,0.0,0.0,6.150731226883068e-7) Dual{Cells()}(-0.0004811375701682073,0.04550722563266883,0.0,0.0,0.0,0.0,0.0,6.075942770196229e-7) Dual{Cells()}(-0.0006031720455454317,0.03568369113281494,0.0,0.0,0.0,0.0,0.0,5.099158156073045e-7) Dual{Cells()}(-0.0006106640978910414,0.03714081359125219,0.0,0.0,0.0,0.0,0.0,5.284003325987873e-7) Dual{Cells()}(-0.0006157189715475657,0.038209489938739905,0.0,0.0,0.0,0.0,0.0,5.467469559858647e-7) Dual{Cells()}(-0.0005572577101292617,0.0511731807677822,0.0,0.0,0.0,0.0,0.0,6.863372116634048e-7) Dual{Cells()}(-0.0005617175505542859,0.05027872037720819,0.0,0.0,0.0,0.0,0.0,6.737997024386846e-7) Dual{Cells()}(-0.0005666537329593087,0.04950179388051163,0.0,0.0,0.0,0.0,0.0,6.644100232371411e-7) Dual{Cells()}(-0.0006827159293973764,0.04159594261187463,0.0,0.0,0.0,0.0,0.0,5.902674565879044e-7) Dual{Cells()}(-0.0006901948319518534,0.04322241256892217,0.0,0.0,0.0,0.0,0.0,6.108503017584752e-7) Dual{Cells()}(-0.0006951749449401974,0.04445613765958317,0.0,0.0,0.0,0.0,0.0,6.31437984824057e-7) Dual{Cells()}(-0.0006369468290078929,0.05740202303875985,0.0,0.0,0.0,0.0,0.0,7.713662401185293e-7) Dual{Cells()}(-0.0006414776341232436,0.05634977664043867,0.0,0.0,0.0,0.0,0.0,7.565539180090463e-7) Dual{Cells()}(-0.0006463816883297912,0.05540697140020191,0.0,0.0,0.0,0.0,0.0,7.451024268618221e-7) Dual{Cells()}(-0.0007623828274225113,0.047502319239856775,0.0,0.0,0.0,0.0,0.0,6.707253863596701e-7) Dual{Cells()}(-0.0007698740641983682,0.049296102408867414,0.0,0.0,0.0,0.0,0.0,6.933838293462189e-7) Dual{Cells()}(-0.0007747894010697375,0.05069089022074669,0.0,0.0,0.0,0.0,0.0,7.162110343256031e-7) Dual{Cells()}(-0.0007167218316354707,0.06362458898443057,0.0,0.0,0.0,0.0,0.0,8.563628828168894e-7) Dual{Cells()}(-0.0007213136675597253,0.06241627029160627,0.0,0.0,0.0,0.0,0.0,8.392907327809321e-7) Dual{Cells()}(-0.0007261744850822087,0.061308533369893295,0.0,0.0,0.0,0.0,0.0,8.257888539311314e-7) Dual{Cells()}(-0.0008421780081868952,0.0534037741769538,0.0,0.0,0.0,0.0,0.0,7.512409602812058e-7) Dual{Cells()}(-0.0008496995125600218,0.05536354124195558,0.0,0.0,0.0,0.0,0.0,7.759600789686645e-7) Dual{Cells()}(-0.0008545572394729348,0.05691669718790332,0.0,0.0,0.0,0.0,0.0,8.010236768713727e-7) Dual{Cells()}(-7.910086692827215e-9,0.05624478652520785,0.0,0.0,0.0,0.0,0.0,2.4653652104589487e-6) Dual{Cells()}(-8.036688049962504e-9,0.05691042184995219,0.0,0.0,0.0,0.0,0.0,2.4945413029332195e-6) Dual{Cells()}(-8.197463812976213e-9,0.05757605802090361,0.0,0.0,0.0,0.0,0.0,2.523716859006873e-6) Dual{Cells()}(-0.0005336756360523505,0.030504366186406555,0.0,0.0,0.0,0.0,0.0,4.397694785483884e-7) Dual{Cells()}(-0.0005412105485997768,0.03181071646319127,0.0,0.0,0.0,0.0,0.0,4.5638927166427005e-7) Dual{Cells()}(-0.0005463409385409885,0.03272997361914118,0.0,0.0,0.0,0.0,0.0,4.7277935407765647e-7) Dual{Cells()}(-0.00048659690208333625,0.0459717724574619,0.0,0.0,0.0,0.0,0.0,6.15068842985462e-7) Dual{Cells()}(-0.0004910231062878717,0.04521400393430058,0.0,0.0,0.0,0.0,0.0,6.045083622532377e-7) Dual{Cells()}(-0.0004959924354674259,0.044582011146417376,0.0,0.0,0.0,0.0,0.0,5.969196290331816e-7) Dual{Cells()}(-0.0006131094803144076,0.036423072267337604,0.0,0.0,0.0,0.0,0.0,5.19951266309575e-7) Dual{Cells()}(-0.0006205981428815253,0.03790150963743122,0.0,0.0,0.0,0.0,0.0,5.386997051625015e-7) Dual{Cells()}(-0.000625643011629227,0.03899109786869398,0.0,0.0,0.0,0.0,0.0,5.573264031700028e-7) Dual{Cells()}(-0.0005672155084239269,0.05195215504610798,0.0,0.0,0.0,0.0,0.0,6.969676055390393e-7) Dual{Cells()}(-0.0005716849881733452,0.05103785394761533,0.0,0.0,0.0,0.0,0.0,6.841446788614949e-7) Dual{Cells()}(-0.000576617879367383,0.05024012465809385,0.0,0.0,0.0,0.0,0.0,6.744964508810986e-7) Dual{Cells()}(-0.0006926658416159954,0.04233456904982515,0.0,0.0,0.0,0.0,0.0,6.003204055183516e-7) Dual{Cells()}(-0.000700145050741603,0.043982045200899315,0.0,0.0,0.0,0.0,0.0,6.211637293044083e-7) Dual{Cells()}(-0.0007051166037489872,0.04523608916769376,0.0,0.0,0.0,0.0,0.0,6.420314812093856e-7) Dual{Cells()}(-0.0006469124055104652,0.05818019140113454,0.0,0.0,0.0,0.0,0.0,7.819927612177944e-7) Dual{Cells()}(-0.0006514512275899517,0.05710835590947027,0.0,0.0,0.0,0.0,0.0,7.6689728938337e-7) Dual{Cells()}(-0.0006563504304050663,0.056144892609097795,0.0,0.0,0.0,0.0,0.0,7.551889999009395e-7) Dual{Cells()}(-0.0007723531812211593,0.048240191995951705,0.0,0.0,0.0,0.0,0.0,6.807869279569006e-7) Dual{Cells()}(-0.0007798474021102141,0.050054787419783364,0.0,0.0,0.0,0.0,0.0,7.037036820266811e-7) Dual{Cells()}(-0.0007847551533895161,0.05146949688944327,0.0,0.0,0.0,0.0,0.0,7.268106465041764e-7) Dual{Cells()}(-0.0007267029801685488,0.06440196430792683,0.0,0.0,0.0,0.0,0.0,8.669848642233647e-7) Dual{Cells()}(-0.0007313020668899854,0.06317422778370917,0.0,0.0,0.0,0.0,0.0,8.496309740385591e-7) Dual{Cells()}(-0.0007361568176119885,0.062045919382455905,0.0,0.0,0.0,0.0,0.0,8.358733354238047e-7) Dual{Cells()}(-0.0008521563620422737,0.05414124248356689,0.0,0.0,0.0,0.0,0.0,7.613086588323625e-7) Dual{Cells()}(-0.0008596825519408447,0.056121682881091865,0.0,0.0,0.0,0.0,0.0,7.862845151309875e-7) Dual{Cells()}(-0.0008645335256784546,0.05769449051663195,0.0,0.0,0.0,0.0,0.0,8.116273744883526e-7) Dual{Cells()}(-4.990473916310493e-8,0.05743115591446059,0.0,0.0,0.0,0.0,0.0,2.5166601382449628e-6) Dual{Cells()}(-5.0653437827402814e-8,0.058096250068774294,0.0,0.0,0.0,0.0,0.0,2.5458013800873077e-6) Dual{Cells()}(-5.15784858477321e-8,0.05876134960040964,0.0,0.0,0.0,0.0,0.0,2.5749392382731977e-6) Dual{Cells()}(-0.0005435961428290071,0.031244578262514634,0.0,0.0,0.0,0.0,0.0,4.497755046513115e-7) Dual{Cells()}(-0.0005511225760702921,0.032572656253548604,0.0,0.0,0.0,0.0,0.0,4.666637509830195e-7) Dual{Cells()}(-0.0005562416888351507,0.03351363053701398,0.0,0.0,0.0,0.0,0.0,4.833325889916378e-7) Dual{Cells()}(-0.0004974199518123811,0.04652123029690039,0.0,0.0,0.0,0.0,0.0,6.228451357686964e-7) Dual{Cells()}(-0.0005018221485670438,0.045746393140312126,0.0,0.0,0.0,0.0,0.0,6.120257047300538e-7) Dual{Cells()}(-0.0005067742772756936,0.045094681419579334,0.0,0.0,0.0,0.0,0.0,6.041920628072466e-7) Dual{Cells()}(-0.0006230486680200672,0.03716234247197881,0.0,0.0,0.0,0.0,0.0,5.299895062378629e-7) Dual{Cells()}(-0.0006305344984602348,0.038662048065439394,0.0,0.0,0.0,0.0,0.0,5.490013486756951e-7) Dual{Cells()}(-0.0006355695593692763,0.03977245862890142,0.0,0.0,0.0,0.0,0.0,5.679081695845577e-7) Dual{Cells()}(-0.0005771743330668907,0.052731014975894955,0.0,0.0,0.0,0.0,0.0,7.075974460326726e-7) Dual{Cells()}(-0.0005816532116701193,0.051796909712375515,0.0,0.0,0.0,0.0,0.0,6.944894355815598e-7) Dual{Cells()}(-0.0005865825859256618,0.05097839881452559,0.0,0.0,0.0,0.0,0.0,6.845829153219169e-7) Dual{Cells()}(-0.0007026175810695462,0.043073109137246324,0.0,0.0,0.0,0.0,0.0,6.103748620984866e-7) Dual{Cells()}(-0.000710097468227854,0.04474156185576499,0.0,0.0,0.0,0.0,0.0,6.314783327573815e-7) Dual{Cells()}(-0.0007150606131627738,0.0460158666229617,0.0,0.0,0.0,0.0,0.0,6.526261171289749e-7) Dual{Cells()}(-0.0006568792692820449,0.05895826626433851,0.0,0.0,0.0,0.0,0.0,7.92618801857386e-7) Dual{Cells()}(-0.0006614259622754702,0.05786686706524206,0.0,0.0,0.0,0.0,0.0,7.77240401133561e-7) Dual{Cells()}(-0.0006663201491718338,0.05688275970340255,0.0,0.0,0.0,0.0,0.0,7.652754821000231e-7) Dual{Cells()}(-0.0007823253842169582,0.04897799240331701,0.0,0.0,0.0,0.0,0.0,6.908492936052172e-7) Dual{Cells()}(-0.0007898228510147443,0.050813380533225136,0.0,0.0,0.0,0.0,0.0,7.140241388950128e-7) Dual{Cells()}(-0.0007947231246604891,0.052247972153009865,0.0,0.0,0.0,0.0,0.0,7.374108098146991e-7) Dual{Cells()}(-0.0007366857715664281,0.06517923244540022,0.0,0.0,0.0,0.0,0.0,8.776060806712669e-7) Dual{Cells()}(-0.0007412920087061979,0.06393209681401903,0.0,0.0,0.0,0.0,0.0,8.599706037121768e-7) Dual{Cells()}(-0.000746140564026219,0.06278322658091356,0.0,0.0,0.0,0.0,0.0,8.459573213146864e-7) Dual{Cells()}(-0.0008621356963606493,0.05487866500176808,0.0,0.0,0.0,0.0,0.0,7.713769309029897e-7) Dual{Cells()}(-0.0008696667501322722,0.05687976452843337,0.0,0.0,0.0,0.0,0.0,7.966093636382804e-7) Dual{Cells()}(-0.0008745110517294294,0.058472195885565695,0.0,0.0,0.0,0.0,0.0,8.222314229652615e-7) Dual{Cells()}(-2.7050078143206994e-7,0.05833861805619491,0.0,0.0,0.0,0.0,0.0,2.5518742920409778e-6) Dual{Cells()}(-2.7423428434252643e-7,0.05900005463998329,0.0,0.0,0.0,0.0,0.0,2.580788104482419e-6) Dual{Cells()}(-2.786530362480312e-7,0.059661520565494945,0.0,0.0,0.0,0.0,0.0,2.6096835362827144e-6) Dual{Cells()}(-0.0005535184951827235,0.03198480584127255,0.0,0.0,0.0,0.0,0.0,4.597886448791232e-7) Dual{Cells()}(-0.0005610372869356917,0.03333454635107441,0.0,0.0,0.0,0.0,0.0,4.76944638356136e-7) Dual{Cells()}(-0.0005661452023328413,0.0342971056482934,0.0,0.0,0.0,0.0,0.0,4.93892593345003e-7) Dual{Cells()}(-0.0005074767507397997,0.047278255346721455,0.0,0.0,0.0,0.0,0.0,6.331986897766905e-7) Dual{Cells()}(-0.0005118849757317815,0.04648358790097513,0.0,0.0,0.0,0.0,0.0,6.220937192459248e-7) Dual{Cells()}(-0.0005168339143798308,0.04581102161901955,0.0,0.0,0.0,0.0,0.0,6.140009693506334e-7) Dual{Cells()}(-0.0006329894838426201,0.03790150851390963,0.0,0.0,0.0,0.0,0.0,5.400303400278431e-7) Dual{Cells()}(-0.0006404730067908882,0.03942243827133577,0.0,0.0,0.0,0.0,0.0,5.593050960606482e-7) Dual{Cells()}(-0.0006454984533466975,0.04055358675140737,0.0,0.0,0.0,0.0,0.0,5.784920687359976e-7) Dual{Cells()}(-0.0005871341202539228,0.053509765865841,0.0,0.0,0.0,0.0,0.0,7.182267644942893e-7) Dual{Cells()}(-0.0005916221673680029,0.05255589141207326,0.0,0.0,0.0,0.0,0.0,7.048339887877481e-7) Dual{Cells()}(-0.0005965478091755736,0.05171661918733904,0.0,0.0,0.0,0.0,0.0,6.946694217575227e-7) Dual{Cells()}(-0.0007125713995950087,0.0438115602358346,0.0,0.0,0.0,0.0,0.0,6.204306856335412e-7) Dual{Cells()}(-0.0007200523249433427,0.04550096163791288,0.0,0.0,0.0,0.0,0.0,6.417939910804295e-7) Dual{Cells()}(-0.0007250072046157428,0.04679547181885073,0.0,0.0,0.0,0.0,0.0,6.632217700769561e-7) Dual{Cells()}(-0.0006668476418216859,0.05973624555176881,0.0,0.0,0.0,0.0,0.0,8.032443315529232e-7) Dual{Cells()}(-0.0006714020765811387,0.05862530673893151,0.0,0.0,0.0,0.0,0.0,7.875832081900592e-7) Dual{Cells()}(-0.0006762910870546199,0.05762056827382993,0.0,0.0,0.0,0.0,0.0,7.75361815616586e-7) Dual{Cells()}(-0.0007922990546470562,0.04971572978757479,0.0,0.0,0.0,0.0,0.0,7.009124813968188e-7) Dual{Cells()}(-0.0007998000108539768,0.0515718916986389,0.0,0.0,0.0,0.0,0.0,7.243452044318627e-7) Dual{Cells()}(-0.0008046929161569878,0.053026327906564294,0.0,0.0,0.0,0.0,0.0,7.480115244510164e-7) Dual{Cells()}(-0.0007466742063684036,0.06595565883583537,0.0,0.0,0.0,0.0,0.0,8.882175395122566e-7) Dual{Cells()}(-0.0007512872554866894,0.06468915305135063,0.0,0.0,0.0,0.0,0.0,8.70300710511987e-7) Dual{Cells()}(-0.0007561294423064337,0.06351973590664453,0.0,0.0,0.0,0.0,0.0,8.560319685645838e-7) Dual{Cells()}(-0.000872115828754558,0.05561604658851901,0.0,0.0,0.0,0.0,0.0,7.814457720933799e-7) Dual{Cells()}(-0.000879651914684784,0.05763779147917457,0.0,0.0,0.0,0.0,0.0,8.069346247694749e-7) Dual{Cells()}(-0.0008844896246037178,0.059249819765531064,0.0,0.0,0.0,0.0,0.0,8.328358215449458e-7) Dual{Cells()}(-1.1023714138530975e-6,0.057596391440856806,0.0,0.0,0.0,0.0,0.0,2.4953680777451844e-6) Dual{Cells()}(-1.1158017898012716e-6,0.0582360867511525,0.0,0.0,0.0,0.0,0.0,2.5230046784822113e-6) Dual{Cells()}(-1.1304384530066027e-6,0.05887590030132818,0.0,0.0,0.0,0.0,0.0,2.5505659679586762e-6) Dual{Cells()}(-0.0005634438703246989,0.032724879789522196,0.0,0.0,0.0,0.0,0.0,4.698064619232274e-7) Dual{Cells()}(-0.0005709558529292289,0.034096215772784565,0.0,0.0,0.0,0.0,0.0,4.87229469493159e-7) Dual{Cells()}(-0.000576052758763727,0.035080229297042506,0.0,0.0,0.0,0.0,0.0,5.044568111182819e-7) Dual{Cells()}(-0.0005174378365868834,0.04805613338324346,0.0,0.0,0.0,0.0,0.0,6.43810778839165e-7) Dual{Cells()}(-0.0005218565485058563,0.04724143443306629,0.0,0.0,0.0,0.0,0.0,6.324185999201555e-7) Dual{Cells()}(-0.0005268034116113672,0.04654795002647703,0.0,0.0,0.0,0.0,0.0,6.240659121349356e-7) Dual{Cells()}(-0.000642931833840074,0.03864057604769602,0.0,0.0,0.0,0.0,0.0,5.500735851631688e-7) Dual{Cells()}(-0.000650413543930417,0.040182688347429496,0.0,0.0,0.0,0.0,0.0,5.696107911333927e-7) Dual{Cells()}(-0.000655429565439197,0.04133449505379813,0.0,0.0,0.0,0.0,0.0,5.89077928076303e-7) Dual{Cells()}(-0.0005970948258782976,0.05428841239268447,0.0,0.0,0.0,0.0,0.0,7.288555872391167e-7) Dual{Cells()}(-0.0006015918213764981,0.0533148022237123,0.0,0.0,0.0,0.0,0.0,7.15178350204699e-7) Dual{Cells()}(-0.0006065135247246977,0.05245478807254608,0.0,0.0,0.0,0.0,0.0,7.0475597118568e-7) Dual{Cells()}(-0.0007225276325059161,0.04454991780745556,0.0,0.0,0.0,0.0,0.0,6.304877303634852e-7) Dual{Cells()}(-0.000730009947652344,0.04626024172561438,0.0,0.0,0.0,0.0,0.0,6.521105780458421e-7) Dual{Cells()}(-0.0007349566943534261,0.04757490440087928,0.0,0.0,0.0,0.0,0.0,6.73818314049136e-7) Dual{Cells()}(-0.0006768178120011483,0.060514125899863054,0.0,0.0,0.0,0.0,0.0,8.138693097187225e-7) Dual{Cells()}(-0.0006813798785699314,0.059383670254662325,0.0,0.0,0.0,0.0,0.0,7.979256546031034e-7) Dual{Cells()}(-0.0006862635551586431,0.05835831251651661,0.0,0.0,0.0,0.0,0.0,7.85447930631184e-7) Dual{Cells()}(-0.0008022738159156352,0.05045341303396585,0.0,0.0,0.0,0.0,0.0,7.109764899881793e-7) Dual{Cells()}(-0.0008097784875340752,0.05233033035290475,0.0,0.0,0.0,0.0,0.0,7.346668828845348e-7) Dual{Cells()}(-0.000814664135328313,0.05380457540135343,0.0,0.0,0.0,0.0,0.0,7.586127905305861e-7) Dual{Cells()}(-0.0007567660652622176,0.06671281831567716,0.0,0.0,0.0,0.0,0.0,8.98593859748128e-7) Dual{Cells()}(-0.0007613805753845903,0.0654272508077096,0.0,0.0,0.0,0.0,0.0,8.803982343687193e-7) Dual{Cells()}(-0.000766214956151368,0.06423744608845658,0.0,0.0,0.0,0.0,0.0,8.658760608469795e-7) Dual{Cells()}(-0.0008820966336776094,0.056353386259015543,0.0,0.0,0.0,0.0,0.0,7.915151143647094e-7) Dual{Cells()}(-0.0008896379119004074,0.05839576302024661,0.0,0.0,0.0,0.0,0.0,8.172602332094261e-7) Dual{Cells()}(-0.0008944691123247894,0.06002736235753914,0.0,0.0,0.0,0.0,0.0,8.434405029615877e-7) Dual{Cells()}(-2.37244010383367e-6,0.04929913975010837,0.0,0.0,0.0,0.0,0.0,2.0544376884914922e-6) Dual{Cells()}(-2.394913047828087e-6,0.04983582475092145,0.0,0.0,0.0,0.0,0.0,2.076640308436129e-6) Dual{Cells()}(-2.413940856085584e-6,0.050372735686148896,0.0,0.0,0.0,0.0,0.0,2.098686490784942e-6) Dual{Cells()}(-0.0005733721494847727,0.033464795112758274,0.0,0.0,0.0,0.0,0.0,4.798284023618336e-7) Dual{Cells()}(-0.0005808781035908696,0.03485766326077157,0.0,0.0,0.0,0.0,0.0,4.975177295533625e-7) Dual{Cells()}(-0.0005859641999179585,0.03586300808033919,0.0,0.0,0.0,0.0,0.0,5.150246726403502e-7) Dual{Cells()}(-0.0005273913092921865,0.04883551647527291,0.0,0.0,0.0,0.0,0.0,6.544424067202998e-7) Dual{Cells()}(-0.0005318206883869088,0.048000814317228545,0.0,0.0,0.0,0.0,0.0,6.427633144594466e-7) Dual{Cells()}(-0.0005367652767229441,0.04728643284248065,0.0,0.0,0.0,0.0,0.0,6.341509365732167e-7) Dual{Cells()}(-0.0006528756565706903,0.039379549977859064,0.0,0.0,0.0,0.0,0.0,5.601190742829621e-7) Dual{Cells()}(-0.00066035602130501,0.04094280548491269,0.0,0.0,0.0,0.0,0.0,5.799182913525047e-7) Dual{Cells()}(-0.0006653628024583701,0.042115195093667505,0.0,0.0,0.0,0.0,0.0,5.996655915349209e-7) Dual{Cells()}(-0.0006070564285897641,0.055066958550120414,0.0,0.0,0.0,0.0,0.0,7.39483935052686e-7) Dual{Cells()}(-0.0006115621628182186,0.05407364470044543,0.0,0.0,0.0,0.0,0.0,7.25522526472211e-7) Dual{Cells()}(-0.0006164797304785914,0.053192907155086226,0.0,0.0,0.0,0.0,0.0,7.148425596683754e-7) Dual{Cells()}(-0.0007324867096915147,0.04528817625699886,0.0,0.0,0.0,0.0,0.0,6.405458562324796e-7) Dual{Cells()}(-0.0007399707606227141,0.04701939828150017,0.0,0.0,0.0,0.0,0.0,6.624279738056621e-7) Dual{Cells()}(-0.0007449094947674982,0.048354162838870264,0.0,0.0,0.0,0.0,0.0,6.844156316533931e-7) Dual{Cells()}(-0.0006867901460766359,0.06129190354911518,0.0,0.0,0.0,0.0,0.0,8.244936976660022e-7) Dual{Cells()}(-0.0006913597564196683,0.060141952482374576,0.0,0.0,0.0,0.0,0.0,8.082676850247164e-7) Dual{Cells()}(-0.000696237943694377,0.05909598604922198,0.0,0.0,0.0,0.0,0.0,7.955337563773876e-7) Dual{Cells()}(-0.000812249294951757,0.05119105137581487,0.0,0.0,0.0,0.0,0.0,7.210413279844382e-7) Dual{Cells()}(-0.0008197578912463123,0.053088706245649715,0.0,0.0,0.0,0.0,0.0,7.449891880840695e-7) Dual{Cells()}(-0.0008246363942658736,0.05458272611107535,0.0,0.0,0.0,0.0,0.0,7.692146182043198e-7) Dual{Cells()}(-0.000769175997557974,0.06704479540752409,0.0,0.0,0.0,0.0,0.0,9.03777359864224e-7) Dual{Cells()}(-0.0007736781388130443,0.06574666287202537,0.0,0.0,0.0,0.0,0.0,8.853560654722392e-7) Dual{Cells()}(-0.0007784808994222139,0.06453984239932682,0.0,0.0,0.0,0.0,0.0,8.706237089125827e-7) Dual{Cells()}(-0.0008920789195939932,0.057090549633742944,0.0,0.0,0.0,0.0,0.0,8.015833414444005e-7) Dual{Cells()}(-0.0008996255725713295,0.05915354141198924,0.0,0.0,0.0,0.0,0.0,8.275845317885295e-7) Dual{Cells()}(-0.0009044504082704448,0.06080468202526109,0.0,0.0,0.0,0.0,0.0,8.540437789058057e-7) Dual{Cells()}(-5.201952362285371e-6,0.015025409266675581,0.0,0.0,0.0,0.0,0.0,4.7165252697058506e-7) Dual{Cells()}(-5.24174919022491e-6,0.015185476967356705,0.0,0.0,0.0,0.0,0.0,4.7650429381463385e-7) Dual{Cells()}(-5.268096979077409e-6,0.015345725611629535,0.0,0.0,0.0,0.0,0.0,4.81161367914694e-7) Dual{Cells()}(-0.0005833031086471486,0.034204561418109763,0.0,0.0,0.0,0.0,0.0,4.898541251865354e-7) Dual{Cells()}(-0.0005908037632990323,0.03561890233940176,0.0,0.0,0.0,0.0,0.0,5.078091188251636e-7) Dual{Cells()}(-0.0005958792511569601,0.03664546331820965,0.0,0.0,0.0,0.0,0.0,5.255958336698772e-7) Dual{Cells()}(-0.000537345529114696,0.049614865290432394,0.0,0.0,0.0,0.0,0.0,6.650746190281962e-7) Dual{Cells()}(-0.0005417853286442608,0.04876020261270705,0.0,0.0,0.0,0.0,0.0,6.531090099762989e-7) Dual{Cells()}(-0.0005467273716975156,0.048024949029889026,0.0,0.0,0.0,0.0,0.0,6.442372437578481e-7) Dual{Cells()}(-0.0006628209277588059,0.040118434032967915,0.0,0.0,0.0,0.0,0.0,5.701666479993567e-7) Dual{Cells()}(-0.00067030039020812,0.041702795551143396,0.0,0.0,0.0,0.0,0.0,5.902274606509545e-7) Dual{Cells()}(-0.0006752981104447759,0.04289569676007859,0.0,0.0,0.0,0.0,0.0,6.102549118710394e-7) Dual{Cells()}(-0.0006170189334534982,0.05584540758486388,0.0,0.0,0.0,0.0,0.0,7.501118225870366e-7) Dual{Cells()}(-0.0006215332076711995,0.05483242069835998,0.0,0.0,0.0,0.0,0.0,7.358665184108018e-7) Dual{Cells()}(-0.000626446450481901,0.053930977425668665,0.0,0.0,0.0,0.0,0.0,7.249291774740681e-7) Dual{Cells()}(-0.0007424492063301546,0.04602632011368726,0.0,0.0,0.0,0.0,0.0,6.50604824641286e-7) Dual{Cells()}(-0.0007499353377150079,0.04777841735084578,0.0,0.0,0.0,0.0,0.0,6.727459573085707e-7) Dual{Cells()}(-0.0007548661663825772,0.049133234951607076,0.0,0.0,0.0,0.0,0.0,6.950135034623067e-7) Dual{Cells()}(-0.0006967651275672256,0.06206956531510025,0.0,0.0,0.0,0.0,0.0,8.351173474393336e-7) Dual{Cells()}(-0.0007013422181424138,0.06090013895170232,0.0,0.0,0.0,0.0,0.0,8.186091348873049e-7) Dual{Cells()}(-0.0007062147608350789,0.0598335730921681,0.0,0.0,0.0,0.0,0.0,8.056191121318973e-7) Dual{Cells()}(-0.0008222251154149763,0.05192865579696555,0.0,0.0,0.0,0.0,0.0,7.311070298931727e-7) Dual{Cells()}(-0.000829737829300874,0.05384703088828613,0.0,0.0,0.0,0.0,0.0,7.553121599487683e-7) Dual{Cells()}(-0.0008346093019230884,0.0553607932460669,0.0,0.0,0.0,0.0,0.0,7.798170445276649e-7) Dual{Cells()}(-0.0008487250391837047,0.05927018802122881,0.0,0.0,0.0,0.0,0.0,8.12800024720331e-7) Dual{Cells()}(-0.0008477014531897207,0.058054078727464604,0.0,0.0,0.0,0.0,0.0,7.942025587448354e-7) Dual{Cells()}(-0.000851055935919908,0.05687372644838229,0.0,0.0,0.0,0.0,0.0,7.797305579625495e-7) Dual{Cells()}(-0.0009020861745060651,0.05782419622842776,0.0,0.0,0.0,0.0,0.0,8.116121538717446e-7) Dual{Cells()}(-0.0009096391297053469,0.059907698417043576,0.0,0.0,0.0,0.0,0.0,8.378681521111729e-7) Dual{Cells()}(-0.000914458952045523,0.061578216462026616,0.0,0.0,0.0,0.0,0.0,8.646053867330045e-7) Dual{Cells()}(-1.6386687806459396e-10,0.05378452542020434,0.0,0.0,0.0,0.0,0.0,2.3576328134727532e-6) Dual{Cells()}(-1.668253769315048e-10,0.054450244164130655,0.0,0.0,0.0,0.0,0.0,2.386814436744607e-6) Dual{Cells()}(-1.7074906184331808e-10,0.05511596292484745,0.0,0.0,0.0,0.0,0.0,2.415996049178614e-6) Dual{Cells()}(-0.0005136566495619039,0.029043976613194692,0.0,0.0,0.0,0.0,0.0,4.1999406336285315e-7) Dual{Cells()}(-0.000521204303182026,0.030307353229030012,0.0,0.0,0.0,0.0,0.0,4.3608277835534953e-7) Dual{Cells()}(-0.0005263492553612306,0.03118379840980262,0.0,0.0,0.0,0.0,0.0,4.51920732542065e-7) Dual{Cells()}(-0.0004421432082893303,0.05482066773738807,0.0,0.0,0.0,0.0,0.0,7.229150700964353e-7) Dual{Cells()}(-0.000445733170424943,0.0537972294788888,0.0,0.0,0.0,0.0,0.0,7.092012920100731e-7) Dual{Cells()}(-0.0004510173799793899,0.05311497516945304,0.0,0.0,0.0,0.0,0.0,7.008677697621752e-7) Dual{Cells()}(-0.0005931711997122676,0.03494548891315436,0.0,0.0,0.0,0.0,0.0,4.998915175614891e-7) Dual{Cells()}(-0.0006006656648607557,0.036381205631031886,0.0,0.0,0.0,0.0,0.0,5.181110005875126e-7) Dual{Cells()}(-0.0006057314798214226,0.03742893481832134,0.0,0.0,0.0,0.0,0.0,5.361768764534373e-7) Dual{Cells()}(-0.0005472531458264575,0.05039513262600141,0.0,0.0,0.0,0.0,0.0,6.757160823439908e-7) Dual{Cells()}(-0.0005517009587486292,0.049520614274845776,0.0,0.0,0.0,0.0,0.0,6.634653659453699e-7) Dual{Cells()}(-0.0005566405623045795,0.04876460416807599,0.0,0.0,0.0,0.0,0.0,6.543356411872067e-7) Dual{Cells()}(-0.0006725241911507094,0.040862117961699834,0.0,0.0,0.0,0.0,0.0,5.802489221404723e-7) Dual{Cells()}(-0.0006799976422850237,0.04246737165872762,0.0,0.0,0.0,0.0,0.0,6.005685655253303e-7) Dual{Cells()}(-0.0006849896087484675,0.043680896026117834,0.0,0.0,0.0,0.0,0.0,6.208734382229284e-7) Dual{Cells()}(-0.0006267931778417053,0.05662780199033683,0.0,0.0,0.0,0.0,0.0,7.607765563851315e-7) Dual{Cells()}(-0.0006313077516281496,0.055595401500062085,0.0,0.0,0.0,0.0,0.0,7.462515080969223e-7) Dual{Cells()}(-0.0006362180901140491,0.05467361941863592,0.0,0.0,0.0,0.0,0.0,7.350613517437724e-7) Dual{Cells()}(-0.0007519491831412312,0.04677384820445459,0.0,0.0,0.0,0.0,0.0,6.607314105589146e-7) Dual{Cells()}(-0.0007594275945567925,0.04854642440318793,0.0,0.0,0.0,0.0,0.0,6.831264153390982e-7) Dual{Cells()}(-0.0007643573104690629,0.04992153249072537,0.0,0.0,0.0,0.0,0.0,7.05668694725411e-7) Dual{Cells()}(-0.0007063689693786505,0.06285508670535633,0.0,0.0,0.0,0.0,0.0,8.458131214340565e-7) Dual{Cells()}(-0.0007109381565649637,0.06166662487475471,0.0,0.0,0.0,0.0,0.0,8.290302461446419e-7) Dual{Cells()}(-0.0007158083270511952,0.06058014040244859,0.0,0.0,0.0,0.0,0.0,8.157925965347197e-7) Dual{Cells()}(-0.0008320872498838322,0.05266860231390345,0.0,0.0,0.0,0.0,0.0,7.411909622845296e-7) Dual{Cells()}(-0.000839601876862063,0.05460758416867774,0.0,0.0,0.0,0.0,0.0,7.656519166439627e-7) Dual{Cells()}(-0.0008444681646479582,0.05614111713629508,0.0,0.0,0.0,0.0,0.0,7.904349394157863e-7) Dual{Cells()}(-1.1272095864594779e-9,0.0550174483598773,0.0,0.0,0.0,0.0,0.0,2.411665131017598e-6) Dual{Cells()}(-1.1463153739904e-9,0.055683157895266774,0.0,0.0,0.0,0.0,0.0,2.440846131263892e-6) Dual{Cells()}(-1.1710977254084522e-9,0.05634886754974474,0.0,0.0,0.0,0.0,0.0,2.4700270554356977e-6) Dual{Cells()}(-0.0005237180379593899,0.02976640733899612,0.0,0.0,0.0,0.0,0.0,4.297933189420413e-7) Dual{Cells()}(-0.0005312611238640152,0.03105101118480221,0.0,0.0,0.0,0.0,0.0,4.46144461388127e-7) Dual{Cells()}(-0.0005364022045313774,0.03194851885704003,0.0,0.0,0.0,0.0,0.0,4.6225623207632333e-7) Dual{Cells()}(-0.00047160499072331093,0.046896770017462085,0.0,0.0,0.0,0.0,0.0,6.256635937878882e-7) Dual{Cells()}(-0.00047607234304197565,0.04613048296887677,0.0,0.0,0.0,0.0,0.0,6.150783745464724e-7) Dual{Cells()}(-0.000481119175186614,0.04550776401848269,0.0,0.0,0.0,0.0,0.0,6.075999790766294e-7) Dual{Cells()}(-0.000603094712802114,0.03568522903808414,0.0,0.0,0.0,0.0,0.0,5.099255685674374e-7) Dual{Cells()}(-0.0006105849202262851,0.037142301451205846,0.0,0.0,0.0,0.0,0.0,5.284094060308533e-7) Dual{Cells()}(-0.0006156406794669389,0.03821104660553619,0.0,0.0,0.0,0.0,0.0,5.467551517195066e-7) Dual{Cells()}(-0.0005572005210517994,0.051174424826747625,0.0,0.0,0.0,0.0,0.0,6.863488900723466e-7) Dual{Cells()}(-0.0005616578267197073,0.050280039107104206,0.0,0.0,0.0,0.0,0.0,6.738126000389968e-7) Dual{Cells()}(-0.0005665944530628433,0.04950322142409939,0.0,0.0,0.0,0.0,0.0,6.644242742674447e-7) Dual{Cells()}(-0.0006824315234273153,0.04160165945592274,0.0,0.0,0.0,0.0,0.0,5.903060409335889e-7) Dual{Cells()}(-0.0006899040050495463,0.04322791773910782,0.0,0.0,0.0,0.0,0.0,6.108860828206397e-7) Dual{Cells()}(-0.00069488783680935,0.04446184685921083,0.0,0.0,0.0,0.0,0.0,6.314706082488207e-7) Dual{Cells()}(-0.0006367246567972391,0.05740676077903443,0.0,0.0,0.0,0.0,0.0,7.714098994926371e-7) Dual{Cells()}(-0.0006412460504007648,0.056354781982198884,0.0,0.0,0.0,0.0,0.0,7.566021214842468e-7) Dual{Cells()}(-0.0006461520071430913,0.055412386382396935,0.0,0.0,0.0,0.0,0.0,7.451557266425793e-7) Dual{Cells()}(-0.0007619779517603297,0.047510560239335205,0.0,0.0,0.0,0.0,0.0,6.707835531632794e-7) Dual{Cells()}(-0.0007694604306309142,0.04930401388734336,0.0,0.0,0.0,0.0,0.0,6.934376909272385e-7) Dual{Cells()}(-0.0007743816537147361,0.05069904196242985,0.0,0.0,0.0,0.0,0.0,7.16260438570788e-7) Dual{Cells()}(-0.0007163962276985542,0.0636315116939762,0.0,0.0,0.0,0.0,0.0,8.564259813694427e-7) Dual{Cells()}(-0.0007209747708041834,0.06242355648243186,0.0,0.0,0.0,0.0,0.0,8.393602442286038e-7) Dual{Cells()}(-0.0007258385918787545,0.061316403396036875,0.0,0.0,0.0,0.0,0.0,8.258656305789969e-7) Dual{Cells()}(-0.0008420896942603243,0.053405608348201926,0.0,0.0,0.0,0.0,0.0,7.512544197115165e-7) Dual{Cells()}(-0.0008496093547813562,0.055365299566198754,0.0,0.0,0.0,0.0,0.0,7.759725556046563e-7) Dual{Cells()}(-0.0008544684201381491,0.05691849973448741,0.0,0.0,0.0,0.0,0.0,8.010351786016063e-7) Dual{Cells()}(-7.88779255818772e-9,0.05624485679912043,0.0,0.0,0.0,0.0,0.0,2.465369509851154e-6) Dual{Cells()}(-8.014131832495005e-9,0.056910492951765326,0.0,0.0,0.0,0.0,0.0,2.494545655491938e-6) Dual{Cells()}(-8.174647691132712e-9,0.057576129946766315,0.0,0.0,0.0,0.0,0.0,2.523721267070016e-6) Dual{Cells()}(-0.0005336479771799089,0.030504912187669,0.0,0.0,0.0,0.0,0.0,4.397726702732891e-7) Dual{Cells()}(-0.0005411821866715185,0.03181124786089375,0.0,0.0,0.0,0.0,0.0,4.5639225586541446e-7) Dual{Cells()}(-0.000546312859127916,0.03273053558411527,0.0,0.0,0.0,0.0,0.0,4.727820107281938e-7) Dual{Cells()}(-0.0004865775125094625,0.04597222604640088,0.0,0.0,0.0,0.0,0.0,6.150732554353214e-7) Dual{Cells()}(-0.000491002799438697,0.045214484835720437,0.0,0.0,0.0,0.0,0.0,6.045132034996546e-7) Dual{Cells()}(-0.0004959722677257435,0.04458253030690665,0.0,0.0,0.0,0.0,0.0,5.969249461157328e-7) Dual{Cells()}(-0.0006130179106979687,0.03642489532130734,0.0,0.0,0.0,0.0,0.0,5.199629329228251e-7) Dual{Cells()}(-0.00062050440568391,0.037903272139672484,0.0,0.0,0.0,0.0,0.0,5.38710553015297e-7) Dual{Cells()}(-0.0006255503405908013,0.03899293952778534,0.0,0.0,0.0,0.0,0.0,5.573362154589693e-7) Dual{Cells()}(-0.0005671472069868829,0.05195363479040936,0.0,0.0,0.0,0.0,0.0,6.969814558336434e-7) Dual{Cells()}(-0.0005716136800492095,0.05103942196971672,0.0,0.0,0.0,0.0,0.0,6.841599776972362e-7) Dual{Cells()}(-0.0005765471085689713,0.050241822093447935,0.0,0.0,0.0,0.0,0.0,6.745133593951825e-7) Dual{Cells()}(-0.000692334264818983,0.042341243936533254,0.0,0.0,0.0,0.0,0.0,6.003657433869686e-7) Dual{Cells()}(-0.000699806031964429,0.04398846997139924,0.0,0.0,0.0,0.0,0.0,6.212057618535832e-7) Dual{Cells()}(-0.00070478198807665,0.04524274594704684,0.0,0.0,0.0,0.0,0.0,6.42069838863856e-7) Dual{Cells()}(-0.0006466521100801241,0.0581857356217348,0.0,0.0,0.0,0.0,0.0,7.820437633585058e-7) Dual{Cells()}(-0.0006511799567773012,0.057114210614217516,0.0,0.0,0.0,0.0,0.0,7.669535890854833e-7) Dual{Cells()}(-0.0006560814125747338,0.056151225524100255,0.0,0.0,0.0,0.0,0.0,7.552512491965128e-7) Dual{Cells()}(-0.000772003591235211,0.048247319547049354,0.0,0.0,0.0,0.0,0.0,6.808374756304773e-7) Dual{Cells()}(-0.0007794902864059905,0.05006162796587119,0.0,0.0,0.0,0.0,0.0,7.037504846467244e-7) Dual{Cells()}(-0.0007844031701314694,0.05147654030487197,0.0,0.0,0.0,0.0,0.0,7.26853600890197e-7) Dual{Cells()}(-0.000726421194938761,0.06440795819376774,0.0,0.0,0.0,0.0,0.0,8.67039444731163e-7) Dual{Cells()}(-0.0007310088354854765,0.06318053335923843,0.0,0.0,0.0,0.0,0.0,8.496910802574175e-7) Dual{Cells()}(-0.0007358662048871843,0.06205272850058991,0.0,0.0,0.0,0.0,0.0,8.359397077771442e-7) Dual{Cells()}(-0.0008520897014845639,0.05414263451329703,0.0,0.0,0.0,0.0,0.0,7.613189379105471e-7) Dual{Cells()}(-0.00085961450528469,0.05612301750690623,0.0,0.0,0.0,0.0,0.0,7.862940509754393e-7) Dual{Cells()}(-0.0008644664811371753,0.05769585790112929,0.0,0.0,0.0,0.0,0.0,8.116361735770298e-7) Dual{Cells()}(-4.988280139522634e-8,0.05743122653716456,0.0,0.0,0.0,0.0,0.0,2.5166644615777003e-6) Dual{Cells()}(-5.0631249307188855e-8,0.05809632150560177,0.0,0.0,0.0,0.0,0.0,2.5458057557716687e-6) Dual{Cells()}(-5.1556049675547376e-8,0.05876142184752558,0.0,0.0,0.0,0.0,0.0,2.5749436686442974e-6) Dual{Cells()}(-0.0005435654348485773,0.03124518550669603,0.0,0.0,0.0,0.0,0.0,4.497791070205839e-7) Dual{Cells()}(-0.0005510910952560758,0.03257324670240928,0.0,0.0,0.0,0.0,0.0,4.6666711676318225e-7) Dual{Cells()}(-0.0005562105279058461,0.03351425387537202,0.0,0.0,0.0,0.0,0.0,4.833355947320412e-7) Dual{Cells()}(-0.0004973983292714442,0.046521720154454514,0.0,0.0,0.0,0.0,0.0,6.228498410462706e-7) Dual{Cells()}(-0.0005017995141725308,0.045746913008378486,0.0,0.0,0.0,0.0,0.0,6.12030885099247e-7) Dual{Cells()}(-0.0005067517974732262,0.045095243592661004,0.0,0.0,0.0,0.0,0.0,6.041977693754391e-7) Dual{Cells()}(-0.0006229403451759151,0.03716450166740887,0.0,0.0,0.0,0.0,0.0,5.300034441482432e-7) Dual{Cells()}(-0.0006304236306636474,0.038664134172233744,0.0,0.0,0.0,0.0,0.0,5.490143020480319e-7) Dual{Cells()}(-0.0006354599742079012,0.03977463577040786,0.0,0.0,0.0,0.0,0.0,5.6791990200147e-7) Dual{Cells()}(-0.0005770928789663448,0.05273277355469644,0.0,0.0,0.0,0.0,0.0,7.076138617073858e-7) Dual{Cells()}(-0.0005815681946929332,0.051798772500188356,0.0,0.0,0.0,0.0,0.0,6.945075697093941e-7) Dual{Cells()}(-0.0005864982181995971,0.05098041530219441,0.0,0.0,0.0,0.0,0.0,6.846029612556029e-7) Dual{Cells()}(-0.0007022316762956507,0.043080890681620354,0.0,0.0,0.0,0.0,0.0,6.1042804824434e-7) Dual{Cells()}(-0.0007097029511343598,0.04474904862394953,0.0,0.0,0.0,0.0,0.0,6.315276310721694e-7) Dual{Cells()}(-0.0007146712973344808,0.04602361690461852,0.0,0.0,0.0,0.0,0.0,6.526711456114783e-7) Dual{Cells()}(-0.0006565749323260866,0.05896474337894973,0.0,0.0,0.0,0.0,0.0,7.926782915194171e-7) Dual{Cells()}(-0.0006611088512948337,0.057873703694651495,0.0,0.0,0.0,0.0,0.0,7.773060543116837e-7) Dual{Cells()}(-0.0006660056998501819,0.05689015346610694,0.0,0.0,0.0,0.0,0.0,7.65348067037211e-7) Dual{Cells()}(-0.0007820261235976848,0.04898410534993816,0.0,0.0,0.0,0.0,0.0,6.908928528870027e-7) Dual{Cells()}(-0.0007895171781805791,0.05081924579844815,0.0,0.0,0.0,0.0,0.0,7.140644700367817e-7) Dual{Cells()}(-0.0007944218844106736,0.052254007311961795,0.0,0.0,0.0,0.0,0.0,7.374478469381312e-7) Dual{Cells()}(-0.0007364440209149106,0.06518437910967435,0.0,0.0,0.0,0.0,0.0,8.776529096973587e-7) Dual{Cells()}(-0.0007410404889203343,0.06393750843965733,0.0,0.0,0.0,0.0,0.0,8.60022152873797e-7) Dual{Cells()}(-0.0007458913069269937,0.06278906872489008,0.0,0.0,0.0,0.0,0.0,8.460142279515602e-7) Dual{Cells()}(-0.0008620871370412662,0.054879686890843826,0.0,0.0,0.0,0.0,0.0,7.71384534370969e-7) Dual{Cells()}(-0.0008696171852128295,0.05688074458960037,0.0,0.0,0.0,0.0,0.0,7.966164259314693e-7) Dual{Cells()}(-0.0008744622040078887,0.058473199403950876,0.0,0.0,0.0,0.0,0.0,8.222379477100189e-7) Dual{Cells()}(-2.704813629098007e-7,0.05833868248770007,0.0,0.0,0.0,0.0,0.0,2.5518782610737252e-6) Dual{Cells()}(-2.7421464689981616e-7,0.05900011979861852,0.0,0.0,0.0,0.0,0.0,2.5807921206685463e-6) Dual{Cells()}(-2.786331804677183e-7,0.05966158644771445,0.0,0.0,0.0,0.0,0.0,2.609687601819347e-6) Dual{Cells()}(-0.0005534836425795279,0.031985495878786546,0.0,0.0,0.0,0.0,0.0,4.5979279305644816e-7) Dual{Cells()}(-0.000561001565647858,0.033335216682408526,0.0,0.0,0.0,0.0,0.0,4.769485111224163e-7) Dual{Cells()}(-0.0005661098502820776,0.03429781214242415,0.0,0.0,0.0,0.0,0.0,4.93896060701365e-7) Dual{Cells()}(-0.0005074520686086523,0.047278808988004,0.0,0.0,0.0,0.0,0.0,6.332039816267231e-7) Dual{Cells()}(-0.0005118591509088134,0.04648417543299038,0.0,0.0,0.0,0.0,0.0,6.220995506154626e-7) Dual{Cells()}(-0.0005168082684044504,0.045811657186581915,0.0,0.0,0.0,0.0,0.0,6.140073981929076e-7) Dual{Cells()}(-0.000632861556413315,0.037904061772468245,0.0,0.0,0.0,0.0,0.0,5.400469586237688e-7) Dual{Cells()}(-0.0006403420955026488,0.0394249035687074,0.0,0.0,0.0,0.0,0.0,5.593205338709202e-7) Dual{Cells()}(-0.0006453690827030489,0.04055615663205123,0.0,0.0,0.0,0.0,0.0,5.78506069065078e-7) Dual{Cells()}(-0.0005870371938605032,0.05351185232374863,0.0,0.0,0.0,0.0,0.0,7.182461919571673e-7) Dual{Cells()}(-0.0005915210266971447,0.05255810061541661,0.0,0.0,0.0,0.0,0.0,7.048554504060361e-7) Dual{Cells()}(-0.0005964474510457992,0.05171901054796316,0.0,0.0,0.0,0.0,0.0,6.946931492109202e-7) Dual{Cells()}(-0.0007121228132759308,0.04382064483055386,0.0,0.0,0.0,0.0,0.0,6.20493282538847e-7) Dual{Cells()}(-0.0007195937795614536,0.04550970046351401,0.0,0.0,0.0,0.0,0.0,6.418520347476257e-7) Dual{Cells()}(-0.0007245547822307809,0.04680451066714355,0.0,0.0,0.0,0.0,0.0,6.632748668610252e-7) Dual{Cells()}(-0.0006664923572708324,0.05974382670213382,0.0,0.0,0.0,0.0,0.0,8.033139422440258e-7) Dual{Cells()}(-0.0006710319550868562,0.0586333030284654,0.0,0.0,0.0,0.0,0.0,7.876599732682393e-7) Dual{Cells()}(-0.0006759241055130058,0.05762921226671409,0.0,0.0,0.0,0.0,0.0,7.754466396241541e-7) Dual{Cells()}(-0.0007920454302557938,0.04972092087205348,0.0,0.0,0.0,0.0,0.0,7.009496457624266e-7) Dual{Cells()}(-0.0007995409768223197,0.051576871261630367,0.0,0.0,0.0,0.0,0.0,7.243796150057882e-7) Dual{Cells()}(-0.0008044376686674942,0.05303144836075837,0.0,0.0,0.0,0.0,0.0,7.480431430850839e-7) Dual{Cells()}(-0.0007464688800673932,0.0659600346640196,0.0,0.0,0.0,0.0,0.0,8.882573276524408e-7) Dual{Cells()}(-0.0007510736763553536,0.06469375187063832,0.0,0.0,0.0,0.0,0.0,8.70344490520686e-7) Dual{Cells()}(-0.0007559177980593798,0.06352469911809318,0.0,0.0,0.0,0.0,0.0,8.560802831992034e-7) Dual{Cells()}(-0.0008720818536971533,0.05561676988212014,0.0,0.0,0.0,0.0,0.0,7.814512073741682e-7) Dual{Cells()}(-0.0008796172389651184,0.057638485615427094,0.0,0.0,0.0,0.0,0.0,8.069396830501887e-7) Dual{Cells()}(-0.0008844554336161721,0.059250530078811925,0.0,0.0,0.0,0.0,0.0,8.328405029019304e-7) Dual{Cells()}(-1.1023534338969297e-6,0.05759642168921197,0.0,0.0,0.0,0.0,0.0,2.4953701596948615e-6) Dual{Cells()}(-1.1157835759079446e-6,0.058236117332558665,0.0,0.0,0.0,0.0,0.0,2.5230067856730094e-6) Dual{Cells()}(-1.1304199714232907e-6,0.05887593121252089,0.0,0.0,0.0,0.0,0.0,2.5505681025508335e-6) Dual{Cells()}(-0.0005634036452467007,0.032725676918698064,0.0,0.0,0.0,0.0,0.0,4.698113123267117e-7) Dual{Cells()}(-0.0005709146346378816,0.034096989439792634,0.0,0.0,0.0,0.0,0.0,4.872339943074429e-7) Dual{Cells()}(-0.0005760119732837904,0.03508104339814523,0.0,0.0,0.0,0.0,0.0,5.04460871018669e-7) Dual{Cells()}(-0.0005174091367867506,0.048056772415793536,0.0,0.0,0.0,0.0,0.0,6.438168624826319e-7) Dual{Cells()}(-0.0005218265334296671,0.047242112474217036,0.0,0.0,0.0,0.0,0.0,6.324253077927018e-7) Dual{Cells()}(-0.0005267736074360242,0.04654868365273548,0.0,0.0,0.0,0.0,0.0,6.240733113713948e-7) Dual{Cells()}(-0.0006427810659025914,0.03864358924505493,0.0,0.0,0.0,0.0,0.0,5.500933531928319e-7) Dual{Cells()}(-0.0006502592838550779,0.04018559602502751,0.0,0.0,0.0,0.0,0.0,5.69629147151633e-7) Dual{Cells()}(-0.0006552771520308223,0.04133752269783272,0.0,0.0,0.0,0.0,0.0,5.890945947906883e-7) Dual{Cells()}(-0.0005969797868555017,0.054290882542478595,0.0,0.0,0.0,0.0,0.0,7.288785336204533e-7) Dual{Cells()}(-0.0006014718089011585,0.053317416582412215,0.0,0.0,0.0,0.0,0.0,7.152036982325722e-7) Dual{Cells()}(-0.0006063944526967676,0.0524576177718616,0.0,0.0,0.0,0.0,0.0,7.047839978906318e-7) Dual{Cells()}(-0.0007220055436205401,0.044560815287422326,0.0,0.0,0.0,0.0,0.0,6.305649064085685e-7) Dual{Cells()}(-0.0007294763039974514,0.04627074517204526,0.0,0.0,0.0,0.0,0.0,6.521825580263108e-7) Dual{Cells()}(-0.0007344302067148819,0.04758576247542232,0.0,0.0,0.0,0.0,0.0,6.738846737650283e-7) Dual{Cells()}(-0.0006764027182257927,0.06052332539259145,0.0,0.0,0.0,0.0,0.0,8.139548608316441e-7) Dual{Cells()}(-0.0006809476025987925,0.05939334214838725,0.0,0.0,0.0,0.0,0.0,7.980194332992063e-7) Dual{Cells()}(-0.0006858350029726194,0.058368732708368586,0.0,0.0,0.0,0.0,0.0,7.855510208822417e-7) Dual{Cells()}(-0.000802061371265875,0.050457770610441134,0.0,0.0,0.0,0.0,0.0,7.110078328104449e-7) Dual{Cells()}(-0.000809561531722035,0.05233450947558667,0.0,0.0,0.0,0.0,0.0,7.346959048662967e-7) Dual{Cells()}(-0.0008144503730647421,0.05380887002999538,0.0,0.0,0.0,0.0,0.0,7.586394733291996e-7) Dual{Cells()}(-0.0007565937126495638,0.06671648988437139,0.0,0.0,0.0,0.0,0.0,8.986272000483078e-7) Dual{Cells()}(-0.0007612013337712017,0.06543110784501303,0.0,0.0,0.0,0.0,0.0,8.804349118411027e-7) Dual{Cells()}(-0.0007660373485698425,0.06424160791387637,0.0,0.0,0.0,0.0,0.0,8.659165313103238e-7) Dual{Cells()}(-0.000882073716433022,0.05635388294812145,0.0,0.0,0.0,0.0,0.0,7.915188977952071e-7) Dual{Cells()}(-0.0008896145240839908,0.0583962402431239,0.0,0.0,0.0,0.0,0.0,8.17263765078859e-7) Dual{Cells()}(-0.0008944460309090128,0.060027850385443136,0.0,0.0,0.0,0.0,0.0,8.434437797987805e-7) Dual{Cells()}(-2.372396557863808e-6,0.04929907852047488,0.0,0.0,0.0,0.0,0.0,2.0544353324501646e-6) Dual{Cells()}(-2.3948690381133557e-6,0.04983576284901452,0.0,0.0,0.0,0.0,0.0,2.076637930612998e-6) Dual{Cells()}(-2.413896394567406e-6,0.05037267310636754,0.0,0.0,0.0,0.0,0.0,2.0986840951492073e-6) Dual{Cells()}(-0.0005733251738482706,0.03346572676145063,0.0,0.0,0.0,0.0,0.0,4.79834135446298e-7) Dual{Cells()}(-0.000580829978547348,0.03485856670525558,0.0,0.0,0.0,0.0,0.0,4.975230737202177e-7) Dual{Cells()}(-0.000585916588015833,0.035863957285036614,0.0,0.0,0.0,0.0,0.0,5.15029476785708e-7) Dual{Cells()}(-0.0005273575049712391,0.048836264044325575,0.0,0.0,0.0,0.0,0.0,6.544494964317068e-7) Dual{Cells()}(-0.0005317853493818054,0.04800160737540352,0.0,0.0,0.0,0.0,0.0,6.427711358186129e-7) Dual{Cells()}(-0.0005367301895965932,0.047287291069827875,0.0,0.0,0.0,0.0,0.0,6.341595684945242e-7) Dual{Cells()}(-0.0006526983700174489,0.039383098139266645,0.0,0.0,0.0,0.0,0.0,5.601425287823555e-7) Dual{Cells()}(-0.0006601746559535633,0.040946227478849524,0.0,0.0,0.0,0.0,0.0,5.799400624486785e-7) Dual{Cells()}(-0.0006651836452770525,0.04211875445973581,0.0,0.0,0.0,0.0,0.0,5.996853814035708e-7) Dual{Cells()}(-0.0006069202676885075,0.05506987598928571,0.0,0.0,0.0,0.0,0.0,7.395109772946264e-7) Dual{Cells()}(-0.000611420147077665,0.054076731108352726,0.0,0.0,0.0,0.0,0.0,7.255523965358319e-7) Dual{Cells()}(-0.0006163388414561167,0.05319624745088516,0.0,0.0,0.0,0.0,0.0,7.148755880072283e-7) Dual{Cells()}(-0.00073187495319488,0.04530287345740201,0.0,0.0,0.0,0.0,0.0,6.406597440349066e-7) Dual{Cells()}(-0.0007393455960354977,0.04703371010574876,0.0,0.0,0.0,0.0,0.0,6.625367032231211e-7) Dual{Cells()}(-0.0007442934560203269,0.0483689923406613,0.0,0.0,0.0,0.0,0.0,6.845188972042943e-7) Dual{Cells()}(-0.0006863031962737923,0.061305012545514855,0.0,0.0,0.0,0.0,0.0,8.24622880885785e-7) Dual{Cells()}(-0.0006908524051516141,0.06015554608970192,0.0,0.0,0.0,0.0,0.0,8.084057199323515e-7) Dual{Cells()}(-0.0006957350341924686,0.05911041826807908,0.0,0.0,0.0,0.0,0.0,7.956822239467832e-7) Dual{Cells()}(-0.0008120737900041024,0.051194659831539396,0.0,0.0,0.0,0.0,0.0,7.21067404607341e-7) Dual{Cells()}(-0.000819578675727432,0.05309216629299209,0.0,0.0,0.0,0.0,0.0,7.450133365387632e-7) Dual{Cells()}(-0.0008244598315764374,0.0545862795769138,0.0,0.0,0.0,0.0,0.0,7.692368334655255e-7) Dual{Cells()}(-0.0007690332596405593,0.06704772071530384,0.0,0.0,0.0,0.0,0.0,9.038034251902382e-7) Dual{Cells()}(-0.0007735297289136889,0.06574973997888033,0.0,0.0,0.0,0.0,0.0,8.853848902807131e-7) Dual{Cells()}(-0.0007783338368324567,0.06454317046204919,0.0,0.0,0.0,0.0,0.0,8.706556582203359e-7) Dual{Cells()}(-0.0008920634735783907,0.0570908931903009,0.0,0.0,0.0,0.0,0.0,8.015860056406285e-7) Dual{Cells()}(-0.0008996098108624593,0.059153872097818694,0.0,0.0,0.0,0.0,0.0,8.275870297248124e-7) Dual{Cells()}(-0.0009044348312183101,0.06080501996736983,0.0,0.0,0.0,0.0,0.0,8.540461042410619e-7) Dual{Cells()}(-5.201928872121606e-6,0.015025433614982103,0.0,0.0,0.0,0.0,0.0,4.716526538349236e-7) Dual{Cells()}(-5.241726917474162e-6,0.015185501595912466,0.0,0.0,0.0,0.0,0.0,4.7650442415092197e-7) Dual{Cells()}(-5.268077555694507e-6,0.015345750510470655,0.0,0.0,0.0,0.0,0.0,4.811615035005724e-7) Dual{Cells()}(-0.0005832478332429484,0.034205658572254716,0.0,0.0,0.0,0.0,0.0,4.898609484950559e-7) Dual{Cells()}(-0.0005907471471984243,0.03561996540242611,0.0,0.0,0.0,0.0,0.0,5.078154747089167e-7) Dual{Cells()}(-0.000595823248164364,0.0366465785901614,0.0,0.0,0.0,0.0,0.0,5.256015570971505e-7) Dual{Cells()}(-0.0005373053884620658,0.04961574748654585,0.0,0.0,0.0,0.0,0.0,6.650829550984391e-7) Dual{Cells()}(-0.0005417433813788117,0.0487611382873355,0.0,0.0,0.0,0.0,0.0,6.531182105384712e-7) Dual{Cells()}(-0.0005466857276658099,0.048025961743163294,0.0,0.0,0.0,0.0,0.0,6.442474025114003e-7) Dual{Cells()}(-0.0006626129353420583,0.040122602699799864,0.0,0.0,0.0,0.0,0.0,5.701944044143728e-7) Dual{Cells()}(-0.0006700876435812125,0.041706813847771675,0.0,0.0,0.0,0.0,0.0,5.902532161099608e-7) Dual{Cells()}(-0.0006750879975874442,0.042899872070985064,0.0,0.0,0.0,0.0,0.0,6.102783485164006e-7) Dual{Cells()}(-0.0006168582163186733,0.055848844881517264,0.0,0.0,0.0,0.0,0.0,7.501436180460188e-7) Dual{Cells()}(-0.000621365615482669,0.05483605544435368,0.0,0.0,0.0,0.0,0.0,7.359016344874085e-7) Dual{Cells()}(-0.0006262802039765604,0.05393491070532948,0.0,0.0,0.0,0.0,0.0,7.249680073259808e-7) Dual{Cells()}(-0.0007419161266622567,0.046037471488684145,0.0,0.0,0.0,0.0,0.0,6.506845509115496e-7) Dual{Cells()}(-0.0007493905824284884,0.04778915698050018,0.0,0.0,0.0,0.0,0.0,6.728202726854398e-7) Dual{Cells()}(-0.0007543289091483049,0.0491443202976475,0.0,0.0,0.0,0.0,0.0,6.950820857933352e-7) Dual{Cells()}(-0.0006963385835393283,0.06207900335761696,0.0,0.0,0.0,0.0,0.0,8.352048646899751e-7) Dual{Cells()}(-0.0007008981760826268,0.06091005339030171,0.0,0.0,0.0,0.0,0.0,8.1870502974453e-7) Dual{Cells()}(-0.0007057746128737991,0.059844251257123116,0.0,0.0,0.0,0.0,0.0,8.057245110792667e-7) Dual{Cells()}(-0.0008220825043437803,0.05193159593548641,0.0,0.0,0.0,0.0,0.0,7.311283791309788e-7) Dual{Cells()}(-0.0008295922159323283,0.053849849702985335,0.0,0.0,0.0,0.0,0.0,7.553319343972879e-7) Dual{Cells()}(-0.0008344658522580329,0.055363686401382915,0.0,0.0,0.0,0.0,0.0,7.798352472547519e-7) Dual{Cells()}(-0.0008486057084151577,0.059271136659178825,0.0,0.0,0.0,0.0,0.0,8.128016553185471e-7) Dual{Cells()}(-0.0008475777053876414,0.05805512738953688,0.0,0.0,0.0,0.0,0.0,7.942064928697263e-7) Dual{Cells()}(-0.0008509332248443012,0.05687496306598359,0.0,0.0,0.0,0.0,0.0,7.797368786434141e-7) Dual{Cells()}(-0.0009020744950404374,0.05782446270967903,0.0,0.0,0.0,0.0,0.0,8.116142552367132e-7) Dual{Cells()}(-0.0009096272126298392,0.059907955359500775,0.0,0.0,0.0,0.0,0.0,8.378701303019649e-7) Dual{Cells()}(-0.0009144471578148454,0.06157847887712142,0.0,0.0,0.0,0.0,0.0,8.646072338627275e-7)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 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146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], 480, 480, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(-1.8533650999754378e-10,-0.05378445818014451,-9.266883509138748e-14) Dual{Cells()}(-1.8855934573275523e-10,-0.05445017609542235,-9.42802630437663e-14) Dual{Cells()}(-1.9274625478852285e-10,-0.05511589403119249,-9.637373067722579e-14) Dual{Cells()}(-0.000513681033609736,-0.029043496879352433,-3.932706113975081e-7) Dual{Cells()}(-0.0005212293199094249,-0.030306885432494608,-3.777289937630461e-7) Dual{Cells()}(-0.0005263740356218478,-0.031183301994785848,-3.426232155528836e-7) Dual{Cells()}(-0.00044215884053936023,-0.054820085959845624,-1.8943532642787779e-7) Dual{Cells()}(-0.0004457494514759829,-0.05379661726421317,-2.0801215875803304e-7) Dual{Cells()}(-0.0004510334233241751,-0.05311432629501716,-2.193510793952067e-7) Dual{Cells()}(-0.0005932365195811405,-0.03494419121195199,-4.503749475150738e-7) Dual{Cells()}(-0.0006007325557534323,-0.03637994923275791,-4.321741890734099e-7) Dual{Cells()}(-0.0006057976347159971,-0.03742761855983321,-3.922233340459873e-7) Dual{Cells()}(-0.0005473010190604928,-0.050394086249150816,-3.343242130179687e-7) Dual{Cells()}(-0.0005517509695054273,-0.04951950475513771,-3.6761868824757197e-7) Dual{Cells()}(-0.0005566902064366522,-0.04876340316964838,-3.8742841885497335e-7) Dual{Cells()}(-0.0006727676639731892,-0.04085723107991386,-5.07197441223488e-7) Dual{Cells()}(-0.0006802466454324785,-0.042462663441785384,-4.863692580827403e-7) Dual{Cells()}(-0.0006852354784459473,-0.043676008669532286,-4.415775286209158e-7) Dual{Cells()}(-0.0006269823763165727,-0.05662376191627218,-3.8403887588007346e-7) Dual{Cells()}(-0.0006315050033471111,-0.055591131286692776,-4.222710743807222e-7) Dual{Cells()}(-0.0006364137394803297,-0.05466899908015152,-4.447190411622081e-7) Dual{Cells()}(-0.0007524147070196112,-0.046764365035200935,-5.642607071363402e-7) Dual{Cells()}(-0.0007599032406333655,-0.04853731572566296,-5.408012251017877e-7) Dual{Cells()}(-0.0007648262701856787,-0.04991214031380776,-4.911260050738984e-7) Dual{Cells()}(-0.0007067424516664797,-0.06284712498440896,-4.338352012974966e-7) Dual{Cells()}(-0.0007113269530627591,-0.06165824288062208,-4.77016313377362e-7) Dual{Cells()}(-0.0007161937035348701,-0.06057108683389751,-5.021032150724381e-7) Dual{Cells()}(-0.0008322008440043631,-0.05266625275389081,-6.215547334024534e-7) Dual{Cells()}(-0.0008397178524310674,-0.05460533175712434,-5.954560490242972e-7) Dual{Cells()}(-0.0008445824145485992,-0.05613880670766749,-5.40858372672378e-7) Dual{Cells()}(-1.1491589350320221e-9,-0.05501737954518481,-5.74599553725689e-13) Dual{Cells()}(-1.168528719672699e-9,-0.055683088251616615,-5.842847844552556e-13) Dual{Cells()}(-1.1935742227816699e-9,-0.05634879708091986,-5.968079737414858e-13) Dual{Cells()}(-0.0005237436259121656,-0.02976590333713038,-4.0085281961011016e-7) Dual{Cells()}(-0.0005312873688880839,-0.031050520199124645,-3.849530904158867e-7) Dual{Cells()}(-0.0005364281943995267,-0.03194799871227158,-3.491947987692369e-7) Dual{Cells()}(-0.0004716226963713332,-0.04689629416623147,-2.656941864788443e-7) Dual{Cells()}(-0.00047609088666623553,-0.04612998076893221,-2.9184198475985726e-7) Dual{Cells()}(-0.0004811375701682073,-0.04550722563266883,-3.076034611135642e-7) Dual{Cells()}(-0.0006031720455454317,-0.03568369113281494,-4.5746333170170034e-7) Dual{Cells()}(-0.0006106640978910414,-0.03714081359125219,-4.389342090131873e-7) Dual{Cells()}(-0.0006157189715475657,-0.038209489938739905,-3.983809064644906e-7) Dual{Cells()}(-0.0005572577101292617,-0.0511731807677822,-3.4053455148733695e-7) Dual{Cells()}(-0.0005617175505542859,-0.05027872037720819,-3.744458159528127e-7) Dual{Cells()}(-0.0005666537329593087,-0.04950179388051163,-3.9458542700575746e-7) Dual{Cells()}(-0.0006827159293973764,-0.04159594261187463,-5.143166028473371e-7) Dual{Cells()}(-0.0006901948319518534,-0.04322241256892217,-4.931598866935208e-7) Dual{Cells()}(-0.0006951749449401974,-0.04445613765958317,-4.477600884534786e-7) Dual{Cells()}(-0.0006369468290078929,-0.05740202303875985,-3.902580471259868e-7) Dual{Cells()}(-0.0006414776341232436,-0.05634977664043867,-4.2910800697256257e-7) Dual{Cells()}(-0.0006463816883297912,-0.05540697140020191,-4.518856637297808e-7) Dual{Cells()}(-0.0007623828274225113,-0.047502319239856775,-5.714133685044698e-7) Dual{Cells()}(-0.0007698740641983682,-0.049296102408867414,-5.476242274491144e-7) Dual{Cells()}(-0.0007747894010697375,-0.05069089022074669,-4.973352270616351e-7) Dual{Cells()}(-0.0007167218316354707,-0.06362458898443057,-4.4006835167303856e-7) Dual{Cells()}(-0.0007213136675597253,-0.06241627029160627,-4.838695846406961e-7) Dual{Cells()}(-0.0007261744850822087,-0.061308533369893295,-5.092867935576313e-7) Dual{Cells()}(-0.0008421780081868952,-0.0534037741769538,-6.287245957629048e-7) Dual{Cells()}(-0.0008496995125600218,-0.05536354124195558,-6.022959074480565e-7) Dual{Cells()}(-0.0008545572394729348,-0.05691669718790332,-5.470815639741342e-7) Dual{Cells()}(-7.910086692827215e-9,-0.05624478652520785,-3.95608435362841e-12) Dual{Cells()}(-8.036688049962504e-9,-0.05691042184995219,-4.0194016834196095e-12) Dual{Cells()}(-8.197463812976213e-9,-0.05757605802090361,-4.099810718304149e-12) Dual{Cells()}(-0.0005336756360523505,-0.030504366186406555,-4.0796220604959215e-7) Dual{Cells()}(-0.0005412105485997768,-0.03181071646319127,-3.917308783785421e-7) Dual{Cells()}(-0.0005463409385409885,-0.03272997361914118,-3.553718121049722e-7) Dual{Cells()}(-0.00048659690208333625,-0.0459717724574619,-2.934604439270485e-7) Dual{Cells()}(-0.0004910231062878717,-0.04521400393430058,-3.226512786979407e-7) Dual{Cells()}(-0.0004959924354674259,-0.044582011146417376,-3.4022614685353437e-7) Dual{Cells()}(-0.0006131094803144076,-0.036423072267337604,-4.645563877428808e-7) Dual{Cells()}(-0.0006205981428815253,-0.03790150963743122,-4.456988773406167e-7) Dual{Cells()}(-0.000625643011629227,-0.03899109786869398,-4.045422560705488e-7) Dual{Cells()}(-0.0005672155084239269,-0.05195215504610798,-3.467461482756817e-7) Dual{Cells()}(-0.0005716849881733452,-0.05103785394761533,-3.8127433765706774e-7) Dual{Cells()}(-0.000576617879367383,-0.05024012465809385,-4.0174379906914993e-7) Dual{Cells()}(-0.0006926658416159954,-0.04233456904982515,-5.214392127385062e-7) Dual{Cells()}(-0.000700145050741603,-0.043982045200899315,-4.999539104042095e-7) Dual{Cells()}(-0.0007051166037489872,-0.04523608916769376,-4.5394543759166827e-7) Dual{Cells()}(-0.0006469124055104652,-0.05818019140113454,-3.96478396030844e-7) Dual{Cells()}(-0.0006514512275899517,-0.05710835590947027,-4.359462760675349e-7) Dual{Cells()}(-0.0006563504304050663,-0.056144892609097795,-4.590536299971121e-7) Dual{Cells()}(-0.0007723531812211593,-0.048240191995951705,-5.785696318405565e-7) Dual{Cells()}(-0.0007798474021102141,-0.050054787419783364,-5.544506996898799e-7) Dual{Cells()}(-0.0007847551533895161,-0.05146949688944327,-5.035473146137307e-7) Dual{Cells()}(-0.0007267029801685488,-0.06440196430792683,-4.463031539401212e-7) Dual{Cells()}(-0.0007313020668899854,-0.06317422778370917,-4.907247931191842e-7) Dual{Cells()}(-0.0007361568176119885,-0.062045919382455905,-5.164723917974287e-7) Dual{Cells()}(-0.0008521563620422737,-0.05414124248356689,-6.358965823555623e-7) Dual{Cells()}(-0.0008596825519408447,-0.056121682881091865,-6.091378292069223e-7) Dual{Cells()}(-0.0008645335256784546,-0.05769449051663195,-5.533064664883457e-7) Dual{Cells()}(-4.990473916310493e-8,-0.05743115591446059,-2.5000894865319148e-11) Dual{Cells()}(-5.0653437827402814e-8,-0.058096250068774294,-2.5375971661321795e-11) Dual{Cells()}(-5.15784858477321e-8,-0.05876134960040964,-2.5839394753866927e-11) Dual{Cells()}(-0.0005435961428290071,-0.031244578262514634,-4.1501911333132507e-7) Dual{Cells()}(-0.0005511225760702921,-0.032572656253548604,-3.9845943183459044e-7) Dual{Cells()}(-0.0005562416888351507,-0.03351363053701398,-3.6150449520457985e-7) Dual{Cells()}(-0.0004974199518123811,-0.04652123029690039,-3.0292763059434354e-7) Dual{Cells()}(-0.0005018221485670438,-0.045746393140312126,-3.3310019965585636e-7) Dual{Cells()}(-0.0005067742772756936,-0.045094681419579334,-3.5123415096873514e-7) Dual{Cells()}(-0.0006230486680200672,-0.03716234247197881,-4.716537760202192e-7) Dual{Cells()}(-0.0006305344984602348,-0.038662048065439394,-4.524678599708623e-7) Dual{Cells()}(-0.0006355695593692763,-0.03977245862890142,-4.107071160320808e-7) Dual{Cells()}(-0.0005771743330668907,-0.052731014975894955,-3.529589248479654e-7) Dual{Cells()}(-0.0005816532116701193,-0.051796909712375515,-3.881041639325843e-7) Dual{Cells()}(-0.0005865825859256618,-0.05097839881452559,-4.0890344473784793e-7) Dual{Cells()}(-0.0007026175810695462,-0.043073109137246324,-5.285654079943417e-7) Dual{Cells()}(-0.000710097468227854,-0.04474156185576499,-5.067514455377553e-7) Dual{Cells()}(-0.0007150606131627738,-0.0460158666229617,-4.601336745395386e-7) Dual{Cells()}(-0.0006568792692820449,-0.05895826626433851,-4.027000451745971e-7) Dual{Cells()}(-0.0006614259622754702,-0.05786686706524206,-4.427860347711427e-7) Dual{Cells()}(-0.0006663201491718338,-0.05688275970340255,-4.6622310951217674e-7) Dual{Cells()}(-0.0007823253842169582,-0.04897799240331701,-5.857289984720561e-7) Dual{Cells()}(-0.0007898228510147443,-0.050813380533225136,-5.612801742690759e-7) Dual{Cells()}(-0.0007947231246604891,-0.052247972153009865,-5.097618846977794e-7) Dual{Cells()}(-0.0007366857715664281,-0.06517923244540022,-4.525398030845605e-7) Dual{Cells()}(-0.0007412920087061979,-0.06393209681401903,-4.975821311197587e-7) Dual{Cells()}(-0.000746140564026219,-0.06278322658091356,-5.236602120599059e-7) Dual{Cells()}(-0.0008621356963606493,-0.05487866500176808,-6.430703725019374e-7) Dual{Cells()}(-0.0008696667501322722,-0.05687976452843337,-6.159815125683193e-7) Dual{Cells()}(-0.0008745110517294294,-0.058472195885565695,-5.595328285446752e-7) Dual{Cells()}(-2.7050078143206994e-7,-0.05833861805619491,-1.3706047492706176e-10) Dual{Cells()}(-2.7423428434252643e-7,-0.05900005463998329,-1.389521874094597e-10) Dual{Cells()}(-2.786530362480312e-7,-0.059661520565494945,-1.4119111264263316e-10) Dual{Cells()}(-0.0005535184951827235,-0.03198480584127255,-4.220774982839048e-7) Dual{Cells()}(-0.0005610372869356917,-0.03333454635107441,-4.051897170430081e-7) Dual{Cells()}(-0.0005661452023328413,-0.0342971056482934,-3.676380777172721e-7) Dual{Cells()}(-0.0005074767507397997,-0.047278255346721455,-3.094683231426325e-7) Dual{Cells()}(-0.0005118849757317815,-0.04648358790097513,-3.4029411449044206e-7) Dual{Cells()}(-0.0005168339143798308,-0.04581102161901955,-3.5878198016325377e-7) Dual{Cells()}(-0.0006329894838426201,-0.03790150851390963,-4.787552093158387e-7) Dual{Cells()}(-0.0006404730067908882,-0.03942243827133577,-4.5924087299904107e-7) Dual{Cells()}(-0.0006454984533466975,-0.04055358675140737,-4.168752600813927e-7) Dual{Cells()}(-0.0005871341202539228,-0.053509765865841,-3.59172816752815e-7) Dual{Cells()}(-0.0005916221673680029,-0.05255589141207326,-3.9493522215827943e-7) Dual{Cells()}(-0.0005965478091755736,-0.05171661918733904,-4.1606429150578035e-7) Dual{Cells()}(-0.0007125713995950087,-0.0438115602358346,-5.356954078577538e-7) Dual{Cells()}(-0.0007200523249433427,-0.04550096163791288,-5.135526850332816e-7) Dual{Cells()}(-0.0007250072046157428,-0.04679547181885073,-4.6632496003198465e-7) Dual{Cells()}(-0.0006668476418216859,-0.05973624555176881,-4.0892316439637825e-7) Dual{Cells()}(-0.0006714020765811387,-0.05862530673893151,-4.4962749354327846e-7) Dual{Cells()}(-0.0006762910870546199,-0.05762056827382993,-4.733943336184466e-7) Dual{Cells()}(-0.0007922990546470562,-0.04971572978757479,-5.928909690367857e-7) Dual{Cells()}(-0.0007998000108539768,-0.0515718916986389,-5.681121832098081e-7) Dual{Cells()}(-0.0008046929161569878,-0.053026327906564294,-5.159785532711011e-7) Dual{Cells()}(-0.0007466742063684036,-0.06595565883583537,-4.587901067462907e-7) Dual{Cells()}(-0.0007512872554866894,-0.06468915305135063,-5.044546906981199e-7) Dual{Cells()}(-0.0007561294423064337,-0.06351973590664453,-5.308641748170899e-7) Dual{Cells()}(-0.000872115828754558,-0.05561604658851901,-6.502457205654311e-7) Dual{Cells()}(-0.000879651914684784,-0.05763779147917457,-6.228267264794318e-7) Dual{Cells()}(-0.0008844896246037178,-0.059249819765531064,-5.657604597944351e-7) Dual{Cells()}(-1.1023714138530975e-6,-0.057596391440856806,-5.981337240066585e-10) Dual{Cells()}(-1.1158017898012716e-6,-0.0582360867511525,-6.054202986927689e-10) Dual{Cells()}(-1.1304384530066027e-6,-0.05887590030132818,-6.133614076368885e-10) Dual{Cells()}(-0.0005634438703246989,-0.032724879789522196,-4.291424768530457e-7) Dual{Cells()}(-0.0005709558529292289,-0.034096215772784565,-4.119265459435595e-7) Dual{Cells()}(-0.000576052758763727,-0.035080229297042506,-3.7377688912598794e-7) Dual{Cells()}(-0.0005174378365868834,-0.04805613338324346,-3.156998109323656e-7) Dual{Cells()}(-0.0005218565485058563,-0.04724143443306629,-3.471446686257365e-7) Dual{Cells()}(-0.0005268034116113672,-0.04654795002647703,-3.659644591594184e-7) Dual{Cells()}(-0.000642931833840074,-0.03864057604769602,-4.858604540929251e-7) Dual{Cells()}(-0.000650413543930417,-0.040182688347429496,-4.660176837060073e-7) Dual{Cells()}(-0.000655429565439197,-0.04133449505379813,-4.2304650339787995e-7) Dual{Cells()}(-0.0005970948258782976,-0.05428841239268447,-3.653877758634254e-7) Dual{Cells()}(-0.0006015918213764981,-0.0533148022237123,-4.017674592508096e-7) Dual{Cells()}(-0.0006065135247246977,-0.05245478807254608,-4.232262876463971e-7) Dual{Cells()}(-0.0007225276325059161,-0.04454991780745556,-5.428295356304877e-7) Dual{Cells()}(-0.000730009947652344,-0.04626024172561438,-5.203579187675677e-7) Dual{Cells()}(-0.0007349566943534261,-0.04757490440087928,-4.7251953417428926e-7) Dual{Cells()}(-0.0006768178120011483,-0.060514125899863054,-4.1514797532199796e-7) Dual{Cells()}(-0.0006813798785699314,-0.059383670254662325,-4.56470926120566e-7) Dual{Cells()}(-0.0006862635551586431,-0.05835831251651661,-4.805676019510029e-7) Dual{Cells()}(-0.0008022738159156352,-0.05045341303396585,-6.000550624330419e-7) Dual{Cells()}(-0.0008097784875340752,-0.05233033035290475,-5.749462759105723e-7) Dual{Cells()}(-0.000814664135328313,-0.05380457540135343,-5.221969508905517e-7) Dual{Cells()}(-0.0007567660652622176,-0.06671281831567716,-4.653490528364928e-7) Dual{Cells()}(-0.0007613805753845903,-0.0654272508077096,-5.116704416770194e-7) Dual{Cells()}(-0.000766214956151368,-0.06423744608845658,-5.384330070774018e-7) Dual{Cells()}(-0.0008820966336776094,-0.056353386259015543,-6.57422553392553e-7) Dual{Cells()}(-0.0008896379119004074,-0.05839576302024661,-6.296734024196455e-7) Dual{Cells()}(-0.0008944691123247894,-0.06002736235753914,-5.719893130878804e-7) Dual{Cells()}(-2.37244010383367e-6,-0.04929913975010837,-1.8386138566616245e-9) Dual{Cells()}(-2.394913047828087e-6,-0.04983582475092145,-1.856023722193555e-9) Dual{Cells()}(-2.413940856085584e-6,-0.050372735686148896,-1.8707634241253902e-9) Dual{Cells()}(-0.0005733721494847727,-0.033464795112758274,-4.362140274324099e-7) Dual{Cells()}(-0.0005808781035908696,-0.03485766326077157,-4.186698782156895e-7) Dual{Cells()}(-0.0005859641999179585,-0.03586300808033919,-3.799209472872255e-7) Dual{Cells()}(-0.0005273913092921865,-0.04883551647527291,-3.2190758223506866e-7) Dual{Cells()}(-0.0005318206883869088,-0.048000814317228545,-3.5396892976341885e-7) Dual{Cells()}(-0.0005367652767229441,-0.04728643284248065,-3.7311880893539835e-7) Dual{Cells()}(-0.0006528756565706903,-0.039379549977859064,-4.929693203819378e-7) Dual{Cells()}(-0.00066035602130501,-0.04094280548491269,-4.7279810087692605e-7) Dual{Cells()}(-0.0006653628024583701,-0.042115195093667505,-4.292206941636606e-7) Dual{Cells()}(-0.0006070564285897641,-0.055066958550120414,-3.7160377287255393e-7) Dual{Cells()}(-0.0006115621628182186,-0.05407364470044543,-4.086008447230181e-7) Dual{Cells()}(-0.0006164797304785914,-0.053192907155086226,-4.303894055412469e-7) Dual{Cells()}(-0.0007324867096915147,-0.04528817625699886,-5.499682042348356e-7) Dual{Cells()}(-0.0007399707606227141,-0.04701939828150017,-5.271675196371131e-7) Dual{Cells()}(-0.0007449094947674982,-0.048354162838870264,-4.787177034572645e-7) Dual{Cells()}(-0.0006867901460766359,-0.06129190354911518,-4.213747454555075e-7) Dual{Cells()}(-0.0006913597564196683,-0.060141952482374576,-4.6331666385681545e-7) Dual{Cells()}(-0.000696237943694377,-0.05909598604922198,-4.877432766704166e-7) Dual{Cells()}(-0.000812249294951757,-0.05119105137581487,-6.072207942949626e-7) Dual{Cells()}(-0.0008197578912463123,-0.053088706245649715,-5.817819988350143e-7) Dual{Cells()}(-0.0008246363942658736,-0.05458272611107535,-5.284167048189771e-7) Dual{Cells()}(-0.000769175997557974,-0.06704479540752409,-4.788277965048889e-7) Dual{Cells()}(-0.0007736781388130443,-0.06574666287202537,-5.265878959897508e-7) Dual{Cells()}(-0.0007784808994222139,-0.06453984239932682,-5.541980709381721e-7) Dual{Cells()}(-0.0008920789195939932,-0.057090549633742944,-6.646043969040837e-7) Dual{Cells()}(-0.0008996255725713295,-0.05915354141198924,-6.365248698026256e-7) Dual{Cells()}(-0.0009044504082704448,-0.06080468202526109,-5.782223690773217e-7) Dual{Cells()}(-5.201952362285371e-6,-0.015025409266675581,-4.621331756132219e-8) Dual{Cells()}(-5.24174919022491e-6,-0.015185476967356705,-4.6568986053708394e-8) Dual{Cells()}(-5.268096979077409e-6,-0.015345725611629535,-4.680522564943046e-8) Dual{Cells()}(-0.0005833031086471486,-0.034204561418109763,-4.4329169088380867e-7) Dual{Cells()}(-0.0005908037632990323,-0.03561890233940176,-4.2541926183411853e-7) Dual{Cells()}(-0.0005958792511569601,-0.03664546331820965,-3.8606989831571387e-7) Dual{Cells()}(-0.000537345529114696,-0.049614865290432394,-3.281152196321829e-7) Dual{Cells()}(-0.0005417853286442608,-0.04876020261270705,-3.60793054080166e-7) Dual{Cells()}(-0.0005467273716975156,-0.048024949029889026,-3.80272875524026e-7) Dual{Cells()}(-0.0006628209277588059,-0.040118434032967915,-5.000816764116751e-7) Dual{Cells()}(-0.00067030039020812,-0.041702795551143396,-4.795819883865548e-7) Dual{Cells()}(-0.0006752981104447759,-0.04289569676007859,-4.353977253979607e-7) Dual{Cells()}(-0.0006170189334534982,-0.05584540758486388,-3.7782080026560647e-7) Dual{Cells()}(-0.0006215332076711995,-0.05483242069835998,-4.154353743218023e-7) Dual{Cells()}(-0.000626446450481901,-0.053930977425668665,-4.375536456357544e-7) Dual{Cells()}(-0.0007424492063301546,-0.04602632011368726,-5.57112156840505e-7) Dual{Cells()}(-0.0007499353377150079,-0.04777841735084578,-5.339821702624119e-7) Dual{Cells()}(-0.0007548661663825772,-0.049133234951607076,-4.849200398255483e-7) Dual{Cells()}(-0.0006967651275672256,-0.06206956531510025,-4.276039273482481e-7) Dual{Cells()}(-0.0007013422181424138,-0.06090013895170232,-4.7016525229914267e-7) Dual{Cells()}(-0.0007062147608350789,-0.0598335730921681,-4.949219489992276e-7) Dual{Cells()}(-0.0008222251154149763,-0.05192865579696555,-6.143876422740422e-7) Dual{Cells()}(-0.000829737829300874,-0.05384703088828613,-5.886188626595318e-7) Dual{Cells()}(-0.0008346093019230884,-0.0553607932460669,-5.346374097330769e-7) Dual{Cells()}(-0.0008487250391837047,-0.05927018802122881,-6.717861701603655e-7) Dual{Cells()}(-0.0008477014531897207,-0.058054078727464604,-7.420402658529392e-7) Dual{Cells()}(-0.000851055935919908,-0.05687372644838229,-7.844405250679987e-7) Dual{Cells()}(-0.0009020861745060651,-0.05782419622842776,-6.71876826239267e-7) Dual{Cells()}(-0.0009096391297053469,-0.059907698417043576,-6.434619097175979e-7) Dual{Cells()}(-0.000914458952045523,-0.061578216462026616,-5.845314184401092e-7) Dual{Cells()}(-1.6386687806459396e-10,-0.05378452542020434,-8.193374160701032e-14) Dual{Cells()}(-1.668253769315048e-10,-0.054450244164130655,-8.341299650102195e-14) Dual{Cells()}(-1.7074906184331808e-10,-0.05511596292484745,-8.537484620259827e-14) Dual{Cells()}(-0.0005136566495619039,-0.029043976613194692,-3.932402250637221e-7) Dual{Cells()}(-0.000521204303182026,-0.030307353229030012,-3.7770087011769023e-7) Dual{Cells()}(-0.0005263492553612306,-0.03118379840980262,-3.4260014438213325e-7) Dual{Cells()}(-0.0004421432082893303,-0.05482066773738807,-1.894256255393526e-7) Dual{Cells()}(-0.000445733170424943,-0.0537972294788888,-2.080006315906578e-7) Dual{Cells()}(-0.0004510173799793899,-0.05311497516945304,-2.1933880117830983e-7) Dual{Cells()}(-0.0005931711997122676,-0.03494548891315436,-4.502954341455455e-7) Dual{Cells()}(-0.0006006656648607557,-0.036381205631031886,-4.321006100291064e-7) Dual{Cells()}(-0.0006057314798214226,-0.03742893481832134,-3.9216291239629274e-7) Dual{Cells()}(-0.0005472531458264575,-0.05039513262600141,-3.342855913634031e-7) Dual{Cells()}(-0.0005517009587486292,-0.049520614274845776,-3.6757167860970326e-7) Dual{Cells()}(-0.0005566405623045795,-0.04876460416807599,-3.873776007699708e-7) Dual{Cells()}(-0.0006725241911507094,-0.040862117961699834,-5.069061008823196e-7) Dual{Cells()}(-0.0006799976422850237,-0.04246737165872762,-4.860996705337371e-7) Dual{Cells()}(-0.0006849896087484675,-0.043680896026117834,-4.4135602041378676e-7) Dual{Cells()}(-0.0006267931778417053,-0.05662780199033683,-3.838863327721269e-7) Dual{Cells()}(-0.0006313077516281496,-0.055595401500062085,-4.220853669589736e-7) Dual{Cells()}(-0.0006362180901140491,-0.05467361941863592,-4.44518281785856e-7) Dual{Cells()}(-0.0007519491831412312,-0.04677384820445459,-5.637093747916021e-7) Dual{Cells()}(-0.0007594275945567925,-0.04854642440318793,-5.402910282958911e-7) Dual{Cells()}(-0.0007643573104690629,-0.04992153249072537,-4.907066029999324e-7) Dual{Cells()}(-0.0007063689693786505,-0.06285508670535633,-4.3353260951641246e-7) Dual{Cells()}(-0.0007109381565649637,-0.06166662487475471,-4.7664803067857495e-7) Dual{Cells()}(-0.0007158083270511952,-0.06058014040244859,-5.017051177329763e-7) Dual{Cells()}(-0.0008320872498838322,-0.05266860231390345,-6.214210036772116e-7) Dual{Cells()}(-0.000839601876862063,-0.05460758416867774,-5.953322924351742e-7) Dual{Cells()}(-0.0008444681646479582,-0.05614111713629508,-5.407565686680993e-7) Dual{Cells()}(-1.1272095864594779e-9,-0.0550174483598773,-5.636230482978636e-13) Dual{Cells()}(-1.1463153739904e-9,-0.055683157895266774,-5.731762513268048e-13) Dual{Cells()}(-1.1710977254084522e-9,-0.05634886754974474,-5.855678283449212e-13) Dual{Cells()}(-0.0005237180379593899,-0.02976640733899612,-4.0082100335817984e-7) Dual{Cells()}(-0.0005312611238640152,-0.03105101118480221,-3.84923645518675e-7) Dual{Cells()}(-0.0005364022045313774,-0.03194851885704003,-3.4917064287859297e-7) Dual{Cells()}(-0.00047160499072331093,-0.046896770017462085,-2.656803959041255e-7) Dual{Cells()}(-0.00047607234304197565,-0.04613048296887677,-2.918253292995763e-7) Dual{Cells()}(-0.000481119175186614,-0.04550776401848269,-3.0758553307610555e-7) Dual{Cells()}(-0.000603094712802114,-0.03568522903808414,-4.573694376414734e-7) Dual{Cells()}(-0.0006105849202262851,-0.037142301451205846,-4.388473235185901e-7) Dual{Cells()}(-0.0006156406794669389,-0.03821104660553619,-3.9830955069118993e-7) Dual{Cells()}(-0.0005572005210517994,-0.051174424826747625,-3.404884389877143e-7) Dual{Cells()}(-0.0005616578267197073,-0.050280039107104206,-3.743896864028688e-7) Dual{Cells()}(-0.0005665944530628433,-0.04950322142409939,-3.94524749110279e-7) Dual{Cells()}(-0.0006824315234273153,-0.04160165945592274,-5.139768604499572e-7) Dual{Cells()}(-0.0006899040050495463,-0.04322791773910782,-4.928455101773189e-7) Dual{Cells()}(-0.00069488783680935,-0.04446184685921083,-4.475017666367286e-7) Dual{Cells()}(-0.0006367246567972391,-0.05740676077903443,-3.900788676757735e-7) Dual{Cells()}(-0.0006412460504007648,-0.056354781982198884,-4.2888987124498737e-7) Dual{Cells()}(-0.0006461520071430913,-0.055412386382396935,-4.5164984916412177e-7) Dual{Cells()}(-0.0007619779517603297,-0.047510560239335205,-5.709348113617132e-7) Dual{Cells()}(-0.0007694604306309142,-0.04930401388734336,-5.471813887147796e-7) Dual{Cells()}(-0.0007743816537147361,-0.05069904196242985,-4.969712177498945e-7) Dual{Cells()}(-0.0007163962276985542,-0.0636315116939762,-4.3980461939724695e-7) Dual{Cells()}(-0.0007209747708041834,-0.06242355648243186,-4.835485807274278e-7) Dual{Cells()}(-0.0007258385918787545,-0.061316403396036875,-5.089397969771375e-7) Dual{Cells()}(-0.0008420896942603243,-0.053405608348201926,-6.28620596757277e-7) Dual{Cells()}(-0.0008496093547813562,-0.055365299566198754,-6.021996612141041e-7) Dual{Cells()}(-0.0008544684201381491,-0.05691849973448741,-5.470023690920014e-7) Dual{Cells()}(-7.88779255818772e-9,-0.05624485679912043,-3.944924231901453e-12) Dual{Cells()}(-8.014131832495005e-9,-0.056910492951765326,-4.008110323717103e-12) Dual{Cells()}(-8.174647691132712e-9,-0.057576129946766315,-4.0883891662756215e-12) Dual{Cells()}(-0.0005336479771799089,-0.030504912187669,-4.079279196076878e-7) Dual{Cells()}(-0.0005411821866715185,-0.03181124786089375,-3.916991479146366e-7) Dual{Cells()}(-0.000546312859127916,-0.03273053558411527,-3.5534577735041747e-7) Dual{Cells()}(-0.0004865775125094625,-0.04597222604640088,-2.934447639038075e-7) Dual{Cells()}(-0.000491002799438697,-0.045214484835720437,-3.226322191251739e-7) Dual{Cells()}(-0.0004959722677257435,-0.04458253030690665,-3.402055590919471e-7) Dual{Cells()}(-0.0006130179106979687,-0.03642489532130734,-4.644454781825265e-7) Dual{Cells()}(-0.00062050440568391,-0.037903272139672484,-4.455962473491225e-7) Dual{Cells()}(-0.0006255503405908013,-0.03899293952778534,-4.0445796237084566e-7) Dual{Cells()}(-0.0005671472069868829,-0.05195363479040936,-3.4669109555840863e-7) Dual{Cells()}(-0.0005716136800492095,-0.05103942196971672,-3.81207323449643e-7) Dual{Cells()}(-0.0005765471085689713,-0.050241822093447935,-4.016713535956516e-7) Dual{Cells()}(-0.000692334264818983,-0.042341243936533254,-5.210437656038944e-7) Dual{Cells()}(-0.000699806031964429,-0.04398846997139924,-4.995879867724885e-7) Dual{Cells()}(-0.00070478198807665,-0.04524274594704684,-4.5364474593323886e-7) Dual{Cells()}(-0.0006466521100801241,-0.0581857356217348,-3.962684031257528e-7) Dual{Cells()}(-0.0006511799567773012,-0.057114210614217516,-4.35690627366065e-7) Dual{Cells()}(-0.0006560814125747338,-0.056151225524100255,-4.587772643263966e-7) Dual{Cells()}(-0.000772003591235211,-0.048247319547049354,-5.781568124149779e-7) Dual{Cells()}(-0.0007794902864059905,-0.05006162796587119,-5.540686922458048e-7) Dual{Cells()}(-0.0007844031701314694,-0.05147654030487197,-5.032332915085717e-7) Dual{Cells()}(-0.000726421194938761,-0.06440795819376774,-4.4607473316325283e-7) Dual{Cells()}(-0.0007310088354854765,-0.06318053335923843,-4.904467876058179e-7) Dual{Cells()}(-0.0007358662048871843,-0.06205272850058991,-5.161718770663291e-7) Dual{Cells()}(-0.0008520897014845639,-0.05414263451329703,-6.358180142068048e-7) Dual{Cells()}(-0.00085961450528469,-0.05612301750690623,-6.090651145320595e-7) Dual{Cells()}(-0.0008644664811371753,-0.05769585790112929,-5.53246611188183e-7) Dual{Cells()}(-4.988280139522634e-8,-0.05743122653716456,-2.498984155008525e-11) Dual{Cells()}(-5.0631249307188855e-8,-0.05809632150560177,-2.5364791779562574e-11) Dual{Cells()}(-5.1556049675547376e-8,-0.05876142184752558,-2.5828089635635993e-11) Dual{Cells()}(-0.0005435654348485773,-0.03124518550669603,-4.1498116823068903e-7) Dual{Cells()}(-0.0005510910952560758,-0.03257324670240928,-3.98424315916055e-7) Dual{Cells()}(-0.0005562105279058461,-0.03351425387537202,-3.6147567803690726e-7) Dual{Cells()}(-0.0004973983292714442,-0.046521720154454514,-3.029101060542238e-7) Dual{Cells()}(-0.0005017995141725308,-0.045746913008378486,-3.330788745849727e-7) Dual{Cells()}(-0.0005067517974732262,-0.045095243592661004,-3.5121110317242897e-7) Dual{Cells()}(-0.0006229403451759151,-0.03716450166740887,-4.715228760555674e-7) Dual{Cells()}(-0.0006304236306636474,-0.038664134172233744,-4.523467327022734e-7) Dual{Cells()}(-0.0006354599742079012,-0.03977463577040786,-4.106076218090156e-7) Dual{Cells()}(-0.0005770928789663448,-0.05273277355469644,-3.52893284346942e-7) Dual{Cells()}(-0.0005815681946929332,-0.051798772500188356,-3.8802425907243396e-7) Dual{Cells()}(-0.0005864982181995971,-0.05098041530219441,-4.088170631630052e-7) Dual{Cells()}(-0.0007022316762956507,-0.043080890681620354,-5.281058509905252e-7) Dual{Cells()}(-0.0007097029511343598,-0.04474904862394953,-5.063261953367396e-7) Dual{Cells()}(-0.0007146712973344808,-0.04602361690461852,-4.597842138889295e-7) Dual{Cells()}(-0.0006565749323260866,-0.05896474337894973,-4.0245441835375277e-7) Dual{Cells()}(-0.0006611088512948337,-0.057873703694651495,-4.4248700799272593e-7) Dual{Cells()}(-0.0006660056998501819,-0.05689015346610694,-4.6589985384972376e-7) Dual{Cells()}(-0.0007820261235976848,-0.04898410534993816,-5.853758985447399e-7) Dual{Cells()}(-0.0007895171781805791,-0.05081924579844815,-5.609534279458074e-7) Dual{Cells()}(-0.0007944218844106736,-0.052254007311961795,-5.094932697695916e-7) Dual{Cells()}(-0.0007364440209149106,-0.06518437910967435,-4.523436571226914e-7) Dual{Cells()}(-0.0007410404889203343,-0.06393750843965733,-4.97343427161055e-7) Dual{Cells()}(-0.0007458913069269937,-0.06278906872489008,-5.234021831301957e-7) Dual{Cells()}(-0.0008620871370412662,-0.054879686890843826,-6.430130354489387e-7) Dual{Cells()}(-0.0008696171852128295,-0.05688074458960037,-6.159284433004576e-7) Dual{Cells()}(-0.0008744622040078887,-0.058473199403950876,-5.594891192241518e-7) Dual{Cells()}(-2.704813629098007e-7,-0.05833868248770007,-1.3705032474969924e-10) Dual{Cells()}(-2.7421464689981616e-7,-0.05900011979861852,-1.3894192201584118e-10) Dual{Cells()}(-2.786331804677183e-7,-0.05966158644771445,-1.4118073154000942e-10) Dual{Cells()}(-0.0005534836425795279,-0.031985495878786546,-4.220345694077724e-7) Dual{Cells()}(-0.000561001565647858,-0.033335216682408526,-4.051499895720405e-7) Dual{Cells()}(-0.0005661098502820776,-0.03429781214242415,-3.67605471091817e-7) Dual{Cells()}(-0.0005074520686086523,-0.047278808988004,-3.0944833587284845e-7) Dual{Cells()}(-0.0005118591509088134,-0.04648417543299038,-3.402697896681836e-7) Dual{Cells()}(-0.0005168082684044504,-0.045811657186581915,-3.587556879443653e-7) Dual{Cells()}(-0.000632861556413315,-0.037904061772468245,-4.786009542818556e-7) Dual{Cells()}(-0.0006403420955026488,-0.0394249035687074,-4.590981349717543e-7) Dual{Cells()}(-0.0006453690827030489,-0.04055615663205123,-4.167580061486774e-7) Dual{Cells()}(-0.0005870371938605032,-0.05351185232374863,-3.5909471380525084e-7) Dual{Cells()}(-0.0005915210266971447,-0.05255810061541661,-3.948401442213435e-7) Dual{Cells()}(-0.0005964474510457992,-0.05171901054796316,-4.159615065300713e-7) Dual{Cells()}(-0.0007121228132759308,-0.04382064483055386,-5.35161404021415e-7) Dual{Cells()}(-0.0007195937795614536,-0.04550970046351401,-5.130585269117483e-7) Dual{Cells()}(-0.0007245547822307809,-0.04680451066714355,-4.659188051848643e-7) Dual{Cells()}(-0.0006664923572708324,-0.05974382670213382,-4.086359713460422e-7) Dual{Cells()}(-0.0006710319550868562,-0.0586333030284654,-4.4927791124319386e-7) Dual{Cells()}(-0.0006759241055130058,-0.05762921226671409,-4.730164389333572e-7) Dual{Cells()}(-0.0007920454302557938,-0.04972092087205348,-5.925919332615948e-7) Dual{Cells()}(-0.0007995409768223197,-0.051576871261630367,-5.678354645157395e-7) Dual{Cells()}(-0.0008044376686674942,-0.05303144836075837,-5.157510474075064e-7) Dual{Cells()}(-0.0007464688800673932,-0.0659600346640196,-4.5862334833960254e-7) Dual{Cells()}(-0.0007510736763553536,-0.06469375187063832,-5.042517707817374e-7) Dual{Cells()}(-0.0007559177980593798,-0.06352469911809318,-5.306448288143145e-7) Dual{Cells()}(-0.0008720818536971533,-0.05561676988212014,-6.502054677921309e-7) Dual{Cells()}(-0.0008796172389651184,-0.057638485615427094,-6.227894654726115e-7) Dual{Cells()}(-0.0008844554336161721,-0.059250530078811925,-5.657297429356006e-7) Dual{Cells()}(-1.1023534338969297e-6,-0.05759642168921197,-5.98123316307475e-10) Dual{Cells()}(-1.1157835759079446e-6,-0.058236117332558665,-6.054097561211662e-10) Dual{Cells()}(-1.1304199714232907e-6,-0.05887593121252089,-6.133507111644854e-10) Dual{Cells()}(-0.0005634036452467007,-0.032725676918698064,-4.290930859852335e-7) Dual{Cells()}(-0.0005709146346378816,-0.034096989439792634,-4.1188083917407737e-7) Dual{Cells()}(-0.0005760119732837904,-0.03508104339814523,-3.737393694714422e-7) Dual{Cells()}(-0.0005174091367867506,-0.048056772415793536,-3.1567659550457246e-7) Dual{Cells()}(-0.0005218265334296671,-0.047242112474217036,-3.4711641433289916e-7) Dual{Cells()}(-0.0005267736074360242,-0.04654868365273548,-3.6593391843894165e-7) Dual{Cells()}(-0.0006427810659025914,-0.03864358924505493,-4.85679031933188e-7) Dual{Cells()}(-0.0006502592838550779,-0.04018559602502751,-4.6584980739721414e-7) Dual{Cells()}(-0.0006552771520308223,-0.04133752269783272,-4.229085901262467e-7) Dual{Cells()}(-0.0005969797868555017,-0.054290882542478595,-3.652950750471765e-7) Dual{Cells()}(-0.0006014718089011585,-0.053317416582412215,-4.0165460841449715e-7) Dual{Cells()}(-0.0006063944526967676,-0.0524576177718616,-4.2310428891625175e-7) Dual{Cells()}(-0.0007220055436205401,-0.044560815287422326,-5.42201719698562e-7) Dual{Cells()}(-0.0007294763039974514,-0.04627074517204526,-5.197767709106216e-7) Dual{Cells()}(-0.0007344302067148819,-0.04758576247542232,-4.72041321670036e-7) Dual{Cells()}(-0.0006764027182257927,-0.06052332539259145,-4.148078085748961e-7) Dual{Cells()}(-0.0006809476025987925,-0.05939334214838725,-4.5605741096125565e-7) Dual{Cells()}(-0.0006858350029726194,-0.058368732708368586,-4.801207160104788e-7) Dual{Cells()}(-0.000802061371265875,-0.050457770610441134,-5.998047364407584e-7) Dual{Cells()}(-0.000809561531722035,-0.05233450947558667,-5.747146299819773e-7) Dual{Cells()}(-0.0008144503730647421,-0.05380887002999538,-5.220064837042192e-7) Dual{Cells()}(-0.0007565937126495638,-0.06671648988437139,-4.652089120252137e-7) Dual{Cells()}(-0.0007612013337712017,-0.06543110784501303,-5.114999180154896e-7) Dual{Cells()}(-0.0007660373485698425,-0.06424160791387637,-5.382486754233022e-7) Dual{Cells()}(-0.000882073716433022,-0.05635388294812145,-6.573952381999398e-7) Dual{Cells()}(-0.0008896145240839908,-0.0583962402431239,-6.296481126452781e-7) Dual{Cells()}(-0.0008944460309090128,-0.060027850385443136,-5.719684350855895e-7) Dual{Cells()}(-2.372396557863808e-6,-0.04929907852047488,-1.8385846565227816e-9) Dual{Cells()}(-2.3948690381133557e-6,-0.04983576284901452,-1.855994205874463e-9) Dual{Cells()}(-2.413896394567406e-6,-0.05037267310636754,-1.8707335942815814e-9) Dual{Cells()}(-0.0005733251738482706,-0.03346572676145063,-4.3615652228835547e-7) Dual{Cells()}(-0.000580829978547348,-0.03485856670525558,-4.1861666332328647e-7) Dual{Cells()}(-0.000585916588015833,-0.035863957285036614,-3.7987725850492e-7) Dual{Cells()}(-0.0005273575049712391,-0.048836264044325575,-3.2188026626650053e-7) Dual{Cells()}(-0.0005317853493818054,-0.04800160737540352,-3.5393568385555787e-7) Dual{Cells()}(-0.0005367301895965932,-0.047287291069827875,-3.730828714719341e-7) Dual{Cells()}(-0.0006526983700174489,-0.039383098139266645,-4.927564046303049e-7) Dual{Cells()}(-0.0006601746559535633,-0.040946227478849524,-4.7260108269302784e-7) Dual{Cells()}(-0.0006651836452770525,-0.04211875445973581,-4.2905883047291284e-7) Dual{Cells()}(-0.0006069202676885075,-0.05506987598928571,-3.714940387862594e-7) Dual{Cells()}(-0.000611420147077665,-0.054076731108352726,-4.084672560334587e-7) Dual{Cells()}(-0.0006163388414561167,-0.05319624745088516,-4.302449880622594e-7) Dual{Cells()}(-0.00073187495319488,-0.04530287345740201,-5.491942642369422e-7) Dual{Cells()}(-0.0007393455960354977,-0.04703371010574876,-5.264503951823574e-7) Dual{Cells()}(-0.0007442934560203269,-0.0483689923406613,-4.781254738731243e-7) Dual{Cells()}(-0.0006863031962737923,-0.061305012545514855,-4.209481382424487e-7) Dual{Cells()}(-0.0006908524051516141,-0.06015554608970192,-4.6280063099113326e-7) Dual{Cells()}(-0.0006957350341924686,-0.05911041826807908,-4.871861638610748e-7) Dual{Cells()}(-0.0008120737900041024,-0.051194659831539396,-6.070140972507519e-7) Dual{Cells()}(-0.000819578675727432,-0.05309216629299209,-5.815907239924759e-7) Dual{Cells()}(-0.0008244598315764374,-0.0545862795769138,-5.282594136575466e-7) Dual{Cells()}(-0.0007690332596405593,-0.06704772071530384,-4.787113717752212e-7) Dual{Cells()}(-0.0007735297289136889,-0.06574973997888033,-5.264459949416685e-7) Dual{Cells()}(-0.0007783338368324567,-0.06454317046204919,-5.540445606297122e-7) Dual{Cells()}(-0.0008920634735783907,-0.0570908931903009,-6.645858129089563e-7) Dual{Cells()}(-0.0008996098108624593,-0.059153872097818694,-6.365076590139403e-7) Dual{Cells()}(-0.0009044348312183101,-0.06080501996736983,-5.782081307551042e-7) Dual{Cells()}(-5.201928872121606e-6,-0.015025433614982103,-4.6212962890261697e-8) Dual{Cells()}(-5.241726917474162e-6,-0.015185501595912466,-4.656864092741555e-8) Dual{Cells()}(-5.268077555694507e-6,-0.015345750510470655,-4.6804904995501885e-8) Dual{Cells()}(-0.0005832478332429484,-0.034205658572254716,-4.4322422059983605e-7) Dual{Cells()}(-0.0005907471471984243,-0.03561996540242611,-4.25356826230336e-7) Dual{Cells()}(-0.000595823248164364,-0.0366465785901614,-3.860186331445706e-7) Dual{Cells()}(-0.0005373053884620658,-0.04961574748654585,-3.28082812812999e-7) Dual{Cells()}(-0.0005417433813788117,-0.0487611382873355,-3.607536106372801e-7) Dual{Cells()}(-0.0005466857276658099,-0.048025961743163294,-3.8023023757524794e-7) Dual{Cells()}(-0.0006626129353420583,-0.040122602699799864,-4.998323489530953e-7) Dual{Cells()}(-0.0006700876435812125,-0.041706813847771675,-4.793512771814548e-7) Dual{Cells()}(-0.0006750879975874442,-0.042899872070985064,-4.352081700057224e-7) Dual{Cells()}(-0.0006168582163186733,-0.055848844881517264,-3.776912517886596e-7) Dual{Cells()}(-0.000621365615482669,-0.05483605544435368,-4.15277662029912e-7) Dual{Cells()}(-0.0006262802039765604,-0.05393491070532948,-4.3738314961663247e-7) Dual{Cells()}(-0.0007419161266622567,-0.046037471488684145,-5.564729635611417e-7) Dual{Cells()}(-0.0007493905824284884,-0.04778915698050018,-5.333904937061689e-7) Dual{Cells()}(-0.0007543289091483049,-0.0491443202976475,-4.844331391849798e-7) Dual{Cells()}(-0.0006963385835393283,-0.06207900335761696,-4.2725410738895815e-7) Dual{Cells()}(-0.0007008981760826268,-0.06091005339030171,-4.697400108795572e-7) Dual{Cells()}(-0.0007057746128737991,-0.059844251257123116,-4.94462394765026e-7) Dual{Cells()}(-0.0008220825043437803,-0.05193159593548641,-6.14219739424516e-7) Dual{Cells()}(-0.0008295922159323283,-0.053849849702985335,-5.88463485006227e-7) Dual{Cells()}(-0.0008344658522580329,-0.055363686401382915,-5.34509618885282e-7) Dual{Cells()}(-0.0008486057084151577,-0.059271136659178825,-6.716820757447471e-7) Dual{Cells()}(-0.0008475777053876414,-0.05805512738953688,-7.419082326752625e-7) Dual{Cells()}(-0.0008509332248443012,-0.05687496306598359,-7.842950047050302e-7) Dual{Cells()}(-0.0009020744950404374,-0.05782446270967903,-6.718626393678348e-7) Dual{Cells()}(-0.0009096272126298392,-0.059907955359500775,-6.434487676012575e-7) Dual{Cells()}(-0.0009144471578148454,-0.06157847887712142,-5.845205235339828e-7)], [1, 2, 3, 4, 5, 6, 7, 8, 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Vector{Int64}, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 480, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(1.4595170062310307e-21,-4.235502836752613e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-1.8566224118167515e-17) Dual{Cells()}(1.4667420774927781e-21,-4.2355028384134825e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-1.8566224020879157e-17) Dual{Cells()}(1.481201247328504e-21,-4.235502841608993e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-1.856622382539261e-17) 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Dual{Cells()}(3.718933361167396e-15,-2.3020102918130016e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.2554343946976958e-18) Dual{Cells()}(3.727127117512617e-15,-2.3710240151879775e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.339924557840666e-18) Dual{Cells()}(3.722574382846639e-15,-2.41916908384767e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.423612676822388e-18) Dual{Cells()}(3.201533824180276e-15,-2.859815782905991e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.846780926684778e-18) Dual{Cells()}(3.199297900442838e-15,-2.785768868569539e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.743680565052036e-18) Dual{Cells()}(3.1986271829847158e-15,-2.7175890443597956e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.658132285213967e-18) Dual{Cells()}(3.689585531470652e-15,-2.3259841473526116e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.2761060583434184e-18) Dual{Cells()}(3.697280531383492e-15,-2.3950919980907e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.3609016271207876e-18) Dual{Cells()}(3.6931143489321574e-15,-2.4451569941844103e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.4457465101321727e-18) Dual{Cells()}(3.235733501341749e-15,-2.8210555705810957e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.802783540054367e-18) Dual{Cells()}(3.233270225508622e-15,-2.748267696280982e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.700812647343343e-18) Dual{Cells()}(3.2321166079524657e-15,-2.6802259301647405e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.615493095088817e-18) Dual{Cells()}(3.664997619444851e-15,-2.3455504437941324e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.2932755229497102e-18) Dual{Cells()}(3.672287633436186e-15,-2.414713916541507e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.378284205167773e-18) Dual{Cells()}(3.6684468580723865e-15,-2.4662913982852235e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.464066884212959e-18) Dual{Cells()}(3.5297467290922156e-17,-1.0195444124564621e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.200379038367148e-18) Dual{Cells()}(3.519218750703004e-17,-1.0195323563501716e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.1991809773121935e-18) Dual{Cells()}(3.4999765312290244e-17,-1.019532572801358e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.196714460216144e-18) Dual{Cells()}(3.809440130303591e-15,-2.234117317231981e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.199490592343676e-18) Dual{Cells()}(3.819214015379466e-15,-2.3028510884468703e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.2830560205539725e-18) Dual{Cells()}(3.8132826445168564e-15,-2.345389552175307e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.3638621886346764e-18) Dual{Cells()}(3.1481032373444266e-15,-2.9070152401176987e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.896759364429518e-18) Dual{Cells()}(3.145142043813759e-15,-2.8308736461420453e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.7917390671517906e-18) Dual{Cells()}(3.1451359971149554e-15,-2.7629801443586376e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.706417771939825e-18) Dual{Cells()}(3.7561423766291854e-15,-2.274422973399641e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.232251064087735e-18) Dual{Cells()}(3.764969047193042e-15,-2.343348138083845e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.3164095920100546e-18) Dual{Cells()}(3.7598604226489526e-15,-2.389281570888943e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.3989071314946085e-18) Dual{Cells()}(3.180045029952987e-15,-2.8791355435611785e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.867161725679005e-18) Dual{Cells()}(3.1775348882870174e-15,-2.8042021471549387e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.7632483350640155e-18) Dual{Cells()}(3.17713045470092e-15,-2.7361274759355217e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.6777754112844655e-18) Dual{Cells()}(3.7149720655747034e-15,-2.3052190726676396e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.2581512158420116e-18) Dual{Cells()}(3.723097126301099e-15,-2.3742448490061045e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.3426830847468295e-18) Dual{Cells()}(3.718593993146436e-15,-2.4226537262430087e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.426526595531316e-18) Dual{Cells()}(3.2048022115539944e-15,-2.8571004387023485e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.843915102124902e-18) Dual{Cells()}(3.2026200193169076e-15,-2.783168269258637e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.7409158814335054e-18) Dual{Cells()}(3.2019063835801303e-15,-2.7149700006993436e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.655351734637971e-18) Dual{Cells()}(3.6862759023050464e-15,-2.3286493710024483e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.278431193026357e-18) Dual{Cells()}(3.693915752414104e-15,-2.397766086310718e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.363257847876379e-18) Dual{Cells()}(3.6897933633124164e-15,-2.4480398101319204e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.4482308796836475e-18) Dual{Cells()}(3.527308527486728e-15,-2.463659903516369e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.37848565185215e-18) Dual{Cells()}(3.500168405604122e-15,-2.397452426845564e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.2797659213993817e-18) Dual{Cells()}(3.491363845547693e-15,-2.3335695912187333e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.1992465068383524e-18) Dual{Cells()}(3.66230121669069e-15,-2.347595473549553e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.2950448003783544e-18) Dual{Cells()}(3.669548406383286e-15,-2.4167608341835754e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.380071482818425e-18) Dual{Cells()}(3.66574939132334e-15,-2.4684998967226317e-13,-0.0,-0.0,-0.0,-0.0,-0.0,-3.4659558118587185e-18)], [1, 2, 3, 4, 5, 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229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], 480, 480, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(1.4595170062310307e-21,4.235502836752613e-13,7.297630713197921e-25) Dual{Cells()}(1.4667420774927781e-21,4.2355028384134825e-13,7.333756295451417e-25) Dual{Cells()}(1.481201247328504e-21,4.235502841608993e-13,7.406052597256909e-25) Dual{Cells()}(3.8705065634929275e-15,2.1883822439067244e-13,2.963232790485651e-18) Dual{Cells()}(3.881414367151241e-15,2.2568488772222684e-13,2.8128170985013653e-18) Dual{Cells()}(3.874378296407271e-15,2.2952482509169045e-13,2.521879614778371e-18) Dual{Cells()}(2.942101539172351e-15,3.6476995254302734e-13,1.2604926428186225e-18) Dual{Cells()}(2.935294832907017e-15,3.5425491194806216e-13,1.3697762560616103e-18) Dual{Cells()}(2.939664266160671e-15,3.46178972458184e-13,1.4296468875620453e-18) Dual{Cells()}(3.802343420938093e-15,2.2397443712430613e-13,2.8866736320420567e-18) Dual{Cells()}(3.81198663650507e-15,2.308512814626389e-13,2.7423888011596926e-18) Dual{Cells()}(3.806165933975429e-15,2.3515398309379017e-13,2.46429996917365e-18) Dual{Cells()}(3.152861768760291e-15,2.903074950952992e-13,1.9259566360842435e-18) Dual{Cells()}(3.1499753835740373e-15,2.827094642448597e-13,2.0987544789628852e-18) Dual{Cells()}(3.1499088579215643e-15,2.7591697107384747e-13,2.192178332313982e-18) Dual{Cells()}(3.7517595313113e-15,2.2784463988917844e-13,2.8284397961831242e-18) Dual{Cells()}(3.760505779429865e-15,2.34739990788634e-13,2.688722418901964e-18) Dual{Cells()}(3.7554540113784366e-15,2.393677022254954e-13,2.420079160166846e-18) Dual{Cells()}(3.184420650196538e-15,2.875900241364141e-13,1.9505194611934194e-18) Dual{Cells()}(3.181989424493381e-15,2.801092484023448e-13,2.127714089084363e-18) Dual{Cells()}(3.1815266218664197e-15,2.732984302103816e-13,2.2232164092871607e-18) Dual{Cells()}(3.713382092847542e-15,2.3079553613852295e-13,2.784788210583135e-18) Dual{Cells()}(3.7214724352340855e-15,2.3770168739214295e-13,2.6484646262064637e-18) Dual{Cells()}(3.7169711143488315e-15,2.425674836675127e-13,2.386818086049838e-18) Dual{Cells()}(3.2096575784061296e-15,2.854190384511365e-13,1.9702544234331325e-18) Dual{Cells()}(3.2075819568057385e-15,2.78035109594364e-13,2.151006528437033e-18) Dual{Cells()}(3.206799336927082e-15,2.7121059587259847e-13,2.248196611079052e-18) Dual{Cells()}(3.683536842298243e-15,2.331144984560133e-13,2.7511625066085565e-18) Dual{Cells()}(3.6911298743979316e-15,2.4002749348082663e-13,2.617433468969828e-18) Dual{Cells()}(3.687039405776387e-15,2.450749494175306e-13,2.3611267516775887e-18) Dual{Cells()}(8.84665507299617e-21,4.2354435493537905e-13,4.4234821676490316e-24) Dual{Cells()}(8.88822368697521e-21,4.23544355932113e-13,4.444267200029986e-24) Dual{Cells()}(8.971471511329326e-21,4.2354435782886547e-13,4.4858925670140956e-24) Dual{Cells()}(3.861576472026566e-15,2.1946484178225832e-13,2.955499103699842e-18) Dual{Cells()}(3.872321893905667e-15,2.2631369805736644e-13,2.805755166481465e-18) Dual{Cells()}(3.865508454306764e-15,2.302176887974858e-13,2.516302202111891e-18) Dual{Cells()}(3.0784876548580726e-15,3.061126272338395e-13,1.734302185488284e-18) Dual{Cells()}(3.0760941702744517e-15,2.9805268046994633e-13,1.8856345565599536e-18) Dual{Cells()}(3.077448964778388e-15,2.910730175659169e-13,1.9674912367272436e-18) Dual{Cells()}(3.795172348371581e-15,2.2452260325265857e-13,2.878369778059386e-18) Dual{Cells()}(3.8046859663695775e-15,2.3140239083680163e-13,2.7347388375367994e-18) Dual{Cells()}(3.798977704176808e-15,2.3575203473168806e-13,2.4580047901145904e-18) Dual{Cells()}(3.15724262467245e-15,2.899307530848402e-13,1.9293590408648502e-18) Dual{Cells()}(3.1544203234253753e-15,2.8234869506424566e-13,2.1027640861454616e-18) Dual{Cells()}(3.1542989834301346e-15,2.7555356831378815e-13,2.1964743879486347e-18) Dual{Cells()}(3.746383832185223e-15,2.2825652687375295e-13,2.8222974191219988e-18) Dual{Cells()}(3.7550370189178376e-15,2.351535417677022e-13,2.6830592537799193e-18) Dual{Cells()}(3.750063955511546e-15,2.3981497125562237e-13,2.4154049000866962e-18) Dual{Cells()}(3.1878693719109153e-15,2.8729266368436487e-13,1.9532111927026855e-18) Dual{Cells()}(3.1854870055875252e-15,2.7982500356573643e-13,2.1308895392322292e-18) Dual{Cells()}(3.1849806878701673e-15,2.7301227288632707e-13,2.2266211096166208e-18) Dual{Cells()}(3.709256313397996e-15,2.3111522348579485e-13,2.780123801910594e-18) Dual{Cells()}(3.7172772367123804e-15,2.3802240894285943e-13,2.6441611292470804e-18) Dual{Cells()}(3.712833479540604e-15,2.42913537613514e-13,2.383257797589779e-18) Dual{Cells()}(3.212483530613715e-15,2.8517750573908226e-13,1.972470029087915e-18) Dual{Cells()}(3.210447693080018e-15,2.7780448365309014e-13,2.1536233980103856e-18) Dual{Cells()}(3.209629017212828e-15,2.7097846557428096e-13,2.251004000093449e-18) Dual{Cells()}(3.680250584642983e-15,2.3337022485305773e-13,2.747476232628439e-18) Dual{Cells()}(3.6877895590256684e-15,2.4028387250410304e-13,2.6140306380062024e-18) Dual{Cells()}(3.683743617504746e-15,2.4535105468734325e-13,2.3583068827399002e-18) Dual{Cells()}(5.955928540436246e-20,4.234971654861822e-13,2.978748100386137e-23) Dual{Cells()}(5.980476955574669e-20,4.2349717232991283e-13,2.9910255310956306e-23) Dual{Cells()}(6.029594540214474e-20,4.2349718523962644e-13,3.015590783562659e-23) Dual{Cells()}(3.852079332434811e-15,2.2018100620983456e-13,2.944677770869777e-18) Dual{Cells()}(3.862644887543947e-15,2.2703456470601855e-13,2.795801520455803e-18) Dual{Cells()}(3.8560052134905945e-15,2.31004012347776e-13,2.5081692832022086e-18) Dual{Cells()}(3.116968783171264e-15,2.9447902163672323e-13,1.8798044930001124e-18) Dual{Cells()}(3.1139696729496153e-15,2.8673810914611585e-13,2.046189443913382e-18) Dual{Cells()}(3.114440156710993e-15,2.7993976490889073e-13,2.1363510778649537e-18) Dual{Cells()}(3.7882711881615905e-15,2.2505030452950258e-13,2.870393682479524e-18) Dual{Cells()}(3.79766086764546e-15,2.319328242047898e-13,2.7273900262912985e-18) Dual{Cells()}(3.7920596650676854e-15,2.3632737324045245e-13,2.4519547785978147e-18) Dual{Cells()}(3.1614874079388012e-15,2.895655734976837e-13,1.9326579849180405e-18) Dual{Cells()}(3.158726924695987e-15,2.8199908477245295e-13,2.106652336457418e-18) Dual{Cells()}(3.1585524140555438e-15,2.7520143356527707e-13,2.2006408260768322e-18) Dual{Cells()}(3.741186169874144e-15,2.286549945458295e-13,2.81636693181827e-18) Dual{Cells()}(3.749749764480218e-15,2.355535663056438e-13,2.677590958906929e-18) Dual{Cells()}(3.744852305539737e-15,2.4024745965781323e-13,2.410890070544372e-18) Dual{Cells()}(3.191224531013804e-15,2.870033909333887e-13,1.955831380961463e-18) Dual{Cells()}(3.1888895619548463e-15,2.7954854077693216e-13,2.133980980384127e-18) Dual{Cells()}(3.188340862867675e-15,2.727339650503901e-13,2.229935989931871e-18) Dual{Cells()}(3.705256551175998e-15,2.3142558581862826e-13,2.7756070290268617e-18) Dual{Cells()}(3.713210375590932e-15,2.3833375028525175e-13,2.6399935234395372e-18) Dual{Cells()}(3.70882215009201e-15,2.4324938714089527e-13,2.379809072922113e-18) Dual{Cells()}(3.2152444704677718e-15,2.849418060461207e-13,1.9746358374992203e-18) Dual{Cells()}(3.2132474797508682e-15,2.7757945369207957e-13,2.1561817970065937e-18) Dual{Cells()}(3.2123935327096436e-15,2.7075197211619137e-13,2.253748836579575e-18) Dual{Cells()}(3.677052066820854e-15,2.336192938785718e-13,2.743891786280935e-18) Dual{Cells()}(3.684538554645801e-15,2.4053355957981224e-13,2.6107216108308224e-18) Dual{Cells()}(3.680535787537521e-15,2.4561989880446346e-13,2.3555642330795015e-18) Dual{Cells()}(3.676954087493217e-19,4.2314963875266074e-13,1.842052360309421e-22) Dual{Cells()}(3.6893923614495317e-19,4.23149682284038e-13,1.8482835524540102e-22) Dual{Cells()}(3.7142482668121987e-19,4.2314976355294426e-13,1.8607356459310718e-22) Dual{Cells()}(3.842891987679943e-15,2.208800431117579e-13,2.9339310927683763e-18) Dual{Cells()}(3.853284052522042e-15,2.2773826066975173e-13,2.7859090535049937e-18) Dual{Cells()}(3.846801886457746e-15,2.3177028935355554e-13,2.5000574427064663e-18) Dual{Cells()}(3.1279364500074862e-15,2.9254044075769896e-13,1.9049062547612615e-18) Dual{Cells()}(3.1247349052210685e-15,2.848526152974321e-13,2.0741408560242197e-18) Dual{Cells()}(3.1249865351492392e-15,2.7807305651065443e-13,2.1658597164053748e-18) Dual{Cells()}(3.781624678906206e-15,2.2555867403519269e-13,2.862725900635284e-18) Dual{Cells()}(3.7908957070198745e-15,2.324437320936111e-13,2.7203245375418355e-18) Dual{Cells()}(3.785396589901193e-15,2.3688127766099487e-13,2.446135585881155e-18) Dual{Cells()}(3.1656021964061773e-15,2.8921143450617463e-13,1.9358579959763925e-18) Dual{Cells()}(3.162901376339932e-15,2.8166012622714087e-13,2.1104245100632535e-18) Dual{Cells()}(3.1626752679413282e-15,2.7486005380729484e-13,2.2046832665644412e-18) Dual{Cells()}(3.736159231325074e-15,2.290406597569416e-13,2.810639217753497e-18) Dual{Cells()}(3.744636529910614e-15,2.3594069043574295e-13,2.672309168037748e-18) Dual{Cells()}(3.739811735928969e-15,2.4066586086223177e-13,2.4065279005199064e-18) Dual{Cells()}(3.194490898375266e-15,2.8672185860160923e-13,1.958383662330508e-18) Dual{Cells()}(3.1922019626705384e-15,2.792795220553009e-13,2.1369926943552135e-18) Dual{Cells()}(3.19161195547441e-15,2.7246316377405423e-13,2.2331656217914926e-18) Dual{Cells()}(3.701375778552887e-15,2.3172705171165684e-13,2.771229428929368e-18) Dual{Cells()}(3.709264690940288e-15,2.386361422653826e-13,2.635954036359262e-18) Dual{Cells()}(3.704930104378066e-15,2.435755031100796e-13,2.376465581630255e-18) Dual{Cells()}(3.2179423303994562e-15,2.8471163587565794e-13,1.9767546011374662e-18) Dual{Cells()}(3.2159831993781177e-15,2.773597271252783e-13,2.158684776306728e-18) Dual{Cells()}(3.2150947462963366e-15,2.705308244422624e-13,2.2564343473746155e-18) Dual{Cells()}(3.673937130097243e-15,2.33861984663516e-13,2.7404040092222424e-18) Dual{Cells()}(3.68137262453316e-15,2.4077683548671807e-13,2.607501640418745e-18) Dual{Cells()}(3.677411752674512e-15,2.4588178723302623e-13,2.3528949069634232e-18) Dual{Cells()}(1.9511613846604167e-18,4.2080491665524365e-13,9.886370923777104e-22) Dual{Cells()}(1.9559168522818553e-18,4.208051572857196e-13,9.910464902926918e-22) Dual{Cells()}(1.965400091533599e-18,4.2080559953448537e-13,9.958514339120983e-22) Dual{Cells()}(3.834088151520705e-15,2.215509800882638e-13,2.923628296574995e-18) Dual{Cells()}(3.84431526182354e-15,2.2841352663622237e-13,2.7764233312730684e-18) Dual{Cells()}(3.837980747216888e-15,2.3250507223414807e-13,2.4922720503655968e-18) Dual{Cells()}(3.133777807534112e-15,2.91953369624322e-13,1.9110332873090148e-18) Dual{Cells()}(3.1306140117018817e-15,2.842868583687828e-13,2.0811892777288225e-18) Dual{Cells()}(3.130785901986786e-15,2.775059775489752e-13,2.1733665963656286e-18) Dual{Cells()}(3.775218804856771e-15,2.260487596184555e-13,2.855348651545163e-18) Dual{Cells()}(3.7843761308396715e-15,2.3293617815536317e-13,2.71352606535528e-18) Dual{Cells()}(3.7789744905758715e-15,2.374149295639179e-13,2.440534079411091e-18) Dual{Cells()}(3.1695927778141427e-15,2.8886784395624154e-13,1.938963393022599e-18) Dual{Cells()}(3.1669495724073755e-15,2.813313412095716e-13,2.114085647782676e-18) Dual{Cells()}(3.1666733712430156e-15,2.745289452283649e-13,2.2086070761994417e-18) Dual{Cells()}(3.73129652350526e-15,2.2941409448964933e-13,2.805106146743208e-18) Dual{Cells()}(3.739690666881974e-15,2.3631549496746165e-13,2.6672064190921925e-18) Dual{Cells()}(3.734935737635616e-15,2.4107081825259805e-13,2.402312345982914e-18) Dual{Cells()}(3.197673256642893e-15,2.864477323955534e-13,1.9608716966292207e-18) Dual{Cells()}(3.1954290917716152e-15,2.7901762178267126e-13,2.13992899849918e-18) Dual{Cells()}(3.1947987881657288e-15,2.721995383620737e-13,2.236314617061616e-18) Dual{Cells()}(3.697607361389414e-15,2.320200274898391e-13,2.7669829955663793e-18) Dual{Cells()}(3.705433423637271e-15,2.3892999328206737e-13,2.6320353131696845e-18) Dual{Cells()}(3.701150714337326e-15,2.4389233143414126e-13,2.373221327885418e-18) Dual{Cells()}(3.2205967432504084e-15,2.84483618469635e-13,1.9788790224977785e-18) Dual{Cells()}(3.218673369651603e-15,2.7714200222499035e-13,2.161190499756376e-18) Dual{Cells()}(3.2177508339929454e-15,2.7031176377044773e-13,2.259121977903879e-18) Dual{Cells()}(3.670901932586727e-15,2.340985522487123e-13,2.7370083119448426e-18) Dual{Cells()}(3.678287855418836e-15,2.4101395662508446e-13,2.6043665065635658e-18) Dual{Cells()}(3.6743676692537165e-15,2.461369993493331e-13,2.3502954519587152e-18) Dual{Cells()}(7.787940252670797e-18,4.0690211091650047e-13,4.225644503416069e-21) Dual{Cells()}(7.796252356230858e-18,4.069031190855148e-13,4.230150438308708e-21) Dual{Cells()}(7.812720804209702e-18,4.0690492253458064e-13,4.239082116499868e-21) Dual{Cells()}(3.825653063203389e-15,2.2219433594619107e-13,2.9137777826519674e-18) Dual{Cells()}(3.8357233726737416e-15,2.2906088288337014e-13,2.7673528031883113e-18) Dual{Cells()}(3.829528101736532e-15,2.3320906265026065e-13,2.484822924482734e-18) Dual{Cells()}(3.138832137816611e-15,2.9151354079070826e-13,1.9150681345482733e-18) Dual{Cells()}(3.135738993997568e-15,2.8386499797363946e-13,2.0859277843398957e-18) Dual{Cells()}(3.135847599632113e-15,2.770811162969581e-13,2.178438380449098e-18) Dual{Cells()}(3.7690406885691444e-15,2.2652153103643524e-13,2.8482456833805248e-18) Dual{Cells()}(3.778088953748366e-15,2.334111464837178e-13,2.7069797046683667e-18) Dual{Cells()}(3.772780508778434e-15,2.379294214087982e-13,2.4351382459484956e-18) Dual{Cells()}(3.173464686197112e-15,2.8853433681069133e-13,1.941978314357441e-18) Dual{Cells()}(3.1708771492839345e-15,2.8101227789790876e-13,2.1176405838585505e-18) Dual{Cells()}(3.170552294940136e-15,2.742076506529668e-13,2.2124174035284082e-18) Dual{Cells()}(3.72659237411184e-15,2.2977582655596744e-13,2.799760613870616e-18) Dual{Cells()}(3.734906364549466e-15,2.3667851623424266e-13,2.662276190754402e-18) Dual{Cells()}(3.730218616973299e-15,2.414629262653473e-13,2.398238123147e-18) Dual{Cells()}(3.2007764435602643e-15,2.861806903548116e-13,1.9632991869311717e-18) Dual{Cells()}(3.198575893184195e-15,2.7876252601414035e-13,2.142794271079811e-18) Dual{Cells()}(3.1979062416384572e-15,2.7194276957475075e-13,2.239387655451227e-18) Dual{Cells()}(3.69394504522574e-15,2.3230489565316213e-13,2.7628602364485555e-18) Dual{Cells()}(3.701710201810125e-15,2.392156876398747e-13,2.628230470177002e-18) Dual{Cells()}(3.697477730424328e-15,2.442002915241466e-13,2.3700706991785963e-18) Dual{Cells()}(3.2236258464296383e-15,2.8417918731076385e-13,1.9822654624655834e-18) Dual{Cells()}(3.221712214706058e-15,2.7684942316181525e-13,2.1650866401762686e-18) Dual{Cells()}(3.220748084744451e-15,2.7001904595738437e-13,2.2632775076830387e-18) Dual{Cells()}(3.667943054889343e-15,2.343292150277019e-13,2.7337010445106768e-18) Dual{Cells()}(3.675280765104219e-15,2.4124514223256577e-13,2.601312863642577e-18) Dual{Cells()}(3.671400127990013e-15,2.463857754345223e-13,2.347763168503056e-18) Dual{Cells()}(1.64226736191402e-17,3.4126201142533573e-13,1.2727383604243534e-20) Dual{Cells()}(1.639980550723539e-17,3.412640947231781e-13,1.2709617198166576e-20) Dual{Cells()}(1.6354084140028743e-17,3.412676643248713e-13,1.2674139205650113e-20) Dual{Cells()}(3.817564478249433e-15,2.2281168209715088e-13,2.9043530934254375e-18) Dual{Cells()}(3.8274855609091734e-15,2.2968192808935216e-13,2.758673297809157e-18) Dual{Cells()}(3.8214219188354245e-15,2.3388405839941805e-13,2.4776910186516424e-18) Dual{Cells()}(3.143665579135638e-15,2.9109795606732665e-13,1.9188215052184455e-18) Dual{Cells()}(3.140643771480646e-15,2.834667056083517e-13,2.090348004194936e-18) Dual{Cells()}(3.1406921089925913e-15,2.7667983182049774e-13,2.1831727009140738e-18) Dual{Cells()}(3.763078504702501e-15,2.2697788859967112e-13,2.8414020868094822e-18) Dual{Cells()}(3.772022069926929e-15,2.3386955053217186e-13,2.700671779448456e-18) Dual{Cells()}(3.7668028320914894e-15,2.3842576646421114e-13,2.4299370514766786e-18) Dual{Cells()}(3.1772232372329743e-15,2.882104728149117e-13,1.9449067444304973e-18) Dual{Cells()}(3.1746895219219957e-15,2.807025085586654e-13,2.1210939774510174e-18) Dual{Cells()}(3.1743173906127753e-15,2.7389573718596847e-13,2.2161192123615456e-18) Dual{Cells()}(3.722041927233656e-15,2.3012634714899894e-13,2.7945963902465233e-18) Dual{Cells()}(3.7302786448882135e-15,2.3703025394864454e-13,2.6575127632423475e-18) Dual{Cells()}(3.725655492912165e-15,2.4184273881759973e-13,2.3943005881493477e-18) Dual{Cells()}(3.203805394927623e-15,2.8592042617065595e-13,1.96566984906328e-18) Dual{Cells()}(3.2016474150925215e-15,2.785139356403735e-13,2.145592920953916e-18) Dual{Cells()}(3.200939298839665e-15,2.7169255261340756e-13,2.2423894534603095e-18) Dual{Cells()}(3.6903829226973435e-15,2.325820200354252e-13,2.758854040871703e-18) Dual{Cells()}(3.6980890078220595e-15,2.394935908552801e-13,2.624532972252972e-18) Dual{Cells()}(3.693905250049304e-15,2.4449978189866116e-13,2.367008361160504e-18) Dual{Cells()}(3.2363340759664484e-15,2.820932487264918e-13,2.014684180562851e-18) Dual{Cells()}(3.2338905627637143e-15,2.7481390765576276e-13,2.20108019326931e-18) Dual{Cells()}(3.232727301483003e-15,2.6800877287106963e-13,2.3013682618041645e-18) Dual{Cells()}(3.6650610786179885e-15,2.3455363289468837e-13,2.7304935183090498e-18) Dual{Cells()}(3.672351974140196e-15,2.414700417650462e-13,2.598351395823249e-18) Dual{Cells()}(3.668510039615167e-15,2.4662776911321696e-13,2.3453077655706515e-18) Dual{Cells()}(3.529762668243027e-17,1.0195427603124756e-13,3.1357850234512844e-19) Dual{Cells()}(3.519233704301907e-17,1.0195307028249666e-13,3.1265735796936145e-19) Dual{Cells()}(3.499989435629864e-17,1.0195309185857868e-13,3.109619962500531e-19) Dual{Cells()}(3.8098011575221495e-15,2.234045657419608e-13,2.8953269269660373e-18) Dual{Cells()}(3.819580041700495e-15,2.302782360815759e-13,2.7503598026915582e-18) Dual{Cells()}(3.813641064971859e-15,2.3453181745110313e-13,2.4708563275321867e-18) Dual{Cells()}(3.1483384237415993e-15,2.9069635517389783e-13,1.92244598198177e-18) Dual{Cells()}(3.145385572600122e-15,2.830819324673349e-13,2.0946179362919358e-18) Dual{Cells()}(3.1453755792671043e-15,2.762921881982057e-13,2.187746723595009e-18) Dual{Cells()}(3.7573214196102394e-15,2.2741866649108394e-13,2.8348042671035298e-18) Dual{Cells()}(3.766164390030449e-15,2.343122365193185e-13,2.6945898184553355e-18) Dual{Cells()}(3.76103063307988e-15,2.3890490295567655e-13,2.4249204276856128e-18) Dual{Cells()}(3.1808735634997685e-15,2.8789583430659926e-13,1.9477525407180527e-18) Dual{Cells()}(3.178391919981065e-15,2.804016273783171e-13,2.1244503442803107e-18) Dual{Cells()}(3.1779738261371453e-15,2.7359279399687494e-13,2.219717315489027e-18) Dual{Cells()}(3.717641337752241e-15,2.304660693558231e-13,2.789609264008789e-18) Dual{Cells()}(3.725803561222138e-15,2.3737112863320987e-13,2.652912286617543e-18) Dual{Cells()}(3.72124249501335e-15,2.4221072550591854e-13,2.390496672449679e-18) Dual{Cells()}(3.206765321564332e-15,2.856666065823331e-13,1.967988051257311e-18) Dual{Cells()}(3.204648984491337e-15,2.7827152479693504e-13,2.1483301009801874e-18) Dual{Cells()}(3.203903214496453e-15,2.714485561560975e-13,2.245325517479203e-18) Dual{Cells()}(3.686915380401677e-15,2.3285175331185186e-13,2.75495749930437e-18) Dual{Cells()}(3.694564123391438e-15,2.3976405732716546e-13,2.620936463949997e-18) Dual{Cells()}(3.69042766083419e-15,2.4479118822454144e-13,2.3640291102069584e-18) Dual{Cells()}(3.5278045369211672e-15,2.4636204724979697e-13,2.7923416766542054e-18) Dual{Cells()}(3.5006794362085846e-15,2.3974091211541864e-13,3.0643395616885495e-18) Dual{Cells()}(3.491867326902414e-15,2.3335188530190973e-13,3.218545484231131e-18) Dual{Cells()}(3.66234863375149e-15,2.3475846547688845e-13,2.7277296184857146e-18) Dual{Cells()}(3.6695964813362185e-15,2.41675046880783e-13,2.5958047347176477e-18) Dual{Cells()}(3.6657966709212755e-15,2.468489377274198e-13,2.343214337804386e-18) Dual{Cells()}(1.2904445826482411e-21,4.235508131878273e-13,6.452246740869113e-25) Dual{Cells()}(1.2976805736578494e-21,4.235508133257821e-13,6.48842682935516e-25) Dual{Cells()}(1.3121589504293454e-21,4.2355081358943747e-13,6.5608189806081795e-25) Dual{Cells()}(3.870322833491227e-15,2.1884183911043763e-13,2.9630038341943653e-18) Dual{Cells()}(3.881228076239666e-15,2.2568837124113892e-13,2.812607671446955e-18) Dual{Cells()}(3.874195901195089e-15,2.29528478956503e-13,2.5217097993293206e-18) Dual{Cells()}(2.941997523007456e-15,3.647738236600263e-13,1.2604280936194614e-18) Dual{Cells()}(2.935187620918668e-15,3.5425894342935123e-13,1.36970034876722e-18) Dual{Cells()}(2.939559701742746e-15,3.461832015749051e-13,1.429566862815325e-18) Dual{Cells()}(3.801924753904832e-15,2.239827547269245e-13,2.88616399191113e-18) Dual{Cells()}(3.811562176091637e-15,2.3085925401778886e-13,2.741921900654771e-18) Dual{Cells()}(3.805750289391055e-15,2.351622530141905e-13,2.4639203459932955e-18) Dual{Cells()}(3.1525859832527174e-15,2.9031352300581473e-13,1.9257341465695416e-18) Dual{Cells()}(3.1496898695259843e-15,2.827157985513889e-13,2.098486098461071e-18) Dual{Cells()}(3.1496279575400756e-15,2.759237666587918e-13,2.1918907893785375e-18) Dual{Cells()}(3.7504017795475504e-15,2.278718920986718e-13,2.8268151061744242e-18) Dual{Cells()}(3.759129252575396e-15,2.3476601852010603e-13,2.6872320983794066e-18) Dual{Cells()}(3.754106514976513e-15,2.393944875328409e-13,2.4188651776583757e-18) Dual{Cells()}(3.183459718034639e-15,2.876105435254215e-13,1.9497447003048605e-18) Dual{Cells()}(3.180995524396985e-15,2.801307648966073e-13,2.126778357698351e-18) Dual{Cells()}(3.180548541682498e-15,2.7332152796735834e-13,2.222212783405409e-18) Dual{Cells()}(3.711084599168003e-15,2.3084233829504844e-13,2.7820672275440503e-18) Dual{Cells()}(3.7191430547705694e-15,2.3774629529814733e-13,2.645966040533758e-18) Dual{Cells()}(3.714692021973997e-15,2.426131286089386e-13,2.3847798383392157e-18) Dual{Cells()}(3.207961415606371e-15,2.8545519645737485e-13,1.9688802085391113e-18) Dual{Cells()}(3.2058287593121966e-15,2.7807290646544567e-13,2.149345833682607e-18) Dual{Cells()}(3.2050737911058666e-15,2.7125113375708864e-13,2.2464141068795358e-18) Dual{Cells()}(3.683034045249855e-15,2.331248982182016e-13,2.7505705841497194e-18) Dual{Cells()}(3.6906200830600285e-15,2.4003739435830603e-13,2.6168894747675568e-18) Dual{Cells()}(3.686540645822924e-15,2.450850356343959e-13,2.360682324503899e-18) Dual{Cells()}(8.677680782339981e-21,4.235448846966069e-13,4.338980925508721e-24) Dual{Cells()}(8.719261485245432e-21,4.235448856652128e-13,4.3597719491922454e-24) Dual{Cells()}(8.802527467457178e-21,4.235448875060676e-13,4.401406288503938e-24) Dual{Cells()}(3.861387811331682e-15,2.1946855780217786e-13,2.955264521580263e-18) Dual{Cells()}(3.872130605372833e-15,2.2631727663781123e-13,2.80554055546902e-18) Dual{Cells()}(3.865321170983282e-15,2.302214369673637e-13,2.5161281344538527e-18) Dual{Cells()}(3.07837208234792e-15,3.0611573332298577e-13,1.7342121683742745e-18) Dual{Cells()}(3.0759743571545777e-15,2.9805592525863194e-13,1.8855269431489343e-18) Dual{Cells()}(3.077331306917993e-15,2.910764611857218e-13,1.9673765655318548e-18) Dual{Cells()}(3.794685768976487e-15,2.2453227978789484e-13,2.8777789944783516e-18) Dual{Cells()}(3.804192657280356e-15,2.3141166081010603e-13,2.734197505529369e-18) Dual{Cells()}(3.79849464310114e-15,2.3576163934471095e-13,2.4575645259610514e-18) Dual{Cells()}(3.156918609787145e-15,2.8993780152207414e-13,1.9290977823004663e-18) Dual{Cells()}(3.1540849340870833e-15,2.8235610061598787e-13,2.1024488811230928e-18) Dual{Cells()}(3.153968999691787e-15,2.7556151478802166e-13,2.196136622197018e-18) Dual{Cells()}(3.744823162685459e-15,2.2828789788941376e-13,2.820433092584642e-18) Dual{Cells()}(3.753454761656981e-15,2.351834929016221e-13,2.6813488737516052e-18) Dual{Cells()}(3.748515174358455e-15,2.398457690625548e-13,2.414011404332905e-18) Dual{Cells()}(3.186757417265144e-15,2.8731637570619516e-13,1.9523144134812625e-18) Dual{Cells()}(3.1843369936472327e-15,2.7984985938344016e-13,2.1298063081284635e-18) Dual{Cells()}(3.1838489569483165e-15,2.730389546658826e-13,2.2254591570874893e-18) Dual{Cells()}(3.707286453175455e-15,2.31155318800438e-13,2.777795455784157e-18) Dual{Cells()}(3.71528003909768e-15,2.3806060890336594e-13,2.6420229167481416e-18) Dual{Cells()}(3.710879531759725e-15,2.4295260120859466e-13,2.3815134449209824e-18) Dual{Cells()}(3.211024111856427e-15,2.852085346395859e-13,1.9712879308803886e-18) Dual{Cells()}(3.2089393197384975e-15,2.778369132819457e-13,2.1521946627469763e-18) Dual{Cells()}(3.2081443980274345e-15,2.710132504156588e-13,2.2494703049326994e-18) Dual{Cells()}(3.679864659842388e-15,2.333782400348173e-13,2.74702176528599e-18) Dual{Cells()}(3.687398264326857e-15,2.402915038251622e-13,2.6136129187402358e-18) Dual{Cells()}(3.683360743611091e-15,2.4535882493276124e-13,2.3579654970162522e-18) Dual{Cells()}(5.939142090686695e-20,4.234976946161621e-13,2.9703450461479805e-23) Dual{Cells()}(5.963691814988048e-20,4.234977014318905e-13,2.982623100134244e-23) Dual{Cells()}(6.012812280867557e-20,4.2349771428592627e-13,3.007189730587845e-23) Dual{Cells()}(3.85187969024826e-15,2.2018494725573672e-13,2.944430290780149e-18) Dual{Cells()}(3.8624424671412565e-15,2.2703835731616638e-13,2.7955750586573375e-18) Dual{Cells()}(3.855807032546131e-15,2.310079786254554e-13,2.5079855331988443e-18) Dual{Cells()}(3.1168445803737847e-15,2.944819271680924e-13,1.879704052280592e-18) Dual{Cells()}(3.113840891000918e-15,2.8674115892609146e-13,2.0460685719405256e-18) Dual{Cells()}(3.114313519246237e-15,2.79943024826099e-13,2.1362218030074373e-18) Dual{Cells()}(3.787705399259584e-15,2.2506156878662e-13,2.8697083962370498e-18) Dual{Cells()}(3.7970872563781716e-15,2.3194360958316743e-13,2.7267619968538795e-18) Dual{Cells()}(3.79149798036826e-15,2.363385356462131e-13,2.4514438694487915e-18) Dual{Cells()}(3.161106716420433e-15,2.8957382114413845e-13,1.93235113775001e-18) Dual{Cells()}(3.158332926434141e-15,2.8200774855361224e-13,2.1062820633424797e-18) Dual{Cells()}(3.1581647512997284e-15,2.752107316441734e-13,2.200243989916537e-18) Dual{Cells()}(3.7393952767007005e-15,2.2869104655292716e-13,2.8142310659186762e-18) Dual{Cells()}(3.7479340898874716e-15,2.3558797529224315e-13,2.6756311906411755e-18) Dual{Cells()}(3.743075172133212e-15,2.402828136054802e-13,2.4092931065183695e-18) Dual{Cells()}(3.1899404913887563e-15,2.870307406219008e-13,1.9547954841316073e-18) Dual{Cells()}(3.187561676418221e-15,2.7957719987843556e-13,2.1327295659403057e-18) Dual{Cells()}(3.1870340601270114e-15,2.7276472832980303e-13,2.2285934937282915e-18) Dual{Cells()}(3.703579442028099e-15,2.3145977924987473e-13,2.7736265854704045e-18) Dual{Cells()}(3.711509984290453e-15,2.38366321255722e-13,2.6381746111740315e-18) Dual{Cells()}(3.707158646133824e-15,2.432826749441593e-13,2.378324971998401e-18) Dual{Cells()}(3.2139977322175178e-15,2.8496832555798627e-13,1.9736252063888252e-18) Dual{Cells()}(3.2119590585714656e-15,2.7760715958215577e-13,2.1549602764398872e-18) Dual{Cells()}(3.2111253756874787e-15,2.7078168530573884e-13,2.2524374698224352e-18) Dual{Cells()}(3.676764426720492e-15,2.336253004825524e-13,2.743552764962028e-18) Dual{Cells()}(3.6842469114950236e-15,2.4053927969156506e-13,2.610409960882344e-18) Dual{Cells()}(3.680250362130398e-15,2.4562572010280334e-13,2.3553094140727436e-18) Dual{Cells()}(3.6753377246662623e-19,4.2315015909690834e-13,1.8412379580439963e-22) Dual{Cells()}(3.6877762390203375e-19,4.2315020260111324e-13,1.8474692549031782e-22) Dual{Cells()}(3.712632602601019e-19,4.2315028381584214e-13,1.8599215465036615e-22) Dual{Cells()}(3.842674901055036e-15,2.2088433595641766e-13,2.9336628441335482e-18) Dual{Cells()}(3.853063948094031e-15,2.2774238891141343e-13,2.785663533515884e-18) Dual{Cells()}(3.8465863867495396e-15,2.317746001760263e-13,2.499858151755801e-18) Dual{Cells()}(3.1278004805239705e-15,2.925435211393629e-13,1.9047960548233412e-18) Dual{Cells()}(3.1245939658807157e-15,2.848558524002537e-13,2.0740080695508907e-18) Dual{Cells()}(3.1248479150906183e-15,2.780765231098672e-13,2.1657175938542677e-18) Dual{Cells()}(3.78096720805078e-15,2.2557177937855343e-13,2.8619313968313223e-18) Dual{Cells()}(3.7902291483222035e-15,2.324562741722926e-13,2.7195962969085025e-18) Dual{Cells()}(3.78474391028486e-15,2.368942445249886e-13,2.44554300700895e-18) Dual{Cells()}(3.1651554487515743e-15,2.8922107970451e-13,1.9354979804623475e-18) Dual{Cells()}(3.162439072842317e-15,2.8167025565481164e-13,2.109990005126162e-18) Dual{Cells()}(3.1622203827690874e-15,2.7487092609677596e-13,2.2042175233308156e-18) Dual{Cells()}(3.734107188048264e-15,2.2908203801110183e-13,2.808195529766761e-18) Dual{Cells()}(3.742556078724574e-15,2.3598017124913666e-13,2.6700666485128533e-18) Dual{Cells()}(3.737775589794197e-15,2.4070639532010056e-13,2.4047001994574694e-18) Dual{Cells()}(3.1930108674452125e-15,2.8675335766793826e-13,1.9571891465644038e-18) Dual{Cells()}(3.1906715082394943e-15,2.793125172854002e-13,2.1355495186660268e-18) Dual{Cells()}(3.1901057722746256e-15,2.7249857921432547e-13,2.2316172570328523e-18) Dual{Cells()}(3.6999599022052704e-15,2.317559735810166e-13,2.769558825437848e-18) Dual{Cells()}(3.7078291520099406e-15,2.3866368745626835e-13,2.634419529478117e-18) Dual{Cells()}(3.703525748526829e-15,2.4360363849634094e-13,2.375213322191626e-18) Dual{Cells()}(3.216886331105154e-15,2.8473411719601106e-13,1.975897809248736e-18) Dual{Cells()}(3.214892018849839e-15,2.7738320464416153e-13,2.157649195305161e-18) Dual{Cells()}(3.214020705788657e-15,2.7055599804535063e-13,2.2553225093426223e-18) Dual{Cells()}(3.673730197607102e-15,2.3386633937964076e-13,2.7401596709715157e-18) Dual{Cells()}(3.681162812053233e-15,2.407809841682116e-13,2.6072769937367064e-18) Dual{Cells()}(3.6772063428229746e-15,2.458860071343015e-13,2.352711104633323e-18) Dual{Cells()}(1.9510213160417666e-18,4.208053814090389e-13,9.88563877675659e-22) Dual{Cells()}(1.955776792459563e-18,4.208056220156249e-13,9.909732745880204e-22) Dual{Cells()}(1.965260044423503e-18,4.2080606421601794e-13,9.957782137515635e-22) Dual{Cells()}(3.833846736005008e-15,2.2155575981049456e-13,2.923330938678611e-18) Dual{Cells()}(3.844070493970874e-15,2.284181198513944e-13,2.77615111242682e-18) Dual{Cells()}(3.837741090518135e-15,2.325098616607134e-13,2.4920510053046968e-18) Dual{Cells()}(3.133625390079059e-15,2.919567884780147e-13,1.9109098616301045e-18) Dual{Cells()}(3.130456070843174e-15,2.842904516290798e-13,2.08104051065614e-18) Dual{Cells()}(3.1306305482920487e-15,2.775098275787596e-13,2.173207327970235e-18) Dual{Cells()}(3.774455831617715e-15,2.2606398753293084e-13,2.8544286575801666e-18) Dual{Cells()}(3.7836026125973605e-15,2.3295074490904413e-13,2.7126826662148126e-18) Dual{Cells()}(3.778217109423922e-15,2.374299745471345e-13,2.4398476337374357e-18) Dual{Cells()}(3.1690695290606506e-15,2.888791075188378e-13,1.9385417610138616e-18) Dual{Cells()}(3.1664081670611772e-15,2.813431670605422e-13,2.1135766962113133e-18) Dual{Cells()}(3.16614063704761e-15,2.7454163936267094e-13,2.2080614595019466e-18) Dual{Cells()}(3.72894755388087e-15,2.29461664903945e-13,2.802309898312252e-18) Dual{Cells()}(3.737309148448382e-15,2.363608812587176e-13,2.6646399410029585e-18) Dual{Cells()}(3.732605045577187e-15,2.4111738264161515e-13,2.400220005046347e-18) Dual{Cells()}(3.195969593263864e-15,2.8648408558968105e-13,1.959494546169417e-18) Dual{Cells()}(3.193667558658213e-15,2.7905567882344523e-13,2.138265218343276e-18) Dual{Cells()}(3.19306516752975e-15,2.722403725805311e-13,2.234529442740823e-18) Dual{Cells()}(3.696423713105778e-15,2.3204425393826084e-13,2.7655874153531006e-18) Dual{Cells()}(3.704233331932201e-15,2.3895306334820214e-13,2.6307532893086974e-18) Dual{Cells()}(3.699976714406293e-15,2.4391588274460725e-13,2.3721749243783752e-18) Dual{Cells()}(3.219711118421397e-15,2.845024925352965e-13,1.978159750857066e-18) Dual{Cells()}(3.2177583515179675e-15,2.7716170453867325e-13,2.160321147952177e-18) Dual{Cells()}(3.216850170145761e-15,2.7033288499240235e-13,2.2581885388075033e-18) Dual{Cells()}(3.6707589250872716e-15,2.341015967294904e-13,2.7368388803413302e-18) Dual{Cells()}(3.678142857975647e-15,2.41016859174269e-13,2.604210698673444e-18) Dual{Cells()}(3.674225632246479e-15,2.461399501495257e-13,2.3501678472589437e-18) Dual{Cells()}(7.787813229398387e-18,4.069023246125187e-13,4.225570975983843e-21) Dual{Cells()}(7.796125093387141e-18,4.0690333276177927e-13,4.2300767759885125e-21) Dual{Cells()}(7.812593073725991e-18,4.069051361689624e-13,4.239008190712721e-21) Dual{Cells()}(3.825379944262966e-15,2.2219974826822462e-13,2.91344243012675e-18) Dual{Cells()}(3.8354464651638136e-15,2.2906608043517677e-13,2.7670457417524754e-18) Dual{Cells()}(3.8292569648672205e-15,2.3321447469456127e-13,2.4845734984201536e-18) Dual{Cells()}(3.1386580418216218e-15,2.9151741722911977e-13,1.9149273073305902e-18) Dual{Cells()}(3.1355586389841237e-15,2.838690721968745e-13,2.0857580095463122e-18) Dual{Cells()}(3.1356701874330998e-15,2.770854832772993e-13,2.178256583894858e-18) Dual{Cells()}(3.768156846051174e-15,2.2653919521613619e-13,2.8471821375023035e-18) Dual{Cells()}(3.777192895706404e-15,2.334280364527488e-13,2.706004553345391e-18) Dual{Cells()}(3.771903187450981e-15,2.3794684911881133e-13,2.4343443902383432e-18) Dual{Cells()}(3.1728532719618013e-15,2.885474652666786e-13,1.9414856241615213e-18) Dual{Cells()}(3.1702445861370266e-15,2.8102605769006526e-13,2.1170457683616874e-18) Dual{Cells()}(3.1699298453556976e-15,2.742224429194089e-13,2.2117796545944156e-18) Dual{Cells()}(3.723899587882885e-15,2.2983203266340767e-13,2.7965225175556745e-18) Dual{Cells()}(3.732176115339206e-15,2.3673225439089464e-13,2.6593028986278603e-18) Dual{Cells()}(3.727546467707915e-15,2.4151803562364856e-13,2.3958109907731612e-18) Dual{Cells()}(3.1988134006933837e-15,2.862241961832571e-13,1.9616904856060885e-18) Dual{Cells()}(3.196546676378747e-15,2.788079284204674e-13,2.1408531224465215e-18) Dual{Cells()}(3.195909239611704e-15,2.7199132642483157e-13,2.2373052203171596e-18) Dual{Cells()}(3.6929668768675086e-15,2.3232495943651247e-13,2.7617076493385915e-18) Dual{Cells()}(3.700718439797245e-15,2.3923479150754176e-13,2.6271715557821436e-18) Dual{Cells()}(3.6965075377094606e-15,2.4421978335283455e-13,2.36920623473331e-18) Dual{Cells()}(3.2228916693009796e-15,2.8419482723475367e-13,1.9816684992002857e-18) Dual{Cells()}(3.2209537702252057e-15,2.7686574386212677e-13,2.164365084910739e-18) Dual{Cells()}(3.2200015197323127e-15,2.7003653999236996e-13,2.262502678352006e-18) Dual{Cells()}(3.667847760173421e-15,2.3433128036531565e-13,2.7335874622032364e-18) Dual{Cells()}(3.6751841451303355e-15,2.4124711374034234e-13,2.601208386281571e-18) Dual{Cells()}(3.671305388985976e-15,2.463877785732379e-13,2.347677473536924e-18) Dual{Cells()}(1.6422372182130577e-17,3.4126158757721276e-13,1.2727181472965692e-20) Dual{Cells()}(1.639950413898202e-17,3.4126367083336756e-13,1.2709415077303368e-20) Dual{Cells()}(1.6353782919968943e-17,3.4126724035632134e-13,1.2673937112970794e-20) Dual{Cells()}(3.817251710143388e-15,2.2281788509978596e-13,2.9039702188901882e-18) Dual{Cells()}(3.827168458391332e-15,2.296878810090707e-13,2.7583226575783647e-18) Dual{Cells()}(3.821111413233879e-15,2.3389024872919715e-13,2.477406098053537e-18) Dual{Cells()}(3.1434640788865383e-15,2.9110241216483314e-13,1.9186586806351823e-18) Dual{Cells()}(3.140435078534544e-15,2.834713889786549e-13,2.0901516719428747e-18) Dual{Cells()}(3.1404868090865792e-15,2.766848534341781e-13,2.1829624255612947e-18) Dual{Cells()}(3.762056651289898e-15,2.26998339676059e-13,2.8401748719788845e-18) Dual{Cells()}(3.770986092232606e-15,2.3388909731638523e-13,2.699546391152038e-18) Dual{Cells()}(3.76578857374181e-15,2.38445917019875e-13,2.4290206963596546e-18) Dual{Cells()}(3.176510595773123e-15,2.882257421623265e-13,1.9443324161267744e-18) Dual{Cells()}(3.1739523018798033e-15,2.807185304570758e-13,2.1204005031997123e-18) Dual{Cells()}(3.173591938579112e-15,2.739129367117924e-13,2.2153755919432363e-18) Dual{Cells()}(3.718933361167396e-15,2.3020102918130016e-13,2.79066370848833e-18) Dual{Cells()}(3.727127117512617e-15,2.3710240151879775e-13,2.653897655481795e-18) Dual{Cells()}(3.722574382846639e-15,2.41916908384767e-13,2.3913385593140214e-18) Dual{Cells()}(3.201533824180276e-15,2.859815782905991e-13,1.9636797702910217e-18) Dual{Cells()}(3.199297900442838e-15,2.785768868569539e-13,2.143203202323097e-18) Dual{Cells()}(3.1986271829847158e-15,2.7175890443597956e-13,2.239828139039759e-18) Dual{Cells()}(3.689585531470652e-15,2.3259841473526116e-13,2.757914931109622e-18) Dual{Cells()}(3.697280531383492e-15,2.3950919980907e-13,2.623670093834578e-18) Dual{Cells()}(3.6931143489321574e-15,2.4451569941844103e-13,2.3663037856032883e-18) Dual{Cells()}(3.235733501341749e-15,2.8210555705810957e-13,2.014194319567312e-18) Dual{Cells()}(3.233270225508622e-15,2.748267696280982e-13,2.2004870623053792e-18) Dual{Cells()}(3.2321166079524657e-15,2.6802259301647405e-13,2.3007307934146664e-18) Dual{Cells()}(3.664997619444851e-15,2.3455504437941324e-13,2.7304171669059e-18) Dual{Cells()}(3.672287633436186e-15,2.414713916541507e-13,2.598281139845949e-18) Dual{Cells()}(3.6684468580723865e-15,2.4662913982852235e-13,2.3452500140040247e-18) Dual{Cells()}(3.5297467290922156e-17,1.0195444124564621e-13,3.135760957397187e-19) Dual{Cells()}(3.519218750703004e-17,1.0195323563501716e-13,3.1265504084193633e-19) Dual{Cells()}(3.4999765312290244e-17,1.019532572801358e-13,3.1095986590703166e-19) Dual{Cells()}(3.809440130303591e-15,2.234117317231981e-13,2.8948862497912427e-18) Dual{Cells()}(3.819214015379466e-15,2.3028510884468703e-13,2.7499561529504416e-18) Dual{Cells()}(3.8132826445168564e-15,2.345389552175307e-13,2.4705282292446645e-18) Dual{Cells()}(3.1481032373444266e-15,2.9070152401176987e-13,1.9222561085604806e-18) Dual{Cells()}(3.145142043813759e-15,2.8308736461420453e-13,2.09438894368245e-18) Dual{Cells()}(3.1451359971149554e-15,2.7629801443586376e-13,2.1875014233415754e-18) Dual{Cells()}(3.7561423766291854e-15,2.274422973399641e-13,2.8333909088926e-18) Dual{Cells()}(3.764969047193042e-15,2.343348138083845e-13,2.6932935394471285e-18) Dual{Cells()}(3.7598604226489526e-15,2.389281570888943e-13,2.42386471077208e-18) Dual{Cells()}(3.180045029952987e-15,2.8791355435611785e-13,1.9470846887232917e-18) Dual{Cells()}(3.1775348882870174e-15,2.8042021471549387e-13,2.1236438363286213e-18) Dual{Cells()}(3.17713045470092e-15,2.7361274759355217e-13,2.2188523861948874e-18) Dual{Cells()}(3.7149720655747034e-15,2.3052190726676396e-13,2.7864086526566397e-18) Dual{Cells()}(3.723097126301099e-15,2.3742448490061045e-13,2.6499727390199294e-18) Dual{Cells()}(3.718593993146436e-15,2.4226537262430087e-13,2.388096412065484e-18) Dual{Cells()}(3.2048022115539944e-15,2.8571004387023485e-13,1.9663780531821223e-18) Dual{Cells()}(3.2026200193169076e-15,2.783168269258637e-13,2.1463870417315267e-18) Dual{Cells()}(3.2019063835801303e-15,2.7149700006993436e-13,2.2432406456104057e-18) Dual{Cells()}(3.6862759023050464e-15,2.3286493710024483e-13,2.7542046110907577e-18) Dual{Cells()}(3.693915752414104e-15,2.397766086310718e-13,2.6202446156538184e-18) Dual{Cells()}(3.6897933633124164e-15,2.4480398101319204e-13,2.363464051947462e-18) Dual{Cells()}(3.527308527486728e-15,2.463659903516369e-13,2.7919089985373394e-18) Dual{Cells()}(3.500168405604122e-15,2.397452426845564e-13,3.063794315684474e-18) Dual{Cells()}(3.491363845547693e-15,2.3335695912187333e-13,3.2179484167771577e-18) Dual{Cells()}(3.66230121669069e-15,2.347595473549553e-13,2.727672021694328e-18) Dual{Cells()}(3.669548406383286e-15,2.4167608341835754e-13,2.5957517177988482e-18) Dual{Cells()}(3.66574939132334e-15,2.4684998967226317e-13,2.3431706633337757e-18)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480, 481], [1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 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1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428], [47190 47202 47212 47222 47234 47246 47388 47402 47414 47426 47440 47454 47620 47634 47646 47658 47672 47686 47852 47866 47878 47890 47904 47918 48084 48098 48110 48122 48136 48150 48312 48326 48338 48350 48364 48378 48544 48558 48570 48582 48596 48610 48776 48790 48802 48814 48828 48842 49008 49022 49034 49046 49060 49074 49240 49254 49266 49278 49292 49306 49468 49482 49494 49506 49520 49534 49700 49714 49726 49738 49752 49766 49932 49946 49958 49970 49984 49998 50164 50178 50190 50202 50216 50230 50396 50410 50422 50434 50448 50462 50624 50638 50650 50662 50676 50690 50856 50870 50882 50894 50908 50922 51088 51102 51114 51126 51140 51154 51320 51334 51346 51358 51372 51386 51552 51566 51578 51590 51604 51618 51780 51794 51806 51818 51832 51846 52012 52026 52038 52050 52064 52078 52244 52258 52270 52282 52296 52310 52476 52490 52502 52514 52528 52542 52708 52722 52734 52746 52760 52774 52936 52950 52962 52974 52988 53002 53168 53182 53194 53206 53220 53234 53400 53414 53426 53438 53452 53466 53632 53646 53658 53670 53684 53698 53864 53878 53890 53902 53916 53930 54092 54106 54118 54130 54144 54158 54324 54338 54350 54362 54376 54390 54556 54570 54582 54594 54608 54622 54788 54802 54814 54826 54840 54854 55020 55034 55046 55058 55072 55086 55248 55262 55274 55286 55300 55314 55480 55494 55506 55518 55532 55546 55712 55726 55738 55750 55764 55778 55944 55958 55970 55982 55996 56010 56174 56186 56196 56206 56218 56230 56366 56378 56388 56398 56410 56422 56564 56578 56590 56602 56616 56630 56796 56810 56822 56834 56848 56862 57028 57042 57054 57066 57080 57094 57260 57274 57286 57298 57312 57326 57488 57502 57514 57526 57540 57554 57720 57734 57746 57758 57772 57786 57952 57966 57978 57990 58004 58018 58184 58198 58210 58222 58236 58250 58416 58430 58442 58454 58468 58482 58644 58658 58670 58682 58696 58710 58876 58890 58902 58914 58928 58942 59108 59122 59134 59146 59160 59174 59340 59354 59366 59378 59392 59406 59572 59586 59598 59610 59624 59638 59800 59814 59826 59838 59852 59866 60032 60046 60058 60070 60084 60098 60264 60278 60290 60302 60316 60330 60496 60510 60522 60534 60548 60562 60728 60742 60754 60766 60780 60794 60956 60970 60982 60994 61008 61022 61188 61202 61214 61226 61240 61254 61420 61434 61446 61458 61472 61486 61652 61666 61678 61690 61704 61718 61884 61898 61910 61922 61936 61950 62112 62126 62138 62150 62164 62178 62344 62358 62370 62382 62396 62410 62576 62590 62602 62614 62628 62642 62808 62822 62834 62846 62860 62874 63040 63054 63066 63078 63092 63106 63268 63282 63294 63306 63320 63334 63500 63514 63526 63538 63552 63566 63732 63746 63758 63770 63784 63798 63964 63978 63990 64002 64016 64030 64196 64210 64222 64234 64248 64262 64424 64438 64450 64462 64476 64490 64656 64670 64682 64694 64708 64722 64888 64902 64914 64926 64940 64954 65120 65134 65146 65158 65172 65186 65350 65362 65372 65382 65394 65406; 65542 65554 65564 65574 65586 65598 65740 65754 65766 65778 65792 65806 65972 65986 65998 66010 66024 66038 66204 66218 66230 66242 66256 66270 66436 66450 66462 66474 66488 66502 66664 66678 66690 66702 66716 66730 66896 66910 66922 66934 66948 66962 67128 67142 67154 67166 67180 67194 67360 67374 67386 67398 67412 67426 67592 67606 67618 67630 67644 67658 67820 67834 67846 67858 67872 67886 68052 68066 68078 68090 68104 68118 68284 68298 68310 68322 68336 68350 68516 68530 68542 68554 68568 68582 68748 68762 68774 68786 68800 68814 68976 68990 69002 69014 69028 69042 69208 69222 69234 69246 69260 69274 69440 69454 69466 69478 69492 69506 69672 69686 69698 69710 69724 69738 69904 69918 69930 69942 69956 69970 70132 70146 70158 70170 70184 70198 70364 70378 70390 70402 70416 70430 70596 70610 70622 70634 70648 70662 70828 70842 70854 70866 70880 70894 71060 71074 71086 71098 71112 71126 71288 71302 71314 71326 71340 71354 71520 71534 71546 71558 71572 71586 71752 71766 71778 71790 71804 71818 71984 71998 72010 72022 72036 72050 72216 72230 72242 72254 72268 72282 72444 72458 72470 72482 72496 72510 72676 72690 72702 72714 72728 72742 72908 72922 72934 72946 72960 72974 73140 73154 73166 73178 73192 73206 73372 73386 73398 73410 73424 73438 73600 73614 73626 73638 73652 73666 73832 73846 73858 73870 73884 73898 74064 74078 74090 74102 74116 74130 74296 74310 74322 74334 74348 74362 74526 74538 74548 74558 74570 74582 74718 74730 74740 74750 74762 74774 74916 74930 74942 74954 74968 74982 75148 75162 75174 75186 75200 75214 75380 75394 75406 75418 75432 75446 75612 75626 75638 75650 75664 75678 75840 75854 75866 75878 75892 75906 76072 76086 76098 76110 76124 76138 76304 76318 76330 76342 76356 76370 76536 76550 76562 76574 76588 76602 76768 76782 76794 76806 76820 76834 76996 77010 77022 77034 77048 77062 77228 77242 77254 77266 77280 77294 77460 77474 77486 77498 77512 77526 77692 77706 77718 77730 77744 77758 77924 77938 77950 77962 77976 77990 78152 78166 78178 78190 78204 78218 78384 78398 78410 78422 78436 78450 78616 78630 78642 78654 78668 78682 78848 78862 78874 78886 78900 78914 79080 79094 79106 79118 79132 79146 79308 79322 79334 79346 79360 79374 79540 79554 79566 79578 79592 79606 79772 79786 79798 79810 79824 79838 80004 80018 80030 80042 80056 80070 80236 80250 80262 80274 80288 80302 80464 80478 80490 80502 80516 80530 80696 80710 80722 80734 80748 80762 80928 80942 80954 80966 80980 80994 81160 81174 81186 81198 81212 81226 81392 81406 81418 81430 81444 81458 81620 81634 81646 81658 81672 81686 81852 81866 81878 81890 81904 81918 82084 82098 82110 82122 82136 82150 82316 82330 82342 82354 82368 82382 82548 82562 82574 82586 82600 82614 82776 82790 82802 82814 82828 82842 83008 83022 83034 83046 83060 83074 83240 83254 83266 83278 83292 83306 83472 83486 83498 83510 83524 83538 83702 83714 83724 83734 83746 83758], nothing, 480, 1440, Jutul.TrivialGlobalMap()),), target_entities = [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], offdiagonal_alignment = (from_source = (Cells = [47190 47202 47212 47222 47234 47246 47388 47402 47414 47426 47440 47454 47620 47634 47646 47658 47672 47686 47852 47866 47878 47890 47904 47918 48084 48098 48110 48122 48136 48150 48312 48326 48338 48350 48364 48378 48544 48558 48570 48582 48596 48610 48776 48790 48802 48814 48828 48842 49008 49022 49034 49046 49060 49074 49240 49254 49266 49278 49292 49306 49468 49482 49494 49506 49520 49534 49700 49714 49726 49738 49752 49766 49932 49946 49958 49970 49984 49998 50164 50178 50190 50202 50216 50230 50396 50410 50422 50434 50448 50462 50624 50638 50650 50662 50676 50690 50856 50870 50882 50894 50908 50922 51088 51102 51114 51126 51140 51154 51320 51334 51346 51358 51372 51386 51552 51566 51578 51590 51604 51618 51780 51794 51806 51818 51832 51846 52012 52026 52038 52050 52064 52078 52244 52258 52270 52282 52296 52310 52476 52490 52502 52514 52528 52542 52708 52722 52734 52746 52760 52774 52936 52950 52962 52974 52988 53002 53168 53182 53194 53206 53220 53234 53400 53414 53426 53438 53452 53466 53632 53646 53658 53670 53684 53698 53864 53878 53890 53902 53916 53930 54092 54106 54118 54130 54144 54158 54324 54338 54350 54362 54376 54390 54556 54570 54582 54594 54608 54622 54788 54802 54814 54826 54840 54854 55020 55034 55046 55058 55072 55086 55248 55262 55274 55286 55300 55314 55480 55494 55506 55518 55532 55546 55712 55726 55738 55750 55764 55778 55944 55958 55970 55982 55996 56010 56174 56186 56196 56206 56218 56230 56366 56378 56388 56398 56410 56422 56564 56578 56590 56602 56616 56630 56796 56810 56822 56834 56848 56862 57028 57042 57054 57066 57080 57094 57260 57274 57286 57298 57312 57326 57488 57502 57514 57526 57540 57554 57720 57734 57746 57758 57772 57786 57952 57966 57978 57990 58004 58018 58184 58198 58210 58222 58236 58250 58416 58430 58442 58454 58468 58482 58644 58658 58670 58682 58696 58710 58876 58890 58902 58914 58928 58942 59108 59122 59134 59146 59160 59174 59340 59354 59366 59378 59392 59406 59572 59586 59598 59610 59624 59638 59800 59814 59826 59838 59852 59866 60032 60046 60058 60070 60084 60098 60264 60278 60290 60302 60316 60330 60496 60510 60522 60534 60548 60562 60728 60742 60754 60766 60780 60794 60956 60970 60982 60994 61008 61022 61188 61202 61214 61226 61240 61254 61420 61434 61446 61458 61472 61486 61652 61666 61678 61690 61704 61718 61884 61898 61910 61922 61936 61950 62112 62126 62138 62150 62164 62178 62344 62358 62370 62382 62396 62410 62576 62590 62602 62614 62628 62642 62808 62822 62834 62846 62860 62874 63040 63054 63066 63078 63092 63106 63268 63282 63294 63306 63320 63334 63500 63514 63526 63538 63552 63566 63732 63746 63758 63770 63784 63798 63964 63978 63990 64002 64016 64030 64196 64210 64222 64234 64248 64262 64424 64438 64450 64462 64476 64490 64656 64670 64682 64694 64708 64722 64888 64902 64914 64926 64940 64954 65120 65134 65146 65158 65172 65186 65350 65362 65372 65382 65394 65406; 65542 65554 65564 65574 65586 65598 65740 65754 65766 65778 65792 65806 65972 65986 65998 66010 66024 66038 66204 66218 66230 66242 66256 66270 66436 66450 66462 66474 66488 66502 66664 66678 66690 66702 66716 66730 66896 66910 66922 66934 66948 66962 67128 67142 67154 67166 67180 67194 67360 67374 67386 67398 67412 67426 67592 67606 67618 67630 67644 67658 67820 67834 67846 67858 67872 67886 68052 68066 68078 68090 68104 68118 68284 68298 68310 68322 68336 68350 68516 68530 68542 68554 68568 68582 68748 68762 68774 68786 68800 68814 68976 68990 69002 69014 69028 69042 69208 69222 69234 69246 69260 69274 69440 69454 69466 69478 69492 69506 69672 69686 69698 69710 69724 69738 69904 69918 69930 69942 69956 69970 70132 70146 70158 70170 70184 70198 70364 70378 70390 70402 70416 70430 70596 70610 70622 70634 70648 70662 70828 70842 70854 70866 70880 70894 71060 71074 71086 71098 71112 71126 71288 71302 71314 71326 71340 71354 71520 71534 71546 71558 71572 71586 71752 71766 71778 71790 71804 71818 71984 71998 72010 72022 72036 72050 72216 72230 72242 72254 72268 72282 72444 72458 72470 72482 72496 72510 72676 72690 72702 72714 72728 72742 72908 72922 72934 72946 72960 72974 73140 73154 73166 73178 73192 73206 73372 73386 73398 73410 73424 73438 73600 73614 73626 73638 73652 73666 73832 73846 73858 73870 73884 73898 74064 74078 74090 74102 74116 74130 74296 74310 74322 74334 74348 74362 74526 74538 74548 74558 74570 74582 74718 74730 74740 74750 74762 74774 74916 74930 74942 74954 74968 74982 75148 75162 75174 75186 75200 75214 75380 75394 75406 75418 75432 75446 75612 75626 75638 75650 75664 75678 75840 75854 75866 75878 75892 75906 76072 76086 76098 76110 76124 76138 76304 76318 76330 76342 76356 76370 76536 76550 76562 76574 76588 76602 76768 76782 76794 76806 76820 76834 76996 77010 77022 77034 77048 77062 77228 77242 77254 77266 77280 77294 77460 77474 77486 77498 77512 77526 77692 77706 77718 77730 77744 77758 77924 77938 77950 77962 77976 77990 78152 78166 78178 78190 78204 78218 78384 78398 78410 78422 78436 78450 78616 78630 78642 78654 78668 78682 78848 78862 78874 78886 78900 78914 79080 79094 79106 79118 79132 79146 79308 79322 79334 79346 79360 79374 79540 79554 79566 79578 79592 79606 79772 79786 79798 79810 79824 79838 80004 80018 80030 80042 80056 80070 80236 80250 80262 80274 80288 80302 80464 80478 80490 80502 80516 80530 80696 80710 80722 80734 80748 80762 80928 80942 80954 80966 80980 80994 81160 81174 81186 81198 81212 81226 81392 81406 81418 81430 81444 81458 81620 81634 81646 81658 81672 81686 81852 81866 81878 81890 81904 81918 82084 82098 82110 82122 82136 82150 82316 82330 82342 82354 82368 82382 82548 82562 82574 82586 82600 82614 82776 82790 82802 82814 82828 82842 83008 83022 83034 83046 83060 83074 83240 83254 83266 83278 83292 83306 83472 83486 83498 83510 83524 83538 83702 83714 83724 83734 83746 83758],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 160, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(-0.0015614819417201504,571.0849952967762,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0013567633987529074,584.1396055363476,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017996564838216281,665.1540642482855,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016556494006848496,678.2087003137864,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002038132645528428,759.2236768931137,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018947903162183685,772.2783298660844,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002277017595403024,853.2936543980315,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002134135512623887,866.3483190392865,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002516423273628918,947.3638886108794,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0001546060626743883,960.4185616413164,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001591389885698071,582.8435902564526,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014360554125045603,595.8982044126261,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018294441627404224,676.9127407122305,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016855339355076593,689.9673792789254,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0020679676346792115,770.9824068504765,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0019246930479712196,784.0370615164795,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0023069175858448647,865.0524213445618,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002164081123041234,878.1070871844514,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002546360430510293,959.1226821936356,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.228385556964079e-6,972.1773561036454,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016211235645010199,594.6021975618498,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014751399758807192,607.6568154070894,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018592388940628331,688.6714250825485,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017154210682112363,701.7260660247175,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0020978085099509877,782.7411421717584,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0019545986278237224,795.7957984560328,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0023368249933773846,876.8111920956956,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002194031669016539,889.8658590868351,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002576297260093237,970.8814785716963,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.983554966962124e-8,983.9361533306725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016508529333091268,606.3608165003884,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001506163228576607,619.4154378245402,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001889040148993449,700.4301169635576,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001745310582120976,713.4847601636518,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0021276557863743736,794.4998826207421,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0019845075735717473,807.5545404526279,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002366738624358528,888.5699665010393,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002223986370743465,901.6246345994005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0026062374303328687,982.6402776465717,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.030498391362947e-8,995.6949532236483,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016805928766598021,618.1194464132603,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015361351036651488,631.1740710216096,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001918847493383889,712.188815986014,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017752023111902125,725.2434613339705,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0021575101977351933,806.2586279740658,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0020144205792552252,819.3132872867334,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002396657294235915,900.3287444191485,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00225394775140356,913.3834135809359,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0026361804297649017,994.3990793224685,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.617466641410324e-8,1007.453755688905,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017103439589703183,629.8780866903031,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015660137240406443,642.9327144024805,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0019486605907442598,723.9475218042954,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018050961478609118,737.0021691970403,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0021873727357161845,818.0173780212516,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002044338545213468,831.072038751987,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002426579834542383,912.0875257142299,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002284004790167986,925.1421958989351,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0026661257910885385,1006.1578835077866,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.717717404720076e-8,1019.2125606364395,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017401054368405926,641.6367367658095,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015958891847164766,654.6913674144396,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0019784792061546957,735.7062340939781,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018349920524884744,748.7608834354569,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0022172446968524314,829.7761325643644,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00207426262594125,842.8307946535414,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0024565050329711504,923.8463102580307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0023162004072172105,936.9009814274958,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0026960741268079293,1017.9166901166917,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.798874283589603e-8,1030.9713679815593,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017698765267470606,653.3953961146902,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016257677237762782,666.4500295440926,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002008303221583954,747.4649525519235,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018648900645819436,760.5196037514692,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002247126226819996,841.534891415984,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002104195719189282,854.589554807342,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0024864304516197277,935.6050979287411,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002395528635447713,948.6597700460361,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0027260568923803325,1029.6754990664163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.882166220587035e-8,1042.7301776431552,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015614045438696966,571.0849952967496,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001356718837336248,584.1396055363284,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017994543371919077,665.1540642483353,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001655506031452178,678.208700313763,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0020373874302157505,759.2236768931068,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001894215559065267,772.2783298660323,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0022755962125411487,853.2936543981515,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0021330000851222733,866.3483190392479,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002516074809345867,947.3638886108706,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0001546167344649612,960.4185616413797,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015913088753108965,582.8435902564333,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0014360041897469456,595.8982044126261,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018292053683062574,676.9127407121858,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016853621243211661,689.9673792789534,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0020670977365513216,770.9824068504521,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0019240176537867293,784.0370615164795,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0023056810710104236,865.0524213445932,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0021630915395477613,878.107087184488,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002546088953591645,959.1226821935264,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-2.233040519085202e-6,972.1773561037559,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016210362719339115,594.6021975618588,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001475083623999995,607.6568154071288,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.00185895667304498,688.6714250825027,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001715215332356529,701.7260660247172,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0020967949596211095,782.7411421717878,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001953806884934913,795.7957984560604,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0023357571453469566,876.8111920956738,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0021931757315904964,889.8658590868334,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0025760917111533914,970.881478571733,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-3.393332877618739e-8,983.9361533306728,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016507563623364046,606.360816500432,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015061000371776644,619.4154378245327,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018887068345399423,700.4301169635576,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017450646949227423,713.4847601636764,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002126476842510489,794.4998826207421,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0019835814408698076,807.55454045259,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0023658242918871224,888.5699665010605,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0022232525476334063,901.6246345994206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0026060869838561364,982.6402776465399,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(6.653352863432861e-8,995.6949532236363,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016804836753818398,618.1194464132641,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001536062557449652,631.1740710216305,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0019184544009890237,712.1888159860384,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017749091936151774,725.2434613339951,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0021561406890021977,806.2586279740257,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002013339182063987,819.3132872867037,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0023958821213443783,900.3287444190502,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0022533250257062805,913.3834135809359,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0026360743732686044,994.3990793223937,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.265727570027887e-8,1007.4537556888671,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017102183738136804,629.8780866902611,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015659289037818775,642.9327144024737,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.001948197867664573,723.9475218043201,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018047477422978451,737.0021691970582,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0021857838797453787,818.017378021319,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002043078743251591,831.072038752017,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002425930195565924,912.0875257141946,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002283482600580696,925.1421958989223,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0026660533890855613,1006.1578835077776,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.385307282521534e-8,1019.2125606364377,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017399592582120842,641.6367367658013,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0015957887745385768,654.6913674144408,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0019779356563389304,735.7062340939939,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018345791757075906,748.7608834354075,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0022238506670005584,829.7761325644161,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0020810114236035964,842.8307946535137,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0024559679710055,923.8463102580222,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0023157681805017817,936.9009814276236,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0026960244665242034,1017.9166901166443,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.479901501484075e-8,1030.9713679814863,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0017697050255084143,653.3953961146669,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0016256479646138272,666.4500295441187,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0020076661023834346,747.4649525518487,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0018644022363534744,760.5196037514163,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0022455029477864066,841.5348914160157,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0021029025125401443,854.589554807361,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0024859936103036424,935.6050979287411,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.002395165023725319,948.6597700459636,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(-0.0027260187078344583,1029.675499066455,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.570781449755334e-8,1042.7301776431464,0.0,0.0,0.0,0.0,0.0,0.0)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161], [3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [1456 1468 1534 1547 1616 1629 1698 1711 1780 1793 1863 1876 1945 1958 2027 2040 2109 2122 2191 2204 2273 2286 2355 2368 2437 2450 2519 2532 2601 2614 2683 2696 2765 2778 2847 2860 2929 2942 3011 3024 3093 3106 3175 3188 3257 3270 3339 3352 3421 3434 3503 3516 3585 3598 3667 3680 3749 3762 3831 3844 3913 3926 3995 4008 4077 4090 4159 4172 4241 4254 4324 4337 4406 4419 4488 4501 4570 4583 4649 4661 4725 4737 4803 4816 4885 4898 4967 4980 5049 5062 5132 5145 5214 5227 5296 5309 5378 5391 5460 5473 5542 5555 5624 5637 5706 5719 5788 5801 5870 5883 5952 5965 6034 6047 6116 6129 6198 6211 6280 6293 6362 6375 6444 6457 6526 6539 6608 6621 6690 6703 6772 6785 6854 6867 6936 6949 7018 7031 7100 7113 7182 7195 7264 7277 7346 7359 7428 7441 7510 7523 7593 7606 7675 7688 7757 7770 7839 7852 7918 7930; 7992 8004 8070 8083 8152 8165 8234 8247 8316 8329 8399 8412 8481 8494 8563 8576 8645 8658 8727 8740 8809 8822 8891 8904 8973 8986 9055 9068 9137 9150 9219 9232 9301 9314 9383 9396 9465 9478 9547 9560 9629 9642 9711 9724 9793 9806 9875 9888 9957 9970 10039 10052 10121 10134 10203 10216 10285 10298 10367 10380 10449 10462 10531 10544 10613 10626 10695 10708 10777 10790 10860 10873 10942 10955 11024 11037 11106 11119 11185 11197 11261 11273 11339 11352 11421 11434 11503 11516 11585 11598 11668 11681 11750 11763 11832 11845 11914 11927 11996 12009 12078 12091 12160 12173 12242 12255 12324 12337 12406 12419 12488 12501 12570 12583 12652 12665 12734 12747 12816 12829 12898 12911 12980 12993 13062 13075 13144 13157 13226 13239 13308 13321 13390 13403 13472 13485 13554 13567 13636 13649 13718 13731 13800 13813 13882 13895 13964 13977 14046 14059 14129 14142 14211 14224 14293 14306 14375 14388 14454 14466; 14528 14540 14606 14619 14688 14701 14770 14783 14852 14865 14935 14948 15017 15030 15099 15112 15181 15194 15263 15276 15345 15358 15427 15440 15509 15522 15591 15604 15673 15686 15755 15768 15837 15850 15919 15932 16001 16014 16083 16096 16165 16178 16247 16260 16329 16342 16411 16424 16493 16506 16575 16588 16657 16670 16739 16752 16821 16834 16903 16916 16985 16998 17067 17080 17149 17162 17231 17244 17313 17326 17396 17409 17478 17491 17560 17573 17642 17655 17721 17733 17797 17809 17875 17888 17957 17970 18039 18052 18121 18134 18204 18217 18286 18299 18368 18381 18450 18463 18532 18545 18614 18627 18696 18709 18778 18791 18860 18873 18942 18955 19024 19037 19106 19119 19188 19201 19270 19283 19352 19365 19434 19447 19516 19529 19598 19611 19680 19693 19762 19775 19844 19857 19926 19939 20008 20021 20090 20103 20172 20185 20254 20267 20336 20349 20418 20431 20500 20513 20582 20595 20665 20678 20747 20760 20829 20842 20911 20924 20990 21002; 21064 21076 21142 21155 21224 21237 21306 21319 21388 21401 21471 21484 21553 21566 21635 21648 21717 21730 21799 21812 21881 21894 21963 21976 22045 22058 22127 22140 22209 22222 22291 22304 22373 22386 22455 22468 22537 22550 22619 22632 22701 22714 22783 22796 22865 22878 22947 22960 23029 23042 23111 23124 23193 23206 23275 23288 23357 23370 23439 23452 23521 23534 23603 23616 23685 23698 23767 23780 23849 23862 23932 23945 24014 24027 24096 24109 24178 24191 24257 24269 24333 24345 24411 24424 24493 24506 24575 24588 24657 24670 24740 24753 24822 24835 24904 24917 24986 24999 25068 25081 25150 25163 25232 25245 25314 25327 25396 25409 25478 25491 25560 25573 25642 25655 25724 25737 25806 25819 25888 25901 25970 25983 26052 26065 26134 26147 26216 26229 26298 26311 26380 26393 26462 26475 26544 26557 26626 26639 26708 26721 26790 26803 26872 26885 26954 26967 27036 27049 27118 27131 27201 27214 27283 27296 27365 27378 27447 27460 27526 27538; 27600 27612 27678 27691 27760 27773 27842 27855 27924 27937 28007 28020 28089 28102 28171 28184 28253 28266 28335 28348 28417 28430 28499 28512 28581 28594 28663 28676 28745 28758 28827 28840 28909 28922 28991 29004 29073 29086 29155 29168 29237 29250 29319 29332 29401 29414 29483 29496 29565 29578 29647 29660 29729 29742 29811 29824 29893 29906 29975 29988 30057 30070 30139 30152 30221 30234 30303 30316 30385 30398 30468 30481 30550 30563 30632 30645 30714 30727 30793 30805 30869 30881 30947 30960 31029 31042 31111 31124 31193 31206 31276 31289 31358 31371 31440 31453 31522 31535 31604 31617 31686 31699 31768 31781 31850 31863 31932 31945 32014 32027 32096 32109 32178 32191 32260 32273 32342 32355 32424 32437 32506 32519 32588 32601 32670 32683 32752 32765 32834 32847 32916 32929 32998 33011 33080 33093 33162 33175 33244 33257 33326 33339 33408 33421 33490 33503 33572 33585 33654 33667 33737 33750 33819 33832 33901 33914 33983 33996 34062 34074; 34136 34148 34214 34227 34296 34309 34378 34391 34460 34473 34543 34556 34625 34638 34707 34720 34789 34802 34871 34884 34953 34966 35035 35048 35117 35130 35199 35212 35281 35294 35363 35376 35445 35458 35527 35540 35609 35622 35691 35704 35773 35786 35855 35868 35937 35950 36019 36032 36101 36114 36183 36196 36265 36278 36347 36360 36429 36442 36511 36524 36593 36606 36675 36688 36757 36770 36839 36852 36921 36934 37004 37017 37086 37099 37168 37181 37250 37263 37329 37341 37405 37417 37483 37496 37565 37578 37647 37660 37729 37742 37812 37825 37894 37907 37976 37989 38058 38071 38140 38153 38222 38235 38304 38317 38386 38399 38468 38481 38550 38563 38632 38645 38714 38727 38796 38809 38878 38891 38960 38973 39042 39055 39124 39137 39206 39219 39288 39301 39370 39383 39452 39465 39534 39547 39616 39629 39698 39711 39780 39793 39862 39875 39944 39957 40026 40039 40108 40121 40190 40203 40273 40286 40355 40368 40437 40450 40519 40532 40598 40610; 40672 40684 40750 40763 40832 40845 40914 40927 40996 41009 41079 41092 41161 41174 41243 41256 41325 41338 41407 41420 41489 41502 41571 41584 41653 41666 41735 41748 41817 41830 41899 41912 41981 41994 42063 42076 42145 42158 42227 42240 42309 42322 42391 42404 42473 42486 42555 42568 42637 42650 42719 42732 42801 42814 42883 42896 42965 42978 43047 43060 43129 43142 43211 43224 43293 43306 43375 43388 43457 43470 43540 43553 43622 43635 43704 43717 43786 43799 43865 43877 43941 43953 44019 44032 44101 44114 44183 44196 44265 44278 44348 44361 44430 44443 44512 44525 44594 44607 44676 44689 44758 44771 44840 44853 44922 44935 45004 45017 45086 45099 45168 45181 45250 45263 45332 45345 45414 45427 45496 45509 45578 45591 45660 45673 45742 45755 45824 45837 45906 45919 45988 46001 46070 46083 46152 46165 46234 46247 46316 46329 46398 46411 46480 46493 46562 46575 46644 46657 46726 46739 46809 46822 46891 46904 46973 46986 47055 47068 47134 47146], nothing, 480, 480, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(-0.0015614819417201504,-571.0849952967762) Dual{Cells()}(-0.0013567633987529074,-584.1396055363476) Dual{Cells()}(-0.0017996564838216281,-665.1540642482855) Dual{Cells()}(-0.0016556494006848496,-678.2087003137864) Dual{Cells()}(-0.002038132645528428,-759.2236768931137) Dual{Cells()}(-0.0018947903162183685,-772.2783298660844) Dual{Cells()}(-0.002277017595403024,-853.2936543980315) Dual{Cells()}(-0.002134135512623887,-866.3483190392865) Dual{Cells()}(-0.002516423273628918,-947.3638886108794) Dual{Cells()}(-0.0001546060626743883,-960.4185616413164) Dual{Cells()}(-0.001591389885698071,-582.8435902564526) Dual{Cells()}(-0.0014360554125045603,-595.8982044126261) Dual{Cells()}(-0.0018294441627404224,-676.9127407122305) Dual{Cells()}(-0.0016855339355076593,-689.9673792789254) Dual{Cells()}(-0.0020679676346792115,-770.9824068504765) Dual{Cells()}(-0.0019246930479712196,-784.0370615164795) Dual{Cells()}(-0.0023069175858448647,-865.0524213445618) Dual{Cells()}(-0.002164081123041234,-878.1070871844514) Dual{Cells()}(-0.002546360430510293,-959.1226821936356) Dual{Cells()}(-2.228385556964079e-6,-972.1773561036454) Dual{Cells()}(-0.0016211235645010199,-594.6021975618498) Dual{Cells()}(-0.0014751399758807192,-607.6568154070894) Dual{Cells()}(-0.0018592388940628331,-688.6714250825485) Dual{Cells()}(-0.0017154210682112363,-701.7260660247175) Dual{Cells()}(-0.0020978085099509877,-782.7411421717584) Dual{Cells()}(-0.0019545986278237224,-795.7957984560328) Dual{Cells()}(-0.0023368249933773846,-876.8111920956956) Dual{Cells()}(-0.002194031669016539,-889.8658590868351) Dual{Cells()}(-0.002576297260093237,-970.8814785716963) Dual{Cells()}(-2.983554966962124e-8,-983.9361533306725) Dual{Cells()}(-0.0016508529333091268,-606.3608165003884) Dual{Cells()}(-0.001506163228576607,-619.4154378245402) Dual{Cells()}(-0.001889040148993449,-700.4301169635576) Dual{Cells()}(-0.001745310582120976,-713.4847601636518) Dual{Cells()}(-0.0021276557863743736,-794.4998826207421) Dual{Cells()}(-0.0019845075735717473,-807.5545404526279) Dual{Cells()}(-0.002366738624358528,-888.5699665010393) Dual{Cells()}(-0.002223986370743465,-901.6246345994005) Dual{Cells()}(-0.0026062374303328687,-982.6402776465717) Dual{Cells()}(7.030498391362947e-8,-995.6949532236483) Dual{Cells()}(-0.0016805928766598021,-618.1194464132603) Dual{Cells()}(-0.0015361351036651488,-631.1740710216096) Dual{Cells()}(-0.001918847493383889,-712.188815986014) Dual{Cells()}(-0.0017752023111902125,-725.2434613339705) Dual{Cells()}(-0.0021575101977351933,-806.2586279740658) Dual{Cells()}(-0.0020144205792552252,-819.3132872867334) Dual{Cells()}(-0.002396657294235915,-900.3287444191485) Dual{Cells()}(-0.00225394775140356,-913.3834135809359) Dual{Cells()}(-0.0026361804297649017,-994.3990793224685) Dual{Cells()}(7.617466641410324e-8,-1007.453755688905) Dual{Cells()}(-0.0017103439589703183,-629.8780866903031) Dual{Cells()}(-0.0015660137240406443,-642.9327144024805) Dual{Cells()}(-0.0019486605907442598,-723.9475218042954) Dual{Cells()}(-0.0018050961478609118,-737.0021691970403) Dual{Cells()}(-0.0021873727357161845,-818.0173780212516) Dual{Cells()}(-0.002044338545213468,-831.072038751987) Dual{Cells()}(-0.002426579834542383,-912.0875257142299) Dual{Cells()}(-0.002284004790167986,-925.1421958989351) Dual{Cells()}(-0.0026661257910885385,-1006.1578835077866) Dual{Cells()}(7.717717404720076e-8,-1019.2125606364395) Dual{Cells()}(-0.0017401054368405926,-641.6367367658095) Dual{Cells()}(-0.0015958891847164766,-654.6913674144396) Dual{Cells()}(-0.0019784792061546957,-735.7062340939781) Dual{Cells()}(-0.0018349920524884744,-748.7608834354569) Dual{Cells()}(-0.0022172446968524314,-829.7761325643644) Dual{Cells()}(-0.00207426262594125,-842.8307946535414) Dual{Cells()}(-0.0024565050329711504,-923.8463102580307) Dual{Cells()}(-0.0023162004072172105,-936.9009814274958) Dual{Cells()}(-0.0026960741268079293,-1017.9166901166917) Dual{Cells()}(7.798874283589603e-8,-1030.9713679815593) Dual{Cells()}(-0.0017698765267470606,-653.3953961146902) Dual{Cells()}(-0.0016257677237762782,-666.4500295440926) Dual{Cells()}(-0.002008303221583954,-747.4649525519235) Dual{Cells()}(-0.0018648900645819436,-760.5196037514692) Dual{Cells()}(-0.002247126226819996,-841.534891415984) Dual{Cells()}(-0.002104195719189282,-854.589554807342) Dual{Cells()}(-0.0024864304516197277,-935.6050979287411) Dual{Cells()}(-0.002395528635447713,-948.6597700460361) Dual{Cells()}(-0.0027260568923803325,-1029.6754990664163) Dual{Cells()}(7.882166220587035e-8,-1042.7301776431552) Dual{Cells()}(-0.0015614045438696966,-571.0849952967496) Dual{Cells()}(-0.001356718837336248,-584.1396055363284) Dual{Cells()}(-0.0017994543371919077,-665.1540642483353) Dual{Cells()}(-0.001655506031452178,-678.208700313763) Dual{Cells()}(-0.0020373874302157505,-759.2236768931068) Dual{Cells()}(-0.001894215559065267,-772.2783298660323) Dual{Cells()}(-0.0022755962125411487,-853.2936543981515) Dual{Cells()}(-0.0021330000851222733,-866.3483190392479) Dual{Cells()}(-0.002516074809345867,-947.3638886108706) Dual{Cells()}(-0.0001546167344649612,-960.4185616413797) Dual{Cells()}(-0.0015913088753108965,-582.8435902564333) Dual{Cells()}(-0.0014360041897469456,-595.8982044126261) Dual{Cells()}(-0.0018292053683062574,-676.9127407121858) Dual{Cells()}(-0.0016853621243211661,-689.9673792789534) Dual{Cells()}(-0.0020670977365513216,-770.9824068504521) Dual{Cells()}(-0.0019240176537867293,-784.0370615164795) Dual{Cells()}(-0.0023056810710104236,-865.0524213445932) Dual{Cells()}(-0.0021630915395477613,-878.107087184488) Dual{Cells()}(-0.002546088953591645,-959.1226821935264) Dual{Cells()}(-2.233040519085202e-6,-972.1773561037559) Dual{Cells()}(-0.0016210362719339115,-594.6021975618588) Dual{Cells()}(-0.001475083623999995,-607.6568154071288) Dual{Cells()}(-0.00185895667304498,-688.6714250825027) Dual{Cells()}(-0.001715215332356529,-701.7260660247172) Dual{Cells()}(-0.0020967949596211095,-782.7411421717878) Dual{Cells()}(-0.001953806884934913,-795.7957984560604) Dual{Cells()}(-0.0023357571453469566,-876.8111920956738) Dual{Cells()}(-0.0021931757315904964,-889.8658590868334) Dual{Cells()}(-0.0025760917111533914,-970.881478571733) Dual{Cells()}(-3.393332877618739e-8,-983.9361533306728) Dual{Cells()}(-0.0016507563623364046,-606.360816500432) Dual{Cells()}(-0.0015061000371776644,-619.4154378245327) Dual{Cells()}(-0.0018887068345399423,-700.4301169635576) Dual{Cells()}(-0.0017450646949227423,-713.4847601636764) Dual{Cells()}(-0.002126476842510489,-794.4998826207421) Dual{Cells()}(-0.0019835814408698076,-807.55454045259) Dual{Cells()}(-0.0023658242918871224,-888.5699665010605) Dual{Cells()}(-0.0022232525476334063,-901.6246345994206) Dual{Cells()}(-0.0026060869838561364,-982.6402776465399) Dual{Cells()}(6.653352863432861e-8,-995.6949532236363) Dual{Cells()}(-0.0016804836753818398,-618.1194464132641) Dual{Cells()}(-0.001536062557449652,-631.1740710216305) Dual{Cells()}(-0.0019184544009890237,-712.1888159860384) Dual{Cells()}(-0.0017749091936151774,-725.2434613339951) Dual{Cells()}(-0.0021561406890021977,-806.2586279740257) Dual{Cells()}(-0.002013339182063987,-819.3132872867037) Dual{Cells()}(-0.0023958821213443783,-900.3287444190502) Dual{Cells()}(-0.0022533250257062805,-913.3834135809359) Dual{Cells()}(-0.0026360743732686044,-994.3990793223937) Dual{Cells()}(7.265727570027887e-8,-1007.4537556888671) Dual{Cells()}(-0.0017102183738136804,-629.8780866902611) Dual{Cells()}(-0.0015659289037818775,-642.9327144024737) Dual{Cells()}(-0.001948197867664573,-723.9475218043201) Dual{Cells()}(-0.0018047477422978451,-737.0021691970582) Dual{Cells()}(-0.0021857838797453787,-818.017378021319) Dual{Cells()}(-0.002043078743251591,-831.072038752017) Dual{Cells()}(-0.002425930195565924,-912.0875257141946) Dual{Cells()}(-0.002283482600580696,-925.1421958989223) Dual{Cells()}(-0.0026660533890855613,-1006.1578835077776) Dual{Cells()}(7.385307282521534e-8,-1019.2125606364377) Dual{Cells()}(-0.0017399592582120842,-641.6367367658013) Dual{Cells()}(-0.0015957887745385768,-654.6913674144408) Dual{Cells()}(-0.0019779356563389304,-735.7062340939939) Dual{Cells()}(-0.0018345791757075906,-748.7608834354075) Dual{Cells()}(-0.0022238506670005584,-829.7761325644161) Dual{Cells()}(-0.0020810114236035964,-842.8307946535137) Dual{Cells()}(-0.0024559679710055,-923.8463102580222) Dual{Cells()}(-0.0023157681805017817,-936.9009814276236) Dual{Cells()}(-0.0026960244665242034,-1017.9166901166443) Dual{Cells()}(7.479901501484075e-8,-1030.9713679814863) Dual{Cells()}(-0.0017697050255084143,-653.3953961146669) Dual{Cells()}(-0.0016256479646138272,-666.4500295441187) Dual{Cells()}(-0.0020076661023834346,-747.4649525518487) Dual{Cells()}(-0.0018644022363534744,-760.5196037514163) Dual{Cells()}(-0.0022455029477864066,-841.5348914160157) Dual{Cells()}(-0.0021029025125401443,-854.589554807361) Dual{Cells()}(-0.0024859936103036424,-935.6050979287411) Dual{Cells()}(-0.002395165023725319,-948.6597700459636) Dual{Cells()}(-0.0027260187078344583,-1029.675499066455) Dual{Cells()}(7.570781449755334e-8,-1042.7301776431464)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [5 15 21 33 39 51 57 69 75 87 93 105 111 123 129 141 147 159 165 177 183 195 201 213 219 231 237 249 255 267 273 285 291 303 309 321 327 339 345 357 363 375 381 393 399 411 417 429 435 447 453 465 471 483 489 501 507 519 525 537 543 555 561 573 579 591 597 609 615 627 633 645 651 663 669 681 687 699 704 714 719 729 735 747 753 765 771 783 789 801 807 819 825 837 843 855 861 873 879 891 897 909 915 927 933 945 951 963 969 981 987 999 1005 1017 1023 1035 1041 1053 1059 1071 1077 1089 1095 1107 1113 1125 1131 1143 1149 1161 1167 1179 1185 1197 1203 1215 1221 1233 1239 1251 1257 1269 1275 1287 1293 1305 1311 1323 1329 1341 1347 1359 1365 1377 1383 1395 1401 1413 1418 1428], nothing, 480, 240, Jutul.TrivialGlobalMap()),), target_entities = [3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], offdiagonal_alignment = (from_source = (Cells = [5 15 21 33 39 51 57 69 75 87 93 105 111 123 129 141 147 159 165 177 183 195 201 213 219 231 237 249 255 267 273 285 291 303 309 321 327 339 345 357 363 375 381 393 399 411 417 429 435 447 453 465 471 483 489 501 507 519 525 537 543 555 561 573 579 591 597 609 615 627 633 645 651 663 669 681 687 699 704 714 719 729 735 747 753 765 771 783 789 801 807 819 825 837 843 855 861 873 879 891 897 909 915 927 933 945 951 963 969 981 987 999 1005 1017 1023 1035 1041 1053 1059 1071 1077 1089 1095 1107 1113 1125 1131 1143 1149 1161 1167 1179 1185 1197 1203 1215 1221 1233 1239 1251 1257 1269 1275 1287 1293 1305 1311 1323 1329 1341 1347 1359 1365 1377 1383 1395 1401 1413 1418 1428],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 160, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(0.0015614819417201504,571.0849952967762) Dual{Cells()}(0.0013567633987529074,584.1396055363476) Dual{Cells()}(0.0017996564838216281,665.1540642482855) Dual{Cells()}(0.0016556494006848496,678.2087003137864) Dual{Cells()}(0.002038132645528428,759.2236768931137) Dual{Cells()}(0.0018947903162183685,772.2783298660844) Dual{Cells()}(0.002277017595403024,853.2936543980315) Dual{Cells()}(0.002134135512623887,866.3483190392865) Dual{Cells()}(0.002516423273628918,947.3638886108794) Dual{Cells()}(0.0001546060626743883,960.4185616413164) Dual{Cells()}(0.001591389885698071,582.8435902564526) Dual{Cells()}(0.0014360554125045603,595.8982044126261) Dual{Cells()}(0.0018294441627404224,676.9127407122305) Dual{Cells()}(0.0016855339355076593,689.9673792789254) Dual{Cells()}(0.0020679676346792115,770.9824068504765) Dual{Cells()}(0.0019246930479712196,784.0370615164795) Dual{Cells()}(0.0023069175858448647,865.0524213445618) Dual{Cells()}(0.002164081123041234,878.1070871844514) Dual{Cells()}(0.002546360430510293,959.1226821936356) Dual{Cells()}(2.228385556964079e-6,972.1773561036454) Dual{Cells()}(0.0016211235645010199,594.6021975618498) Dual{Cells()}(0.0014751399758807192,607.6568154070894) Dual{Cells()}(0.0018592388940628331,688.6714250825485) Dual{Cells()}(0.0017154210682112363,701.7260660247175) Dual{Cells()}(0.0020978085099509877,782.7411421717584) Dual{Cells()}(0.0019545986278237224,795.7957984560328) Dual{Cells()}(0.0023368249933773846,876.8111920956956) Dual{Cells()}(0.002194031669016539,889.8658590868351) Dual{Cells()}(0.002576297260093237,970.8814785716963) Dual{Cells()}(2.983554966962124e-8,983.9361533306725) Dual{Cells()}(0.0016508529333091268,606.3608165003884) Dual{Cells()}(0.001506163228576607,619.4154378245402) Dual{Cells()}(0.001889040148993449,700.4301169635576) Dual{Cells()}(0.001745310582120976,713.4847601636518) Dual{Cells()}(0.0021276557863743736,794.4998826207421) Dual{Cells()}(0.0019845075735717473,807.5545404526279) Dual{Cells()}(0.002366738624358528,888.5699665010393) Dual{Cells()}(0.002223986370743465,901.6246345994005) Dual{Cells()}(0.0026062374303328687,982.6402776465717) Dual{Cells()}(-7.030498391362947e-8,995.6949532236483) Dual{Cells()}(0.0016805928766598021,618.1194464132603) Dual{Cells()}(0.0015361351036651488,631.1740710216096) Dual{Cells()}(0.001918847493383889,712.188815986014) Dual{Cells()}(0.0017752023111902125,725.2434613339705) Dual{Cells()}(0.0021575101977351933,806.2586279740658) Dual{Cells()}(0.0020144205792552252,819.3132872867334) Dual{Cells()}(0.002396657294235915,900.3287444191485) Dual{Cells()}(0.00225394775140356,913.3834135809359) Dual{Cells()}(0.0026361804297649017,994.3990793224685) Dual{Cells()}(-7.617466641410324e-8,1007.453755688905) Dual{Cells()}(0.0017103439589703183,629.8780866903031) Dual{Cells()}(0.0015660137240406443,642.9327144024805) Dual{Cells()}(0.0019486605907442598,723.9475218042954) Dual{Cells()}(0.0018050961478609118,737.0021691970403) Dual{Cells()}(0.0021873727357161845,818.0173780212516) Dual{Cells()}(0.002044338545213468,831.072038751987) Dual{Cells()}(0.002426579834542383,912.0875257142299) Dual{Cells()}(0.002284004790167986,925.1421958989351) Dual{Cells()}(0.0026661257910885385,1006.1578835077866) Dual{Cells()}(-7.717717404720076e-8,1019.2125606364395) Dual{Cells()}(0.0017401054368405926,641.6367367658095) Dual{Cells()}(0.0015958891847164766,654.6913674144396) Dual{Cells()}(0.0019784792061546957,735.7062340939781) Dual{Cells()}(0.0018349920524884744,748.7608834354569) Dual{Cells()}(0.0022172446968524314,829.7761325643644) Dual{Cells()}(0.00207426262594125,842.8307946535414) Dual{Cells()}(0.0024565050329711504,923.8463102580307) Dual{Cells()}(0.0023162004072172105,936.9009814274958) Dual{Cells()}(0.0026960741268079293,1017.9166901166917) Dual{Cells()}(-7.798874283589603e-8,1030.9713679815593) Dual{Cells()}(0.0017698765267470606,653.3953961146902) Dual{Cells()}(0.0016257677237762782,666.4500295440926) Dual{Cells()}(0.002008303221583954,747.4649525519235) Dual{Cells()}(0.0018648900645819436,760.5196037514692) Dual{Cells()}(0.002247126226819996,841.534891415984) Dual{Cells()}(0.002104195719189282,854.589554807342) Dual{Cells()}(0.0024864304516197277,935.6050979287411) Dual{Cells()}(0.002395528635447713,948.6597700460361) Dual{Cells()}(0.0027260568923803325,1029.6754990664163) Dual{Cells()}(-7.882166220587035e-8,1042.7301776431552) Dual{Cells()}(0.0015614045438696966,571.0849952967496) Dual{Cells()}(0.001356718837336248,584.1396055363284) Dual{Cells()}(0.0017994543371919077,665.1540642483353) Dual{Cells()}(0.001655506031452178,678.208700313763) Dual{Cells()}(0.0020373874302157505,759.2236768931068) Dual{Cells()}(0.001894215559065267,772.2783298660323) Dual{Cells()}(0.0022755962125411487,853.2936543981515) Dual{Cells()}(0.0021330000851222733,866.3483190392479) Dual{Cells()}(0.002516074809345867,947.3638886108706) Dual{Cells()}(0.0001546167344649612,960.4185616413797) Dual{Cells()}(0.0015913088753108965,582.8435902564333) Dual{Cells()}(0.0014360041897469456,595.8982044126261) Dual{Cells()}(0.0018292053683062574,676.9127407121858) Dual{Cells()}(0.0016853621243211661,689.9673792789534) Dual{Cells()}(0.0020670977365513216,770.9824068504521) Dual{Cells()}(0.0019240176537867293,784.0370615164795) Dual{Cells()}(0.0023056810710104236,865.0524213445932) Dual{Cells()}(0.0021630915395477613,878.107087184488) Dual{Cells()}(0.002546088953591645,959.1226821935264) Dual{Cells()}(2.233040519085202e-6,972.1773561037559) Dual{Cells()}(0.0016210362719339115,594.6021975618588) Dual{Cells()}(0.001475083623999995,607.6568154071288) Dual{Cells()}(0.00185895667304498,688.6714250825027) Dual{Cells()}(0.001715215332356529,701.7260660247172) Dual{Cells()}(0.0020967949596211095,782.7411421717878) Dual{Cells()}(0.001953806884934913,795.7957984560604) Dual{Cells()}(0.0023357571453469566,876.8111920956738) Dual{Cells()}(0.0021931757315904964,889.8658590868334) Dual{Cells()}(0.0025760917111533914,970.881478571733) Dual{Cells()}(3.393332877618739e-8,983.9361533306728) Dual{Cells()}(0.0016507563623364046,606.360816500432) Dual{Cells()}(0.0015061000371776644,619.4154378245327) Dual{Cells()}(0.0018887068345399423,700.4301169635576) Dual{Cells()}(0.0017450646949227423,713.4847601636764) Dual{Cells()}(0.002126476842510489,794.4998826207421) Dual{Cells()}(0.0019835814408698076,807.55454045259) Dual{Cells()}(0.0023658242918871224,888.5699665010605) Dual{Cells()}(0.0022232525476334063,901.6246345994206) Dual{Cells()}(0.0026060869838561364,982.6402776465399) Dual{Cells()}(-6.653352863432861e-8,995.6949532236363) Dual{Cells()}(0.0016804836753818398,618.1194464132641) Dual{Cells()}(0.001536062557449652,631.1740710216305) Dual{Cells()}(0.0019184544009890237,712.1888159860384) Dual{Cells()}(0.0017749091936151774,725.2434613339951) Dual{Cells()}(0.0021561406890021977,806.2586279740257) Dual{Cells()}(0.002013339182063987,819.3132872867037) Dual{Cells()}(0.0023958821213443783,900.3287444190502) Dual{Cells()}(0.0022533250257062805,913.3834135809359) Dual{Cells()}(0.0026360743732686044,994.3990793223937) Dual{Cells()}(-7.265727570027887e-8,1007.4537556888671) Dual{Cells()}(0.0017102183738136804,629.8780866902611) Dual{Cells()}(0.0015659289037818775,642.9327144024737) Dual{Cells()}(0.001948197867664573,723.9475218043201) Dual{Cells()}(0.0018047477422978451,737.0021691970582) Dual{Cells()}(0.0021857838797453787,818.017378021319) Dual{Cells()}(0.002043078743251591,831.072038752017) Dual{Cells()}(0.002425930195565924,912.0875257141946) Dual{Cells()}(0.002283482600580696,925.1421958989223) Dual{Cells()}(0.0026660533890855613,1006.1578835077776) Dual{Cells()}(-7.385307282521534e-8,1019.2125606364377) Dual{Cells()}(0.0017399592582120842,641.6367367658013) Dual{Cells()}(0.0015957887745385768,654.6913674144408) Dual{Cells()}(0.0019779356563389304,735.7062340939939) Dual{Cells()}(0.0018345791757075906,748.7608834354075) Dual{Cells()}(0.0022238506670005584,829.7761325644161) Dual{Cells()}(0.0020810114236035964,842.8307946535137) Dual{Cells()}(0.0024559679710055,923.8463102580222) Dual{Cells()}(0.0023157681805017817,936.9009814276236) Dual{Cells()}(0.0026960244665242034,1017.9166901166443) Dual{Cells()}(-7.479901501484075e-8,1030.9713679814863) Dual{Cells()}(0.0017697050255084143,653.3953961146669) Dual{Cells()}(0.0016256479646138272,666.4500295441187) Dual{Cells()}(0.0020076661023834346,747.4649525518487) Dual{Cells()}(0.0018644022363534744,760.5196037514163) Dual{Cells()}(0.0022455029477864066,841.5348914160157) Dual{Cells()}(0.0021029025125401443,854.589554807361) Dual{Cells()}(0.0024859936103036424,935.6050979287411) Dual{Cells()}(0.002395165023725319,948.6597700459636) Dual{Cells()}(0.0027260187078344583,1029.675499066455) Dual{Cells()}(-7.570781449755334e-8,1042.7301776431464)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [1 12 16 29 34 47 52 65 70 83 89 102 107 120 125 138 143 156 161 174 179 192 197 210 215 228 233 246 251 264 269 282 287 300 305 318 323 336 341 354 359 372 377 390 395 408 413 426 431 444 449 462 467 480 485 498 503 516 521 534 539 552 557 570 575 588 593 606 611 624 630 643 648 661 666 679 684 697 701 712 716 727 731 744 749 762 767 780 785 798 804 817 822 835 840 853 858 871 876 889 894 907 912 925 930 943 948 961 966 979 984 997 1002 1015 1020 1033 1038 1051 1056 1069 1074 1087 1092 1105 1110 1123 1128 1141 1146 1159 1164 1177 1182 1195 1200 1213 1218 1231 1236 1249 1254 1267 1272 1285 1290 1303 1308 1321 1326 1339 1345 1358 1363 1376 1381 1394 1399 1412 1416 1427], nothing, 240, 240, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(0.0015614819417201504,-571.0849952967762,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0013567633987529074,-584.1396055363476,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017996564838216281,-665.1540642482855,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016556494006848496,-678.2087003137864,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002038132645528428,-759.2236768931137,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018947903162183685,-772.2783298660844,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002277017595403024,-853.2936543980315,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002134135512623887,-866.3483190392865,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002516423273628918,-947.3638886108794,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0001546060626743883,-960.4185616413164,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001591389885698071,-582.8435902564526,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0014360554125045603,-595.8982044126261,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018294441627404224,-676.9127407122305,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016855339355076593,-689.9673792789254,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0020679676346792115,-770.9824068504765,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0019246930479712196,-784.0370615164795,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0023069175858448647,-865.0524213445618,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002164081123041234,-878.1070871844514,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002546360430510293,-959.1226821936356,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.228385556964079e-6,-972.1773561036454,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016211235645010199,-594.6021975618498,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0014751399758807192,-607.6568154070894,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018592388940628331,-688.6714250825485,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017154210682112363,-701.7260660247175,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0020978085099509877,-782.7411421717584,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0019545986278237224,-795.7957984560328,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0023368249933773846,-876.8111920956956,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002194031669016539,-889.8658590868351,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002576297260093237,-970.8814785716963,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.983554966962124e-8,-983.9361533306725,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016508529333091268,-606.3608165003884,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001506163228576607,-619.4154378245402,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001889040148993449,-700.4301169635576,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001745310582120976,-713.4847601636518,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0021276557863743736,-794.4998826207421,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0019845075735717473,-807.5545404526279,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002366738624358528,-888.5699665010393,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002223986370743465,-901.6246345994005,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0026062374303328687,-982.6402776465717,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.030498391362947e-8,-995.6949532236483,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016805928766598021,-618.1194464132603,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0015361351036651488,-631.1740710216096,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001918847493383889,-712.188815986014,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017752023111902125,-725.2434613339705,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0021575101977351933,-806.2586279740658,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0020144205792552252,-819.3132872867334,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002396657294235915,-900.3287444191485,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.00225394775140356,-913.3834135809359,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0026361804297649017,-994.3990793224685,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.617466641410324e-8,-1007.453755688905,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017103439589703183,-629.8780866903031,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0015660137240406443,-642.9327144024805,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0019486605907442598,-723.9475218042954,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018050961478609118,-737.0021691970403,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0021873727357161845,-818.0173780212516,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002044338545213468,-831.072038751987,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002426579834542383,-912.0875257142299,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002284004790167986,-925.1421958989351,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0026661257910885385,-1006.1578835077866,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.717717404720076e-8,-1019.2125606364395,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017401054368405926,-641.6367367658095,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0015958891847164766,-654.6913674144396,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0019784792061546957,-735.7062340939781,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018349920524884744,-748.7608834354569,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0022172446968524314,-829.7761325643644,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.00207426262594125,-842.8307946535414,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0024565050329711504,-923.8463102580307,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0023162004072172105,-936.9009814274958,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0026960741268079293,-1017.9166901166917,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.798874283589603e-8,-1030.9713679815593,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017698765267470606,-653.3953961146902,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016257677237762782,-666.4500295440926,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002008303221583954,-747.4649525519235,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018648900645819436,-760.5196037514692,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002247126226819996,-841.534891415984,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002104195719189282,-854.589554807342,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0024864304516197277,-935.6050979287411,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002395528635447713,-948.6597700460361,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0027260568923803325,-1029.6754990664163,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.882166220587035e-8,-1042.7301776431552,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0015614045438696966,-571.0849952967496,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001356718837336248,-584.1396055363284,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017994543371919077,-665.1540642483353,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001655506031452178,-678.208700313763,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0020373874302157505,-759.2236768931068,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001894215559065267,-772.2783298660323,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0022755962125411487,-853.2936543981515,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0021330000851222733,-866.3483190392479,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002516074809345867,-947.3638886108706,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0001546167344649612,-960.4185616413797,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0015913088753108965,-582.8435902564333,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0014360041897469456,-595.8982044126261,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018292053683062574,-676.9127407121858,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016853621243211661,-689.9673792789534,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0020670977365513216,-770.9824068504521,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0019240176537867293,-784.0370615164795,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0023056810710104236,-865.0524213445932,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0021630915395477613,-878.107087184488,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002546088953591645,-959.1226821935264,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(2.233040519085202e-6,-972.1773561037559,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016210362719339115,-594.6021975618588,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001475083623999995,-607.6568154071288,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.00185895667304498,-688.6714250825027,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001715215332356529,-701.7260660247172,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0020967949596211095,-782.7411421717878,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001953806884934913,-795.7957984560604,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0023357571453469566,-876.8111920956738,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0021931757315904964,-889.8658590868334,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0025760917111533914,-970.881478571733,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(3.393332877618739e-8,-983.9361533306728,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016507563623364046,-606.360816500432,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0015061000371776644,-619.4154378245327,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018887068345399423,-700.4301169635576,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017450646949227423,-713.4847601636764,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002126476842510489,-794.4998826207421,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0019835814408698076,-807.55454045259,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0023658242918871224,-888.5699665010605,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0022232525476334063,-901.6246345994206,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0026060869838561364,-982.6402776465399,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-6.653352863432861e-8,-995.6949532236363,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016804836753818398,-618.1194464132641,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001536062557449652,-631.1740710216305,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0019184544009890237,-712.1888159860384,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017749091936151774,-725.2434613339951,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0021561406890021977,-806.2586279740257,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002013339182063987,-819.3132872867037,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0023958821213443783,-900.3287444190502,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0022533250257062805,-913.3834135809359,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0026360743732686044,-994.3990793223937,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.265727570027887e-8,-1007.4537556888671,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017102183738136804,-629.8780866902611,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0015659289037818775,-642.9327144024737,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.001948197867664573,-723.9475218043201,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018047477422978451,-737.0021691970582,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0021857838797453787,-818.017378021319,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002043078743251591,-831.072038752017,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002425930195565924,-912.0875257141946,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002283482600580696,-925.1421958989223,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0026660533890855613,-1006.1578835077776,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.385307282521534e-8,-1019.2125606364377,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017399592582120842,-641.6367367658013,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0015957887745385768,-654.6913674144408,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0019779356563389304,-735.7062340939939,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018345791757075906,-748.7608834354075,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0022238506670005584,-829.7761325644161,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0020810114236035964,-842.8307946535137,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0024559679710055,-923.8463102580222,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0023157681805017817,-936.9009814276236,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0026960244665242034,-1017.9166901166443,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.479901501484075e-8,-1030.9713679814863,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0017697050255084143,-653.3953961146669,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0016256479646138272,-666.4500295441187,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0020076661023834346,-747.4649525518487,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0018644022363534744,-760.5196037514163,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0022455029477864066,-841.5348914160157,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0021029025125401443,-854.589554807361,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0024859936103036424,-935.6050979287411,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.002395165023725319,-948.6597700459636,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(0.0027260187078344583,-1029.675499066455,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.570781449755334e-8,-1042.7301776431464,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161], [3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [1454 1467 1532 1546 1614 1628 1696 1710 1778 1792 1860 1874 1942 1956 2024 2038 2106 2120 2188 2202 2270 2284 2352 2366 2434 2448 2516 2530 2598 2612 2680 2694 2762 2776 2844 2858 2926 2940 3008 3022 3090 3104 3172 3186 3254 3268 3336 3350 3418 3432 3500 3514 3582 3596 3664 3678 3746 3760 3828 3842 3910 3924 3992 4006 4074 4088 4156 4170 4238 4252 4320 4334 4402 4416 4484 4498 4566 4580 4646 4659 4722 4735 4800 4814 4882 4896 4964 4978 5046 5060 5128 5142 5210 5224 5292 5306 5374 5388 5456 5470 5538 5552 5620 5634 5702 5716 5784 5798 5866 5880 5948 5962 6030 6044 6112 6126 6194 6208 6276 6290 6358 6372 6440 6454 6522 6536 6604 6618 6686 6700 6768 6782 6850 6864 6932 6946 7014 7028 7096 7110 7178 7192 7260 7274 7342 7356 7424 7438 7506 7520 7588 7602 7670 7684 7752 7766 7834 7848 7914 7927; 7990 8003 8068 8082 8150 8164 8232 8246 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15356 15424 15438 15506 15520 15588 15602 15670 15684 15752 15766 15834 15848 15916 15930 15998 16012 16080 16094 16162 16176 16244 16258 16326 16340 16408 16422 16490 16504 16572 16586 16654 16668 16736 16750 16818 16832 16900 16914 16982 16996 17064 17078 17146 17160 17228 17242 17310 17324 17392 17406 17474 17488 17556 17570 17638 17652 17718 17731 17794 17807 17872 17886 17954 17968 18036 18050 18118 18132 18200 18214 18282 18296 18364 18378 18446 18460 18528 18542 18610 18624 18692 18706 18774 18788 18856 18870 18938 18952 19020 19034 19102 19116 19184 19198 19266 19280 19348 19362 19430 19444 19512 19526 19594 19608 19676 19690 19758 19772 19840 19854 19922 19936 20004 20018 20086 20100 20168 20182 20250 20264 20332 20346 20414 20428 20496 20510 20578 20592 20660 20674 20742 20756 20824 20838 20906 20920 20986 20999; 21062 21075 21140 21154 21222 21236 21304 21318 21386 21400 21468 21482 21550 21564 21632 21646 21714 21728 21796 21810 21878 21892 21960 21974 22042 22056 22124 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28920 28988 29002 29070 29084 29152 29166 29234 29248 29316 29330 29398 29412 29480 29494 29562 29576 29644 29658 29726 29740 29808 29822 29890 29904 29972 29986 30054 30068 30136 30150 30218 30232 30300 30314 30382 30396 30464 30478 30546 30560 30628 30642 30710 30724 30790 30803 30866 30879 30944 30958 31026 31040 31108 31122 31190 31204 31272 31286 31354 31368 31436 31450 31518 31532 31600 31614 31682 31696 31764 31778 31846 31860 31928 31942 32010 32024 32092 32106 32174 32188 32256 32270 32338 32352 32420 32434 32502 32516 32584 32598 32666 32680 32748 32762 32830 32844 32912 32926 32994 33008 33076 33090 33158 33172 33240 33254 33322 33336 33404 33418 33486 33500 33568 33582 33650 33664 33732 33746 33814 33828 33896 33910 33978 33992 34058 34071; 34134 34147 34212 34226 34294 34308 34376 34390 34458 34472 34540 34554 34622 34636 34704 34718 34786 34800 34868 34882 34950 34964 35032 35046 35114 35128 35196 35210 35278 35292 35360 35374 35442 35456 35524 35538 35606 35620 35688 35702 35770 35784 35852 35866 35934 35948 36016 36030 36098 36112 36180 36194 36262 36276 36344 36358 36426 36440 36508 36522 36590 36604 36672 36686 36754 36768 36836 36850 36918 36932 37000 37014 37082 37096 37164 37178 37246 37260 37326 37339 37402 37415 37480 37494 37562 37576 37644 37658 37726 37740 37808 37822 37890 37904 37972 37986 38054 38068 38136 38150 38218 38232 38300 38314 38382 38396 38464 38478 38546 38560 38628 38642 38710 38724 38792 38806 38874 38888 38956 38970 39038 39052 39120 39134 39202 39216 39284 39298 39366 39380 39448 39462 39530 39544 39612 39626 39694 39708 39776 39790 39858 39872 39940 39954 40022 40036 40104 40118 40186 40200 40268 40282 40350 40364 40432 40446 40514 40528 40594 40607; 40670 40683 40748 40762 40830 40844 40912 40926 40994 41008 41076 41090 41158 41172 41240 41254 41322 41336 41404 41418 41486 41500 41568 41582 41650 41664 41732 41746 41814 41828 41896 41910 41978 41992 42060 42074 42142 42156 42224 42238 42306 42320 42388 42402 42470 42484 42552 42566 42634 42648 42716 42730 42798 42812 42880 42894 42962 42976 43044 43058 43126 43140 43208 43222 43290 43304 43372 43386 43454 43468 43536 43550 43618 43632 43700 43714 43782 43796 43862 43875 43938 43951 44016 44030 44098 44112 44180 44194 44262 44276 44344 44358 44426 44440 44508 44522 44590 44604 44672 44686 44754 44768 44836 44850 44918 44932 45000 45014 45082 45096 45164 45178 45246 45260 45328 45342 45410 45424 45492 45506 45574 45588 45656 45670 45738 45752 45820 45834 45902 45916 45984 45998 46066 46080 46148 46162 46230 46244 46312 46326 46394 46408 46476 46490 46558 46572 46640 46654 46722 46736 46804 46818 46886 46900 46968 46982 47050 47064 47130 47143], nothing, 240, 480, Jutul.TrivialGlobalMap()),), target_entities = [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], offdiagonal_alignment = (from_source = (Cells = [1454 1467 1532 1546 1614 1628 1696 1710 1778 1792 1860 1874 1942 1956 2024 2038 2106 2120 2188 2202 2270 2284 2352 2366 2434 2448 2516 2530 2598 2612 2680 2694 2762 2776 2844 2858 2926 2940 3008 3022 3090 3104 3172 3186 3254 3268 3336 3350 3418 3432 3500 3514 3582 3596 3664 3678 3746 3760 3828 3842 3910 3924 3992 4006 4074 4088 4156 4170 4238 4252 4320 4334 4402 4416 4484 4498 4566 4580 4646 4659 4722 4735 4800 4814 4882 4896 4964 4978 5046 5060 5128 5142 5210 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12826 12894 12908 12976 12990 13058 13072 13140 13154 13222 13236 13304 13318 13386 13400 13468 13482 13550 13564 13632 13646 13714 13728 13796 13810 13878 13892 13960 13974 14042 14056 14124 14138 14206 14220 14288 14302 14370 14384 14450 14463; 14526 14539 14604 14618 14686 14700 14768 14782 14850 14864 14932 14946 15014 15028 15096 15110 15178 15192 15260 15274 15342 15356 15424 15438 15506 15520 15588 15602 15670 15684 15752 15766 15834 15848 15916 15930 15998 16012 16080 16094 16162 16176 16244 16258 16326 16340 16408 16422 16490 16504 16572 16586 16654 16668 16736 16750 16818 16832 16900 16914 16982 16996 17064 17078 17146 17160 17228 17242 17310 17324 17392 17406 17474 17488 17556 17570 17638 17652 17718 17731 17794 17807 17872 17886 17954 17968 18036 18050 18118 18132 18200 18214 18282 18296 18364 18378 18446 18460 18528 18542 18610 18624 18692 18706 18774 18788 18856 18870 18938 18952 19020 19034 19102 19116 19184 19198 19266 19280 19348 19362 19430 19444 19512 19526 19594 19608 19676 19690 19758 19772 19840 19854 19922 19936 20004 20018 20086 20100 20168 20182 20250 20264 20332 20346 20414 20428 20496 20510 20578 20592 20660 20674 20742 20756 20824 20838 20906 20920 20986 20999; 21062 21075 21140 21154 21222 21236 21304 21318 21386 21400 21468 21482 21550 21564 21632 21646 21714 21728 21796 21810 21878 21892 21960 21974 22042 22056 22124 22138 22206 22220 22288 22302 22370 22384 22452 22466 22534 22548 22616 22630 22698 22712 22780 22794 22862 22876 22944 22958 23026 23040 23108 23122 23190 23204 23272 23286 23354 23368 23436 23450 23518 23532 23600 23614 23682 23696 23764 23778 23846 23860 23928 23942 24010 24024 24092 24106 24174 24188 24254 24267 24330 24343 24408 24422 24490 24504 24572 24586 24654 24668 24736 24750 24818 24832 24900 24914 24982 24996 25064 25078 25146 25160 25228 25242 25310 25324 25392 25406 25474 25488 25556 25570 25638 25652 25720 25734 25802 25816 25884 25898 25966 25980 26048 26062 26130 26144 26212 26226 26294 26308 26376 26390 26458 26472 26540 26554 26622 26636 26704 26718 26786 26800 26868 26882 26950 26964 27032 27046 27114 27128 27196 27210 27278 27292 27360 27374 27442 27456 27522 27535; 27598 27611 27676 27690 27758 27772 27840 27854 27922 27936 28004 28018 28086 28100 28168 28182 28250 28264 28332 28346 28414 28428 28496 28510 28578 28592 28660 28674 28742 28756 28824 28838 28906 28920 28988 29002 29070 29084 29152 29166 29234 29248 29316 29330 29398 29412 29480 29494 29562 29576 29644 29658 29726 29740 29808 29822 29890 29904 29972 29986 30054 30068 30136 30150 30218 30232 30300 30314 30382 30396 30464 30478 30546 30560 30628 30642 30710 30724 30790 30803 30866 30879 30944 30958 31026 31040 31108 31122 31190 31204 31272 31286 31354 31368 31436 31450 31518 31532 31600 31614 31682 31696 31764 31778 31846 31860 31928 31942 32010 32024 32092 32106 32174 32188 32256 32270 32338 32352 32420 32434 32502 32516 32584 32598 32666 32680 32748 32762 32830 32844 32912 32926 32994 33008 33076 33090 33158 33172 33240 33254 33322 33336 33404 33418 33486 33500 33568 33582 33650 33664 33732 33746 33814 33828 33896 33910 33978 33992 34058 34071; 34134 34147 34212 34226 34294 34308 34376 34390 34458 34472 34540 34554 34622 34636 34704 34718 34786 34800 34868 34882 34950 34964 35032 35046 35114 35128 35196 35210 35278 35292 35360 35374 35442 35456 35524 35538 35606 35620 35688 35702 35770 35784 35852 35866 35934 35948 36016 36030 36098 36112 36180 36194 36262 36276 36344 36358 36426 36440 36508 36522 36590 36604 36672 36686 36754 36768 36836 36850 36918 36932 37000 37014 37082 37096 37164 37178 37246 37260 37326 37339 37402 37415 37480 37494 37562 37576 37644 37658 37726 37740 37808 37822 37890 37904 37972 37986 38054 38068 38136 38150 38218 38232 38300 38314 38382 38396 38464 38478 38546 38560 38628 38642 38710 38724 38792 38806 38874 38888 38956 38970 39038 39052 39120 39134 39202 39216 39284 39298 39366 39380 39448 39462 39530 39544 39612 39626 39694 39708 39776 39790 39858 39872 39940 39954 40022 40036 40104 40118 40186 40200 40268 40282 40350 40364 40432 40446 40514 40528 40594 40607; 40670 40683 40748 40762 40830 40844 40912 40926 40994 41008 41076 41090 41158 41172 41240 41254 41322 41336 41404 41418 41486 41500 41568 41582 41650 41664 41732 41746 41814 41828 41896 41910 41978 41992 42060 42074 42142 42156 42224 42238 42306 42320 42388 42402 42470 42484 42552 42566 42634 42648 42716 42730 42798 42812 42880 42894 42962 42976 43044 43058 43126 43140 43208 43222 43290 43304 43372 43386 43454 43468 43536 43550 43618 43632 43700 43714 43782 43796 43862 43875 43938 43951 44016 44030 44098 44112 44180 44194 44262 44276 44344 44358 44426 44440 44508 44522 44590 44604 44672 44686 44754 44768 44836 44850 44918 44932 45000 45014 45082 45096 45164 45178 45246 45260 45328 45342 45410 45424 45492 45506 45574 45588 45656 45670 45738 45752 45820 45834 45902 45916 45984 45998 46066 46080 46148 46162 46230 46244 46312 46326 46394 46408 46476 46490 46558 46572 46640 46654 46722 46736 46804 46818 46886 46900 46968 46982 47050 47064 47130 47143],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 160, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(5.921288842118065e-10,0.40638649362993756,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015612818055924314,0.4187370296822482,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013382757584664534,0.4795286176330274,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017997668353197309,0.4918791887950454,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016557421696817075,0.552671619243676,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020382498708535453,0.5650222126556012,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001894901116796882,0.6258151931728921,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002277144281872568,0.6381658015669058,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021342631205184997,0.6989591610176265,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002516501167360281,0.7113097799778596,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.547097602840936e-9,0.4155291954833196,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001591459115584718,0.42787973694274334,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001428826926766704,0.4886714528404041,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018295552325157999,0.5010220273321935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016856289718778243,0.5618145392301788,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020680857860564646,0.5741651348359307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001924806151284016,0.634958170381151,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0023070463551853886,0.6473087802964905,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021642099980162944,0.7081021786584072,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002546434815897516,0.7204527987160598,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.4237555764984673e-8,0.4246719178434538,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016212272910563538,0.4370224643694601,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001473606093903955,0.4978143007213827,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018593507457090152,0.5101648783633871,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017155183575229124,0.570957467588704,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020979275729441477,0.5833080652853071,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001954714065381485,0.6441011534062383,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0023369557978272556,0.656451764779118,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021941618799337873,0.7172452005030577,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002576372494728151,0.7295958216167009,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.5249418856784793e-7,0.43381465942836916,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016509605900335575,0.44616521070841125,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015060152326392712,0.5069571605968878,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018891528308313686,0.5193077412222882,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017454101153343688,0.5801004039274624,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021277757366354967,0.5924510036173457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001984625384549939,0.6532441420061675,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002366871419731736,0.6655947547757257,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002224118363719862,0.7263882263933653,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002606313552744928,0.7387388485247738,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.244929411058618e-7,0.44295741906087926,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016807011572115105,0.4553079748074259,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015361954650042224,0.5161000318356439,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0019189610436403728,0.5284506152891665,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017753040843906842,0.5892433478773819,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021576310009194907,0.6015939494698005,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020145408111197647,0.6623871359505445,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.00239679204035933,0.6747377500611393,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0022540909874718086,0.735531256180741,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0026362574221074084,0.7478818792914725,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.3493045054501294e-6,0.4521001956580286,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017104526439561507,0.46445075560656846,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015660977469799588,0.5252429138496054,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0019487750380650629,0.5375934999866943,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018052001623177743,0.5983862990929066,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021874943440736727,0.6107369025018694,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020444612531322257,0.6715301350244124,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0024267164964408465,0.6838807504209354,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002284363064779403,0.7446742897219147,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002666203712149687,0.7570249137767796,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.18422655889586e-6,0.46124298822173093,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017402146050421313,0.47359355212798704,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015959772403193952,0.5343858060909539,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001978594570840007,0.5467363947764201,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018350983148080118,0.6075292572485187,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002217367032656564,0.6198798623936186,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020743878552450115,0.6806731390209155,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002456643637188074,0.6930237556528536,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0023213749871324445,0.7538173268811841,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0026961549690993855,0.7661679518463518,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.6405917349100094e-5,0.4703857958306206,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017699862662659714,0.48273636346918647,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016258582002803888,0.5435287080482365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002008419514979951,0.5558792991558582,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018649985869626695,0.6166722220381439,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0022472507761394055,0.6290228288432904,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002104322117237679,0.689816147746997,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0024865723024643923,0.7021667655658589,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002547440612845507,0.7629603675296178,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0027261847266801293,0.7753109933727211,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(4.922091968920435e-10,0.4063864936299499,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015612075870835049,0.4187370296822919,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0013382277820550943,0.4795286176330274,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017995684242343192,0.4918791887950457,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016555945894287999,0.552671619243676,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020375114706546074,0.5650222126555783,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018943189565567798,0.6258151931729373,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002275734086977447,0.6381658015669058,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002133115396038492,0.6989591610176835,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0025161572762053322,0.7113097799778357,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.4449257227803658e-9,0.4155291954833269,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015913812542159428,0.4278797369427558,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0014287722400783028,0.4886714528404041,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018293203834486838,0.5010220273322078,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001685452725841414,0.5618145392301541,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020672233894000434,0.5741651348359307,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0019241226524524555,0.6349581703812964,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002305820033619592,0.647308780296323,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021632095345500897,0.7081021786581362,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0025461674523307148,0.7204527987159703,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(2.4133512079464253e-8,0.4246719178434333,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016211431514557056,0.43702246436945935,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001473546184676843,0.4978143007213827,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018590727201310013,0.5101648783634258,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017153079228461314,0.570957467588704,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020969223049150873,0.583308065285309,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0019539134185686024,0.6441011534063993,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0023358970430733075,0.6564517647788906,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021932961800283455,0.7172452005031046,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0025761706694874213,0.7295958216167023,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.5239037126688912e-7,0.4338146594283376,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016508672000371582,0.44616521070840587,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015059484494082318,0.5069571605968878,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018888240061595348,0.5193077412223117,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017451592211326229,0.5801004039274867,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002126605940893931,0.5924510036173573,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001983689423456556,0.653244142006184,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0023659651792752386,0.6655947547758626,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002223375764606007,0.7263882263933118,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0026061665063423674,0.7387388485246678,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(8.243958514332572e-7,0.4429574190608858,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016805951900704238,0.4553079748074259,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001536119264417464,0.5161000318356482,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0019185727842690229,0.5284506152891643,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017750056027254866,0.5892433478773732,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021562713864397005,0.6015939494698014,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020134483579669544,0.6623871359505974,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002396024066734201,0.6747377500611464,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002253460365194252,0.735531256180844,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002636154504947983,0.7478818792914939,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(3.3492106461651413e-6,0.4521001956580298,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017103303729340707,0.4644507556065795,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015660091791400211,0.5252429138496035,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0019483175454977433,0.537593499986702,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001804845981256547,0.5983862990929523,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002185912059283691,0.6107369025018723,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020431852629591817,0.6715301350244434,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002426073265041246,0.6838807504210043,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0022838337893289567,0.7446742897220588,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0026661342493280713,0.757024913776787,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(7.18405445736078e-6,0.4612429882217038,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017400718492613808,0.4735935521280064,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0015958729599567568,0.5343858060909499,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0019780567094751607,0.546736394776419,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0018346791905542498,0.6075292572485724,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0022155141770604197,0.6198798623936886,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0020728906896908582,0.6806731390209099,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002456112284397592,0.6930237556527891,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002320936700282573,0.7538173268812677,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0026961081070360337,0.766167951846364,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(1.640578561516372e-5,0.47038579583062406,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0017698183274868274,0.48273636346918647,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0016257344173062406,0.5435287080482365,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002007788609672289,0.5558792991558847,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.001864503971494398,0.6166722220381223,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002245635616404452,0.6290228288433088,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0021030113132979966,0.6898161477469409,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0024861405577590564,0.7021667655658589,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.002547074734090731,0.7629603675295914,0.0,0.0,0.0,0.0,0.0,0.0) Dual{Cells()}(0.0027261492576704342,0.7753109933727103,0.0,0.0,0.0,0.0,0.0,0.0)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161], [3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [83913 83925 83991 84004 84073 84086 84155 84168 84237 84250 84320 84333 84402 84415 84484 84497 84566 84579 84648 84661 84730 84743 84812 84825 84894 84907 84976 84989 85058 85071 85140 85153 85222 85235 85304 85317 85386 85399 85468 85481 85550 85563 85632 85645 85714 85727 85796 85809 85878 85891 85960 85973 86042 86055 86124 86137 86206 86219 86288 86301 86370 86383 86452 86465 86534 86547 86616 86629 86698 86711 86781 86794 86863 86876 86945 86958 87027 87040 87106 87118 87182 87194 87260 87273 87342 87355 87424 87437 87506 87519 87589 87602 87671 87684 87753 87766 87835 87848 87917 87930 87999 88012 88081 88094 88163 88176 88245 88258 88327 88340 88409 88422 88491 88504 88573 88586 88655 88668 88737 88750 88819 88832 88901 88914 88983 88996 89065 89078 89147 89160 89229 89242 89311 89324 89393 89406 89475 89488 89557 89570 89639 89652 89721 89734 89803 89816 89885 89898 89967 89980 90050 90063 90132 90145 90214 90227 90296 90309 90375 90387; 90449 90461 90527 90540 90609 90622 90691 90704 90773 90786 90856 90869 90938 90951 91020 91033 91102 91115 91184 91197 91266 91279 91348 91361 91430 91443 91512 91525 91594 91607 91676 91689 91758 91771 91840 91853 91922 91935 92004 92017 92086 92099 92168 92181 92250 92263 92332 92345 92414 92427 92496 92509 92578 92591 92660 92673 92742 92755 92824 92837 92906 92919 92988 93001 93070 93083 93152 93165 93234 93247 93317 93330 93399 93412 93481 93494 93563 93576 93642 93654 93718 93730 93796 93809 93878 93891 93960 93973 94042 94055 94125 94138 94207 94220 94289 94302 94371 94384 94453 94466 94535 94548 94617 94630 94699 94712 94781 94794 94863 94876 94945 94958 95027 95040 95109 95122 95191 95204 95273 95286 95355 95368 95437 95450 95519 95532 95601 95614 95683 95696 95765 95778 95847 95860 95929 95942 96011 96024 96093 96106 96175 96188 96257 96270 96339 96352 96421 96434 96503 96516 96586 96599 96668 96681 96750 96763 96832 96845 96911 96923; 96985 96997 97063 97076 97145 97158 97227 97240 97309 97322 97392 97405 97474 97487 97556 97569 97638 97651 97720 97733 97802 97815 97884 97897 97966 97979 98048 98061 98130 98143 98212 98225 98294 98307 98376 98389 98458 98471 98540 98553 98622 98635 98704 98717 98786 98799 98868 98881 98950 98963 99032 99045 99114 99127 99196 99209 99278 99291 99360 99373 99442 99455 99524 99537 99606 99619 99688 99701 99770 99783 99853 99866 99935 99948 100017 100030 100099 100112 100178 100190 100254 100266 100332 100345 100414 100427 100496 100509 100578 100591 100661 100674 100743 100756 100825 100838 100907 100920 100989 101002 101071 101084 101153 101166 101235 101248 101317 101330 101399 101412 101481 101494 101563 101576 101645 101658 101727 101740 101809 101822 101891 101904 101973 101986 102055 102068 102137 102150 102219 102232 102301 102314 102383 102396 102465 102478 102547 102560 102629 102642 102711 102724 102793 102806 102875 102888 102957 102970 103039 103052 103122 103135 103204 103217 103286 103299 103368 103381 103447 103459; 103521 103533 103599 103612 103681 103694 103763 103776 103845 103858 103928 103941 104010 104023 104092 104105 104174 104187 104256 104269 104338 104351 104420 104433 104502 104515 104584 104597 104666 104679 104748 104761 104830 104843 104912 104925 104994 105007 105076 105089 105158 105171 105240 105253 105322 105335 105404 105417 105486 105499 105568 105581 105650 105663 105732 105745 105814 105827 105896 105909 105978 105991 106060 106073 106142 106155 106224 106237 106306 106319 106389 106402 106471 106484 106553 106566 106635 106648 106714 106726 106790 106802 106868 106881 106950 106963 107032 107045 107114 107127 107197 107210 107279 107292 107361 107374 107443 107456 107525 107538 107607 107620 107689 107702 107771 107784 107853 107866 107935 107948 108017 108030 108099 108112 108181 108194 108263 108276 108345 108358 108427 108440 108509 108522 108591 108604 108673 108686 108755 108768 108837 108850 108919 108932 109001 109014 109083 109096 109165 109178 109247 109260 109329 109342 109411 109424 109493 109506 109575 109588 109658 109671 109740 109753 109822 109835 109904 109917 109983 109995; 110057 110069 110135 110148 110217 110230 110299 110312 110381 110394 110464 110477 110546 110559 110628 110641 110710 110723 110792 110805 110874 110887 110956 110969 111038 111051 111120 111133 111202 111215 111284 111297 111366 111379 111448 111461 111530 111543 111612 111625 111694 111707 111776 111789 111858 111871 111940 111953 112022 112035 112104 112117 112186 112199 112268 112281 112350 112363 112432 112445 112514 112527 112596 112609 112678 112691 112760 112773 112842 112855 112925 112938 113007 113020 113089 113102 113171 113184 113250 113262 113326 113338 113404 113417 113486 113499 113568 113581 113650 113663 113733 113746 113815 113828 113897 113910 113979 113992 114061 114074 114143 114156 114225 114238 114307 114320 114389 114402 114471 114484 114553 114566 114635 114648 114717 114730 114799 114812 114881 114894 114963 114976 115045 115058 115127 115140 115209 115222 115291 115304 115373 115386 115455 115468 115537 115550 115619 115632 115701 115714 115783 115796 115865 115878 115947 115960 116029 116042 116111 116124 116194 116207 116276 116289 116358 116371 116440 116453 116519 116531; 116593 116605 116671 116684 116753 116766 116835 116848 116917 116930 117000 117013 117082 117095 117164 117177 117246 117259 117328 117341 117410 117423 117492 117505 117574 117587 117656 117669 117738 117751 117820 117833 117902 117915 117984 117997 118066 118079 118148 118161 118230 118243 118312 118325 118394 118407 118476 118489 118558 118571 118640 118653 118722 118735 118804 118817 118886 118899 118968 118981 119050 119063 119132 119145 119214 119227 119296 119309 119378 119391 119461 119474 119543 119556 119625 119638 119707 119720 119786 119798 119862 119874 119940 119953 120022 120035 120104 120117 120186 120199 120269 120282 120351 120364 120433 120446 120515 120528 120597 120610 120679 120692 120761 120774 120843 120856 120925 120938 121007 121020 121089 121102 121171 121184 121253 121266 121335 121348 121417 121430 121499 121512 121581 121594 121663 121676 121745 121758 121827 121840 121909 121922 121991 122004 122073 122086 122155 122168 122237 122250 122319 122332 122401 122414 122483 122496 122565 122578 122647 122660 122730 122743 122812 122825 122894 122907 122976 122989 123055 123067; 123129 123141 123207 123220 123289 123302 123371 123384 123453 123466 123536 123549 123618 123631 123700 123713 123782 123795 123864 123877 123946 123959 124028 124041 124110 124123 124192 124205 124274 124287 124356 124369 124438 124451 124520 124533 124602 124615 124684 124697 124766 124779 124848 124861 124930 124943 125012 125025 125094 125107 125176 125189 125258 125271 125340 125353 125422 125435 125504 125517 125586 125599 125668 125681 125750 125763 125832 125845 125914 125927 125997 126010 126079 126092 126161 126174 126243 126256 126322 126334 126398 126410 126476 126489 126558 126571 126640 126653 126722 126735 126805 126818 126887 126900 126969 126982 127051 127064 127133 127146 127215 127228 127297 127310 127379 127392 127461 127474 127543 127556 127625 127638 127707 127720 127789 127802 127871 127884 127953 127966 128035 128048 128117 128130 128199 128212 128281 128294 128363 128376 128445 128458 128527 128540 128609 128622 128691 128704 128773 128786 128855 128868 128937 128950 129019 129032 129101 129114 129183 129196 129266 129279 129348 129361 129430 129443 129512 129525 129591 129603], nothing, 480, 480, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(5.921288842118065e-10,-0.40638649362993756) Dual{Cells()}(0.0015612818055924314,-0.4187370296822482) Dual{Cells()}(0.0013382757584664534,-0.4795286176330274) Dual{Cells()}(0.0017997668353197309,-0.4918791887950454) Dual{Cells()}(0.0016557421696817075,-0.552671619243676) Dual{Cells()}(0.0020382498708535453,-0.5650222126556012) Dual{Cells()}(0.001894901116796882,-0.6258151931728921) Dual{Cells()}(0.002277144281872568,-0.6381658015669058) Dual{Cells()}(0.0021342631205184997,-0.6989591610176265) Dual{Cells()}(0.002516501167360281,-0.7113097799778596) Dual{Cells()}(3.547097602840936e-9,-0.4155291954833196) Dual{Cells()}(0.001591459115584718,-0.42787973694274334) Dual{Cells()}(0.001428826926766704,-0.4886714528404041) Dual{Cells()}(0.0018295552325157999,-0.5010220273321935) Dual{Cells()}(0.0016856289718778243,-0.5618145392301788) Dual{Cells()}(0.0020680857860564646,-0.5741651348359307) Dual{Cells()}(0.001924806151284016,-0.634958170381151) Dual{Cells()}(0.0023070463551853886,-0.6473087802964905) Dual{Cells()}(0.0021642099980162944,-0.7081021786584072) Dual{Cells()}(0.002546434815897516,-0.7204527987160598) Dual{Cells()}(2.4237555764984673e-8,-0.4246719178434538) Dual{Cells()}(0.0016212272910563538,-0.4370224643694601) Dual{Cells()}(0.001473606093903955,-0.4978143007213827) Dual{Cells()}(0.0018593507457090152,-0.5101648783633871) Dual{Cells()}(0.0017155183575229124,-0.570957467588704) Dual{Cells()}(0.0020979275729441477,-0.5833080652853071) Dual{Cells()}(0.001954714065381485,-0.6441011534062383) Dual{Cells()}(0.0023369557978272556,-0.656451764779118) Dual{Cells()}(0.0021941618799337873,-0.7172452005030577) Dual{Cells()}(0.002576372494728151,-0.7295958216167009) Dual{Cells()}(1.5249418856784793e-7,-0.43381465942836916) Dual{Cells()}(0.0016509605900335575,-0.44616521070841125) Dual{Cells()}(0.0015060152326392712,-0.5069571605968878) Dual{Cells()}(0.0018891528308313686,-0.5193077412222882) Dual{Cells()}(0.0017454101153343688,-0.5801004039274624) Dual{Cells()}(0.0021277757366354967,-0.5924510036173457) Dual{Cells()}(0.001984625384549939,-0.6532441420061675) Dual{Cells()}(0.002366871419731736,-0.6655947547757257) Dual{Cells()}(0.002224118363719862,-0.7263882263933653) Dual{Cells()}(0.002606313552744928,-0.7387388485247738) Dual{Cells()}(8.244929411058618e-7,-0.44295741906087926) Dual{Cells()}(0.0016807011572115105,-0.4553079748074259) Dual{Cells()}(0.0015361954650042224,-0.5161000318356439) Dual{Cells()}(0.0019189610436403728,-0.5284506152891665) Dual{Cells()}(0.0017753040843906842,-0.5892433478773819) Dual{Cells()}(0.0021576310009194907,-0.6015939494698005) Dual{Cells()}(0.0020145408111197647,-0.6623871359505445) Dual{Cells()}(0.00239679204035933,-0.6747377500611393) Dual{Cells()}(0.0022540909874718086,-0.735531256180741) Dual{Cells()}(0.0026362574221074084,-0.7478818792914725) Dual{Cells()}(3.3493045054501294e-6,-0.4521001956580286) Dual{Cells()}(0.0017104526439561507,-0.46445075560656846) Dual{Cells()}(0.0015660977469799588,-0.5252429138496054) Dual{Cells()}(0.0019487750380650629,-0.5375934999866943) Dual{Cells()}(0.0018052001623177743,-0.5983862990929066) Dual{Cells()}(0.0021874943440736727,-0.6107369025018694) Dual{Cells()}(0.0020444612531322257,-0.6715301350244124) Dual{Cells()}(0.0024267164964408465,-0.6838807504209354) Dual{Cells()}(0.002284363064779403,-0.7446742897219147) Dual{Cells()}(0.002666203712149687,-0.7570249137767796) Dual{Cells()}(7.18422655889586e-6,-0.46124298822173093) Dual{Cells()}(0.0017402146050421313,-0.47359355212798704) Dual{Cells()}(0.0015959772403193952,-0.5343858060909539) Dual{Cells()}(0.001978594570840007,-0.5467363947764201) Dual{Cells()}(0.0018350983148080118,-0.6075292572485187) Dual{Cells()}(0.002217367032656564,-0.6198798623936186) Dual{Cells()}(0.0020743878552450115,-0.6806731390209155) Dual{Cells()}(0.002456643637188074,-0.6930237556528536) Dual{Cells()}(0.0023213749871324445,-0.7538173268811841) Dual{Cells()}(0.0026961549690993855,-0.7661679518463518) Dual{Cells()}(1.6405917349100094e-5,-0.4703857958306206) Dual{Cells()}(0.0017699862662659714,-0.48273636346918647) Dual{Cells()}(0.0016258582002803888,-0.5435287080482365) Dual{Cells()}(0.002008419514979951,-0.5558792991558582) Dual{Cells()}(0.0018649985869626695,-0.6166722220381439) Dual{Cells()}(0.0022472507761394055,-0.6290228288432904) Dual{Cells()}(0.002104322117237679,-0.689816147746997) Dual{Cells()}(0.0024865723024643923,-0.7021667655658589) Dual{Cells()}(0.002547440612845507,-0.7629603675296178) Dual{Cells()}(0.0027261847266801293,-0.7753109933727211) Dual{Cells()}(4.922091968920435e-10,-0.4063864936299499) Dual{Cells()}(0.0015612075870835049,-0.4187370296822919) Dual{Cells()}(0.0013382277820550943,-0.4795286176330274) Dual{Cells()}(0.0017995684242343192,-0.4918791887950457) Dual{Cells()}(0.0016555945894287999,-0.552671619243676) Dual{Cells()}(0.0020375114706546074,-0.5650222126555783) Dual{Cells()}(0.0018943189565567798,-0.6258151931729373) Dual{Cells()}(0.002275734086977447,-0.6381658015669058) Dual{Cells()}(0.002133115396038492,-0.6989591610176835) Dual{Cells()}(0.0025161572762053322,-0.7113097799778357) Dual{Cells()}(3.4449257227803658e-9,-0.4155291954833269) Dual{Cells()}(0.0015913812542159428,-0.4278797369427558) Dual{Cells()}(0.0014287722400783028,-0.4886714528404041) Dual{Cells()}(0.0018293203834486838,-0.5010220273322078) Dual{Cells()}(0.001685452725841414,-0.5618145392301541) Dual{Cells()}(0.0020672233894000434,-0.5741651348359307) Dual{Cells()}(0.0019241226524524555,-0.6349581703812964) Dual{Cells()}(0.002305820033619592,-0.647308780296323) Dual{Cells()}(0.0021632095345500897,-0.7081021786581362) Dual{Cells()}(0.0025461674523307148,-0.7204527987159703) Dual{Cells()}(2.4133512079464253e-8,-0.4246719178434333) Dual{Cells()}(0.0016211431514557056,-0.43702246436945935) Dual{Cells()}(0.001473546184676843,-0.4978143007213827) Dual{Cells()}(0.0018590727201310013,-0.5101648783634258) Dual{Cells()}(0.0017153079228461314,-0.570957467588704) Dual{Cells()}(0.0020969223049150873,-0.583308065285309) Dual{Cells()}(0.0019539134185686024,-0.6441011534063993) Dual{Cells()}(0.0023358970430733075,-0.6564517647788906) Dual{Cells()}(0.0021932961800283455,-0.7172452005031046) Dual{Cells()}(0.0025761706694874213,-0.7295958216167023) Dual{Cells()}(1.5239037126688912e-7,-0.4338146594283376) Dual{Cells()}(0.0016508672000371582,-0.44616521070840587) Dual{Cells()}(0.0015059484494082318,-0.5069571605968878) Dual{Cells()}(0.0018888240061595348,-0.5193077412223117) Dual{Cells()}(0.0017451592211326229,-0.5801004039274867) Dual{Cells()}(0.002126605940893931,-0.5924510036173573) Dual{Cells()}(0.001983689423456556,-0.653244142006184) Dual{Cells()}(0.0023659651792752386,-0.6655947547758626) Dual{Cells()}(0.002223375764606007,-0.7263882263933118) Dual{Cells()}(0.0026061665063423674,-0.7387388485246678) Dual{Cells()}(8.243958514332572e-7,-0.4429574190608858) Dual{Cells()}(0.0016805951900704238,-0.4553079748074259) Dual{Cells()}(0.001536119264417464,-0.5161000318356482) Dual{Cells()}(0.0019185727842690229,-0.5284506152891643) Dual{Cells()}(0.0017750056027254866,-0.5892433478773732) Dual{Cells()}(0.0021562713864397005,-0.6015939494698014) Dual{Cells()}(0.0020134483579669544,-0.6623871359505974) Dual{Cells()}(0.002396024066734201,-0.6747377500611464) Dual{Cells()}(0.002253460365194252,-0.735531256180844) Dual{Cells()}(0.002636154504947983,-0.7478818792914939) Dual{Cells()}(3.3492106461651413e-6,-0.4521001956580298) Dual{Cells()}(0.0017103303729340707,-0.4644507556065795) Dual{Cells()}(0.0015660091791400211,-0.5252429138496035) Dual{Cells()}(0.0019483175454977433,-0.537593499986702) Dual{Cells()}(0.001804845981256547,-0.5983862990929523) Dual{Cells()}(0.002185912059283691,-0.6107369025018723) Dual{Cells()}(0.0020431852629591817,-0.6715301350244434) Dual{Cells()}(0.002426073265041246,-0.6838807504210043) Dual{Cells()}(0.0022838337893289567,-0.7446742897220588) Dual{Cells()}(0.0026661342493280713,-0.757024913776787) Dual{Cells()}(7.18405445736078e-6,-0.4612429882217038) Dual{Cells()}(0.0017400718492613808,-0.4735935521280064) Dual{Cells()}(0.0015958729599567568,-0.5343858060909499) Dual{Cells()}(0.0019780567094751607,-0.546736394776419) Dual{Cells()}(0.0018346791905542498,-0.6075292572485724) Dual{Cells()}(0.0022155141770604197,-0.6198798623936886) Dual{Cells()}(0.0020728906896908582,-0.6806731390209099) Dual{Cells()}(0.002456112284397592,-0.6930237556527891) Dual{Cells()}(0.002320936700282573,-0.7538173268812677) Dual{Cells()}(0.0026961081070360337,-0.766167951846364) Dual{Cells()}(1.640578561516372e-5,-0.47038579583062406) Dual{Cells()}(0.0017698183274868274,-0.48273636346918647) Dual{Cells()}(0.0016257344173062406,-0.5435287080482365) Dual{Cells()}(0.002007788609672289,-0.5558792991558847) Dual{Cells()}(0.001864503971494398,-0.6166722220381223) Dual{Cells()}(0.002245635616404452,-0.6290228288433088) Dual{Cells()}(0.0021030113132979966,-0.6898161477469409) Dual{Cells()}(0.0024861405577590564,-0.7021667655658589) Dual{Cells()}(0.002547074734090731,-0.7629603675295914) Dual{Cells()}(0.0027261492576704342,-0.7753109933727103)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [129637 129651 129658 129674 129682 129698 129706 129722 129730 129746 129754 129770 129778 129794 129802 129818 129826 129842 129850 129866 129874 129890 129898 129914 129922 129938 129946 129962 129970 129986 129994 130010 130018 130034 130042 130058 130066 130082 130090 130106 130114 130130 130138 130154 130162 130178 130186 130202 130210 130226 130234 130250 130258 130274 130282 130298 130306 130322 130330 130346 130354 130370 130378 130394 130402 130418 130426 130442 130450 130466 130474 130490 130498 130514 130522 130538 130546 130562 130570 130584 130591 130601 130606 130618 130624 130636 130642 130654 130660 130672 130678 130690 130696 130708 130714 130726 130732 130744 130750 130762 130768 130780 130786 130798 130804 130816 130822 130834 130840 130852 130858 130870 130876 130888 130894 130906 130912 130924 130930 130942 130948 130960 130966 130978 130984 130996 131002 131014 131020 131032 131038 131050 131056 131068 131074 131086 131092 131104 131110 131122 131128 131140 131146 131158 131164 131176 131182 131194 131200 131212 131218 131230 131236 131248 131254 131266 131272 131284 131290 131300], nothing, 480, 240, Jutul.TrivialGlobalMap()),), target_entities = [3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], offdiagonal_alignment = (from_source = (Cells = [129637 129651 129658 129674 129682 129698 129706 129722 129730 129746 129754 129770 129778 129794 129802 129818 129826 129842 129850 129866 129874 129890 129898 129914 129922 129938 129946 129962 129970 129986 129994 130010 130018 130034 130042 130058 130066 130082 130090 130106 130114 130130 130138 130154 130162 130178 130186 130202 130210 130226 130234 130250 130258 130274 130282 130298 130306 130322 130330 130346 130354 130370 130378 130394 130402 130418 130426 130442 130450 130466 130474 130490 130498 130514 130522 130538 130546 130562 130570 130584 130591 130601 130606 130618 130624 130636 130642 130654 130660 130672 130678 130690 130696 130708 130714 130726 130732 130744 130750 130762 130768 130780 130786 130798 130804 130816 130822 130834 130840 130852 130858 130870 130876 130888 130894 130906 130912 130924 130930 130942 130948 130960 130966 130978 130984 130996 131002 131014 131020 131032 131038 131050 131056 131068 131074 131086 131092 131104 131110 131122 131128 131140 131146 131158 131164 131176 131182 131194 131200 131212 131218 131230 131236 131248 131254 131266 131272 131284 131290 131300],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 160, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(-5.921288842118065e-10,0.40638649362993756) Dual{Cells()}(-0.0015612818055924314,0.4187370296822482) Dual{Cells()}(-0.0013382757584664534,0.4795286176330274) Dual{Cells()}(-0.0017997668353197309,0.4918791887950454) Dual{Cells()}(-0.0016557421696817075,0.552671619243676) Dual{Cells()}(-0.0020382498708535453,0.5650222126556012) Dual{Cells()}(-0.001894901116796882,0.6258151931728921) Dual{Cells()}(-0.002277144281872568,0.6381658015669058) Dual{Cells()}(-0.0021342631205184997,0.6989591610176265) Dual{Cells()}(-0.002516501167360281,0.7113097799778596) Dual{Cells()}(-3.547097602840936e-9,0.4155291954833196) Dual{Cells()}(-0.001591459115584718,0.42787973694274334) Dual{Cells()}(-0.001428826926766704,0.4886714528404041) Dual{Cells()}(-0.0018295552325157999,0.5010220273321935) Dual{Cells()}(-0.0016856289718778243,0.5618145392301788) Dual{Cells()}(-0.0020680857860564646,0.5741651348359307) Dual{Cells()}(-0.001924806151284016,0.634958170381151) Dual{Cells()}(-0.0023070463551853886,0.6473087802964905) Dual{Cells()}(-0.0021642099980162944,0.7081021786584072) Dual{Cells()}(-0.002546434815897516,0.7204527987160598) Dual{Cells()}(-2.4237555764984673e-8,0.4246719178434538) Dual{Cells()}(-0.0016212272910563538,0.4370224643694601) Dual{Cells()}(-0.001473606093903955,0.4978143007213827) Dual{Cells()}(-0.0018593507457090152,0.5101648783633871) Dual{Cells()}(-0.0017155183575229124,0.570957467588704) Dual{Cells()}(-0.0020979275729441477,0.5833080652853071) Dual{Cells()}(-0.001954714065381485,0.6441011534062383) Dual{Cells()}(-0.0023369557978272556,0.656451764779118) Dual{Cells()}(-0.0021941618799337873,0.7172452005030577) Dual{Cells()}(-0.002576372494728151,0.7295958216167009) Dual{Cells()}(-1.5249418856784793e-7,0.43381465942836916) Dual{Cells()}(-0.0016509605900335575,0.44616521070841125) Dual{Cells()}(-0.0015060152326392712,0.5069571605968878) Dual{Cells()}(-0.0018891528308313686,0.5193077412222882) Dual{Cells()}(-0.0017454101153343688,0.5801004039274624) Dual{Cells()}(-0.0021277757366354967,0.5924510036173457) Dual{Cells()}(-0.001984625384549939,0.6532441420061675) Dual{Cells()}(-0.002366871419731736,0.6655947547757257) Dual{Cells()}(-0.002224118363719862,0.7263882263933653) Dual{Cells()}(-0.002606313552744928,0.7387388485247738) Dual{Cells()}(-8.244929411058618e-7,0.44295741906087926) Dual{Cells()}(-0.0016807011572115105,0.4553079748074259) Dual{Cells()}(-0.0015361954650042224,0.5161000318356439) Dual{Cells()}(-0.0019189610436403728,0.5284506152891665) Dual{Cells()}(-0.0017753040843906842,0.5892433478773819) Dual{Cells()}(-0.0021576310009194907,0.6015939494698005) Dual{Cells()}(-0.0020145408111197647,0.6623871359505445) Dual{Cells()}(-0.00239679204035933,0.6747377500611393) Dual{Cells()}(-0.0022540909874718086,0.735531256180741) Dual{Cells()}(-0.0026362574221074084,0.7478818792914725) Dual{Cells()}(-3.3493045054501294e-6,0.4521001956580286) Dual{Cells()}(-0.0017104526439561507,0.46445075560656846) Dual{Cells()}(-0.0015660977469799588,0.5252429138496054) Dual{Cells()}(-0.0019487750380650629,0.5375934999866943) Dual{Cells()}(-0.0018052001623177743,0.5983862990929066) Dual{Cells()}(-0.0021874943440736727,0.6107369025018694) Dual{Cells()}(-0.0020444612531322257,0.6715301350244124) Dual{Cells()}(-0.0024267164964408465,0.6838807504209354) Dual{Cells()}(-0.002284363064779403,0.7446742897219147) Dual{Cells()}(-0.002666203712149687,0.7570249137767796) Dual{Cells()}(-7.18422655889586e-6,0.46124298822173093) Dual{Cells()}(-0.0017402146050421313,0.47359355212798704) Dual{Cells()}(-0.0015959772403193952,0.5343858060909539) Dual{Cells()}(-0.001978594570840007,0.5467363947764201) Dual{Cells()}(-0.0018350983148080118,0.6075292572485187) Dual{Cells()}(-0.002217367032656564,0.6198798623936186) Dual{Cells()}(-0.0020743878552450115,0.6806731390209155) Dual{Cells()}(-0.002456643637188074,0.6930237556528536) Dual{Cells()}(-0.0023213749871324445,0.7538173268811841) Dual{Cells()}(-0.0026961549690993855,0.7661679518463518) Dual{Cells()}(-1.6405917349100094e-5,0.4703857958306206) Dual{Cells()}(-0.0017699862662659714,0.48273636346918647) Dual{Cells()}(-0.0016258582002803888,0.5435287080482365) Dual{Cells()}(-0.002008419514979951,0.5558792991558582) Dual{Cells()}(-0.0018649985869626695,0.6166722220381439) Dual{Cells()}(-0.0022472507761394055,0.6290228288432904) Dual{Cells()}(-0.002104322117237679,0.689816147746997) Dual{Cells()}(-0.0024865723024643923,0.7021667655658589) Dual{Cells()}(-0.002547440612845507,0.7629603675296178) Dual{Cells()}(-0.0027261847266801293,0.7753109933727211) Dual{Cells()}(-4.922091968920435e-10,0.4063864936299499) Dual{Cells()}(-0.0015612075870835049,0.4187370296822919) Dual{Cells()}(-0.0013382277820550943,0.4795286176330274) Dual{Cells()}(-0.0017995684242343192,0.4918791887950457) Dual{Cells()}(-0.0016555945894287999,0.552671619243676) Dual{Cells()}(-0.0020375114706546074,0.5650222126555783) Dual{Cells()}(-0.0018943189565567798,0.6258151931729373) Dual{Cells()}(-0.002275734086977447,0.6381658015669058) Dual{Cells()}(-0.002133115396038492,0.6989591610176835) Dual{Cells()}(-0.0025161572762053322,0.7113097799778357) Dual{Cells()}(-3.4449257227803658e-9,0.4155291954833269) Dual{Cells()}(-0.0015913812542159428,0.4278797369427558) Dual{Cells()}(-0.0014287722400783028,0.4886714528404041) Dual{Cells()}(-0.0018293203834486838,0.5010220273322078) Dual{Cells()}(-0.001685452725841414,0.5618145392301541) Dual{Cells()}(-0.0020672233894000434,0.5741651348359307) Dual{Cells()}(-0.0019241226524524555,0.6349581703812964) Dual{Cells()}(-0.002305820033619592,0.647308780296323) Dual{Cells()}(-0.0021632095345500897,0.7081021786581362) Dual{Cells()}(-0.0025461674523307148,0.7204527987159703) Dual{Cells()}(-2.4133512079464253e-8,0.4246719178434333) Dual{Cells()}(-0.0016211431514557056,0.43702246436945935) Dual{Cells()}(-0.001473546184676843,0.4978143007213827) Dual{Cells()}(-0.0018590727201310013,0.5101648783634258) Dual{Cells()}(-0.0017153079228461314,0.570957467588704) Dual{Cells()}(-0.0020969223049150873,0.583308065285309) Dual{Cells()}(-0.0019539134185686024,0.6441011534063993) Dual{Cells()}(-0.0023358970430733075,0.6564517647788906) Dual{Cells()}(-0.0021932961800283455,0.7172452005031046) Dual{Cells()}(-0.0025761706694874213,0.7295958216167023) Dual{Cells()}(-1.5239037126688912e-7,0.4338146594283376) Dual{Cells()}(-0.0016508672000371582,0.44616521070840587) Dual{Cells()}(-0.0015059484494082318,0.5069571605968878) Dual{Cells()}(-0.0018888240061595348,0.5193077412223117) Dual{Cells()}(-0.0017451592211326229,0.5801004039274867) Dual{Cells()}(-0.002126605940893931,0.5924510036173573) Dual{Cells()}(-0.001983689423456556,0.653244142006184) Dual{Cells()}(-0.0023659651792752386,0.6655947547758626) Dual{Cells()}(-0.002223375764606007,0.7263882263933118) Dual{Cells()}(-0.0026061665063423674,0.7387388485246678) Dual{Cells()}(-8.243958514332572e-7,0.4429574190608858) Dual{Cells()}(-0.0016805951900704238,0.4553079748074259) Dual{Cells()}(-0.001536119264417464,0.5161000318356482) Dual{Cells()}(-0.0019185727842690229,0.5284506152891643) Dual{Cells()}(-0.0017750056027254866,0.5892433478773732) Dual{Cells()}(-0.0021562713864397005,0.6015939494698014) Dual{Cells()}(-0.0020134483579669544,0.6623871359505974) Dual{Cells()}(-0.002396024066734201,0.6747377500611464) Dual{Cells()}(-0.002253460365194252,0.735531256180844) Dual{Cells()}(-0.002636154504947983,0.7478818792914939) Dual{Cells()}(-3.3492106461651413e-6,0.4521001956580298) Dual{Cells()}(-0.0017103303729340707,0.4644507556065795) Dual{Cells()}(-0.0015660091791400211,0.5252429138496035) Dual{Cells()}(-0.0019483175454977433,0.537593499986702) Dual{Cells()}(-0.001804845981256547,0.5983862990929523) Dual{Cells()}(-0.002185912059283691,0.6107369025018723) Dual{Cells()}(-0.0020431852629591817,0.6715301350244434) Dual{Cells()}(-0.002426073265041246,0.6838807504210043) Dual{Cells()}(-0.0022838337893289567,0.7446742897220588) Dual{Cells()}(-0.0026661342493280713,0.757024913776787) Dual{Cells()}(-7.18405445736078e-6,0.4612429882217038) Dual{Cells()}(-0.0017400718492613808,0.4735935521280064) Dual{Cells()}(-0.0015958729599567568,0.5343858060909499) Dual{Cells()}(-0.0019780567094751607,0.546736394776419) Dual{Cells()}(-0.0018346791905542498,0.6075292572485724) Dual{Cells()}(-0.0022155141770604197,0.6198798623936886) Dual{Cells()}(-0.0020728906896908582,0.6806731390209099) Dual{Cells()}(-0.002456112284397592,0.6930237556527891) Dual{Cells()}(-0.002320936700282573,0.7538173268812677) Dual{Cells()}(-0.0026961081070360337,0.766167951846364) Dual{Cells()}(-1.640578561516372e-5,0.47038579583062406) Dual{Cells()}(-0.0017698183274868274,0.48273636346918647) Dual{Cells()}(-0.0016257344173062406,0.5435287080482365) Dual{Cells()}(-0.002007788609672289,0.5558792991558847) Dual{Cells()}(-0.001864503971494398,0.6166722220381223) Dual{Cells()}(-0.002245635616404452,0.6290228288433088) Dual{Cells()}(-0.0021030113132979966,0.6898161477469409) Dual{Cells()}(-0.0024861405577590564,0.7021667655658589) Dual{Cells()}(-0.002547074734090731,0.7629603675295914) Dual{Cells()}(-0.0027261492576704342,0.7753109933727103)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [129638 129653 129659 129676 129683 129700 129707 129724 129731 129748 129756 129773 129780 129797 129804 129821 129828 129845 129852 129869 129876 129893 129900 129917 129924 129941 129948 129965 129972 129989 129996 130013 130020 130037 130044 130061 130068 130085 130092 130109 130116 130133 130140 130157 130164 130181 130188 130205 130212 130229 130236 130253 130260 130277 130284 130301 130308 130325 130332 130349 130356 130373 130380 130397 130404 130421 130428 130445 130452 130469 130477 130494 130501 130518 130525 130542 130549 130566 130572 130587 130593 130604 130608 130621 130626 130639 130644 130657 130662 130675 130681 130694 130699 130712 130717 130730 130735 130748 130753 130766 130771 130784 130789 130802 130807 130820 130825 130838 130843 130856 130861 130874 130879 130892 130897 130910 130915 130928 130933 130946 130951 130964 130969 130982 130987 131000 131005 131018 131023 131036 131041 131054 131059 131072 131077 131090 131095 131108 131113 131126 131131 131144 131149 131162 131167 131180 131185 131198 131203 131216 131222 131235 131240 131253 131258 131271 131276 131289 131293 131304], nothing, 240, 240, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 7}, Matrix{ForwardDiff.Dual{Cells(), Float64, 7}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 7}[Dual{Cells()}(-5.921288842118065e-10,-0.40638649362993756,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0015612818055924314,-0.4187370296822482,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0013382757584664534,-0.4795286176330274,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017997668353197309,-0.4918791887950454,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016557421696817075,-0.552671619243676,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020382498708535453,-0.5650222126556012,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001894901116796882,-0.6258151931728921,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002277144281872568,-0.6381658015669058,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0021342631205184997,-0.6989591610176265,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002516501167360281,-0.7113097799778596,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.547097602840936e-9,-0.4155291954833196,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001591459115584718,-0.42787973694274334,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001428826926766704,-0.4886714528404041,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018295552325157999,-0.5010220273321935,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016856289718778243,-0.5618145392301788,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020680857860564646,-0.5741651348359307,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001924806151284016,-0.634958170381151,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0023070463551853886,-0.6473087802964905,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0021642099980162944,-0.7081021786584072,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002546434815897516,-0.7204527987160598,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4237555764984673e-8,-0.4246719178434538,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016212272910563538,-0.4370224643694601,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001473606093903955,-0.4978143007213827,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018593507457090152,-0.5101648783633871,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017155183575229124,-0.570957467588704,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020979275729441477,-0.5833080652853071,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001954714065381485,-0.6441011534062383,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0023369557978272556,-0.656451764779118,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0021941618799337873,-0.7172452005030577,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002576372494728151,-0.7295958216167009,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.5249418856784793e-7,-0.43381465942836916,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016509605900335575,-0.44616521070841125,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0015060152326392712,-0.5069571605968878,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018891528308313686,-0.5193077412222882,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017454101153343688,-0.5801004039274624,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0021277757366354967,-0.5924510036173457,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001984625384549939,-0.6532441420061675,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002366871419731736,-0.6655947547757257,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002224118363719862,-0.7263882263933653,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002606313552744928,-0.7387388485247738,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-8.244929411058618e-7,-0.44295741906087926,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016807011572115105,-0.4553079748074259,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0015361954650042224,-0.5161000318356439,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0019189610436403728,-0.5284506152891665,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017753040843906842,-0.5892433478773819,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0021576310009194907,-0.6015939494698005,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020145408111197647,-0.6623871359505445,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.00239679204035933,-0.6747377500611393,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0022540909874718086,-0.735531256180741,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0026362574221074084,-0.7478818792914725,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.3493045054501294e-6,-0.4521001956580286,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017104526439561507,-0.46445075560656846,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0015660977469799588,-0.5252429138496054,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0019487750380650629,-0.5375934999866943,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018052001623177743,-0.5983862990929066,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0021874943440736727,-0.6107369025018694,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020444612531322257,-0.6715301350244124,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0024267164964408465,-0.6838807504209354,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002284363064779403,-0.7446742897219147,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002666203712149687,-0.7570249137767796,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-7.18422655889586e-6,-0.46124298822173093,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017402146050421313,-0.47359355212798704,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0015959772403193952,-0.5343858060909539,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001978594570840007,-0.5467363947764201,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018350983148080118,-0.6075292572485187,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002217367032656564,-0.6198798623936186,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020743878552450115,-0.6806731390209155,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002456643637188074,-0.6930237556528536,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0023213749871324445,-0.7538173268811841,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0026961549690993855,-0.7661679518463518,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.6405917349100094e-5,-0.4703857958306206,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017699862662659714,-0.48273636346918647,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016258582002803888,-0.5435287080482365,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002008419514979951,-0.5558792991558582,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018649985869626695,-0.6166722220381439,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0022472507761394055,-0.6290228288432904,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002104322117237679,-0.689816147746997,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0024865723024643923,-0.7021667655658589,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002547440612845507,-0.7629603675296178,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0027261847266801293,-0.7753109933727211,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-4.922091968920435e-10,-0.4063864936299499,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0015612075870835049,-0.4187370296822919,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0013382277820550943,-0.4795286176330274,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017995684242343192,-0.4918791887950457,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016555945894287999,-0.552671619243676,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020375114706546074,-0.5650222126555783,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018943189565567798,-0.6258151931729373,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002275734086977447,-0.6381658015669058,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002133115396038492,-0.6989591610176835,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0025161572762053322,-0.7113097799778357,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.4449257227803658e-9,-0.4155291954833269,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0015913812542159428,-0.4278797369427558,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0014287722400783028,-0.4886714528404041,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018293203834486838,-0.5010220273322078,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001685452725841414,-0.5618145392301541,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020672233894000434,-0.5741651348359307,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0019241226524524555,-0.6349581703812964,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002305820033619592,-0.647308780296323,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0021632095345500897,-0.7081021786581362,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0025461674523307148,-0.7204527987159703,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-2.4133512079464253e-8,-0.4246719178434333,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016211431514557056,-0.43702246436945935,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001473546184676843,-0.4978143007213827,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018590727201310013,-0.5101648783634258,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017153079228461314,-0.570957467588704,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020969223049150873,-0.583308065285309,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0019539134185686024,-0.6441011534063993,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0023358970430733075,-0.6564517647788906,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0021932961800283455,-0.7172452005031046,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0025761706694874213,-0.7295958216167023,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-1.5239037126688912e-7,-0.4338146594283376,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016508672000371582,-0.44616521070840587,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0015059484494082318,-0.5069571605968878,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0018888240061595348,-0.5193077412223117,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017451592211326229,-0.5801004039274867,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002126605940893931,-0.5924510036173573,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001983689423456556,-0.653244142006184,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0023659651792752386,-0.6655947547758626,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002223375764606007,-0.7263882263933118,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0026061665063423674,-0.7387388485246678,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-8.243958514332572e-7,-0.4429574190608858,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0016805951900704238,-0.4553079748074259,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001536119264417464,-0.5161000318356482,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0019185727842690229,-0.5284506152891643,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017750056027254866,-0.5892433478773732,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0021562713864397005,-0.6015939494698014,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0020134483579669544,-0.6623871359505974,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002396024066734201,-0.6747377500611464,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002253460365194252,-0.735531256180844,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002636154504947983,-0.7478818792914939,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-3.3492106461651413e-6,-0.4521001956580298,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0017103303729340707,-0.4644507556065795,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0015660091791400211,-0.5252429138496035,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.0019483175454977433,-0.537593499986702,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.001804845981256547,-0.5983862990929523,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) Dual{Cells()}(-0.002185912059283691,-0.6107369025018723,-0.0,-0.0,-0.0,-0.0,-0.0,-0.0) 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111539 111553 111621 111635 111703 111717 111785 111799 111867 111881 111949 111963 112031 112045 112113 112127 112195 112209 112277 112291 112359 112373 112441 112455 112523 112537 112605 112619 112687 112701 112769 112783 112851 112865 112933 112947 113015 113029 113097 113111 113179 113193 113258 113271 113334 113347 113413 113427 113495 113509 113577 113591 113659 113673 113741 113755 113823 113837 113905 113919 113987 114001 114069 114083 114151 114165 114233 114247 114315 114329 114397 114411 114479 114493 114561 114575 114643 114657 114725 114739 114807 114821 114889 114903 114971 114985 115053 115067 115135 115149 115217 115231 115299 115313 115381 115395 115463 115477 115545 115559 115627 115641 115709 115723 115791 115805 115873 115887 115955 115969 116037 116051 116119 116133 116201 116215 116283 116297 116365 116379 116447 116461 116526 116539; 116602 116615 116681 116695 116763 116777 116845 116859 116927 116941 117009 117023 117091 117105 117173 117187 117255 117269 117337 117351 117419 117433 117501 117515 117583 117597 117665 117679 117747 117761 117829 117843 117911 117925 117993 118007 118075 118089 118157 118171 118239 118253 118321 118335 118403 118417 118485 118499 118567 118581 118649 118663 118731 118745 118813 118827 118895 118909 118977 118991 119059 119073 119141 119155 119223 119237 119305 119319 119387 119401 119469 119483 119551 119565 119633 119647 119715 119729 119794 119807 119870 119883 119949 119963 120031 120045 120113 120127 120195 120209 120277 120291 120359 120373 120441 120455 120523 120537 120605 120619 120687 120701 120769 120783 120851 120865 120933 120947 121015 121029 121097 121111 121179 121193 121261 121275 121343 121357 121425 121439 121507 121521 121589 121603 121671 121685 121753 121767 121835 121849 121917 121931 121999 122013 122081 122095 122163 122177 122245 122259 122327 122341 122409 122423 122491 122505 122573 122587 122655 122669 122737 122751 122819 122833 122901 122915 122983 122997 123062 123075; 123138 123151 123217 123231 123299 123313 123381 123395 123463 123477 123545 123559 123627 123641 123709 123723 123791 123805 123873 123887 123955 123969 124037 124051 124119 124133 124201 124215 124283 124297 124365 124379 124447 124461 124529 124543 124611 124625 124693 124707 124775 124789 124857 124871 124939 124953 125021 125035 125103 125117 125185 125199 125267 125281 125349 125363 125431 125445 125513 125527 125595 125609 125677 125691 125759 125773 125841 125855 125923 125937 126005 126019 126087 126101 126169 126183 126251 126265 126330 126343 126406 126419 126485 126499 126567 126581 126649 126663 126731 126745 126813 126827 126895 126909 126977 126991 127059 127073 127141 127155 127223 127237 127305 127319 127387 127401 127469 127483 127551 127565 127633 127647 127715 127729 127797 127811 127879 127893 127961 127975 128043 128057 128125 128139 128207 128221 128289 128303 128371 128385 128453 128467 128535 128549 128617 128631 128699 128713 128781 128795 128863 128877 128945 128959 129027 129041 129109 129123 129191 129205 129273 129287 129355 129369 129437 129451 129519 129533 129598 129611], nothing, 240, 480, Jutul.TrivialGlobalMap()),), target_entities = [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], offdiagonal_alignment = (from_source = (Cells = [83922 83935 84001 84015 84083 84097 84165 84179 84247 84261 84329 84343 84411 84425 84493 84507 84575 84589 84657 84671 84739 84753 84821 84835 84903 84917 84985 84999 85067 85081 85149 85163 85231 85245 85313 85327 85395 85409 85477 85491 85559 85573 85641 85655 85723 85737 85805 85819 85887 85901 85969 85983 86051 86065 86133 86147 86215 86229 86297 86311 86379 86393 86461 86475 86543 86557 86625 86639 86707 86721 86789 86803 86871 86885 86953 86967 87035 87049 87114 87127 87190 87203 87269 87283 87351 87365 87433 87447 87515 87529 87597 87611 87679 87693 87761 87775 87843 87857 87925 87939 88007 88021 88089 88103 88171 88185 88253 88267 88335 88349 88417 88431 88499 88513 88581 88595 88663 88677 88745 88759 88827 88841 88909 88923 88991 89005 89073 89087 89155 89169 89237 89251 89319 89333 89401 89415 89483 89497 89565 89579 89647 89661 89729 89743 89811 89825 89893 89907 89975 89989 90057 90071 90139 90153 90221 90235 90303 90317 90382 90395; 90458 90471 90537 90551 90619 90633 90701 90715 90783 90797 90865 90879 90947 90961 91029 91043 91111 91125 91193 91207 91275 91289 91357 91371 91439 91453 91521 91535 91603 91617 91685 91699 91767 91781 91849 91863 91931 91945 92013 92027 92095 92109 92177 92191 92259 92273 92341 92355 92423 92437 92505 92519 92587 92601 92669 92683 92751 92765 92833 92847 92915 92929 92997 93011 93079 93093 93161 93175 93243 93257 93325 93339 93407 93421 93489 93503 93571 93585 93650 93663 93726 93739 93805 93819 93887 93901 93969 93983 94051 94065 94133 94147 94215 94229 94297 94311 94379 94393 94461 94475 94543 94557 94625 94639 94707 94721 94789 94803 94871 94885 94953 94967 95035 95049 95117 95131 95199 95213 95281 95295 95363 95377 95445 95459 95527 95541 95609 95623 95691 95705 95773 95787 95855 95869 95937 95951 96019 96033 96101 96115 96183 96197 96265 96279 96347 96361 96429 96443 96511 96525 96593 96607 96675 96689 96757 96771 96839 96853 96918 96931; 96994 97007 97073 97087 97155 97169 97237 97251 97319 97333 97401 97415 97483 97497 97565 97579 97647 97661 97729 97743 97811 97825 97893 97907 97975 97989 98057 98071 98139 98153 98221 98235 98303 98317 98385 98399 98467 98481 98549 98563 98631 98645 98713 98727 98795 98809 98877 98891 98959 98973 99041 99055 99123 99137 99205 99219 99287 99301 99369 99383 99451 99465 99533 99547 99615 99629 99697 99711 99779 99793 99861 99875 99943 99957 100025 100039 100107 100121 100186 100199 100262 100275 100341 100355 100423 100437 100505 100519 100587 100601 100669 100683 100751 100765 100833 100847 100915 100929 100997 101011 101079 101093 101161 101175 101243 101257 101325 101339 101407 101421 101489 101503 101571 101585 101653 101667 101735 101749 101817 101831 101899 101913 101981 101995 102063 102077 102145 102159 102227 102241 102309 102323 102391 102405 102473 102487 102555 102569 102637 102651 102719 102733 102801 102815 102883 102897 102965 102979 103047 103061 103129 103143 103211 103225 103293 103307 103375 103389 103454 103467; 103530 103543 103609 103623 103691 103705 103773 103787 103855 103869 103937 103951 104019 104033 104101 104115 104183 104197 104265 104279 104347 104361 104429 104443 104511 104525 104593 104607 104675 104689 104757 104771 104839 104853 104921 104935 105003 105017 105085 105099 105167 105181 105249 105263 105331 105345 105413 105427 105495 105509 105577 105591 105659 105673 105741 105755 105823 105837 105905 105919 105987 106001 106069 106083 106151 106165 106233 106247 106315 106329 106397 106411 106479 106493 106561 106575 106643 106657 106722 106735 106798 106811 106877 106891 106959 106973 107041 107055 107123 107137 107205 107219 107287 107301 107369 107383 107451 107465 107533 107547 107615 107629 107697 107711 107779 107793 107861 107875 107943 107957 108025 108039 108107 108121 108189 108203 108271 108285 108353 108367 108435 108449 108517 108531 108599 108613 108681 108695 108763 108777 108845 108859 108927 108941 109009 109023 109091 109105 109173 109187 109255 109269 109337 109351 109419 109433 109501 109515 109583 109597 109665 109679 109747 109761 109829 109843 109911 109925 109990 110003; 110066 110079 110145 110159 110227 110241 110309 110323 110391 110405 110473 110487 110555 110569 110637 110651 110719 110733 110801 110815 110883 110897 110965 110979 111047 111061 111129 111143 111211 111225 111293 111307 111375 111389 111457 111471 111539 111553 111621 111635 111703 111717 111785 111799 111867 111881 111949 111963 112031 112045 112113 112127 112195 112209 112277 112291 112359 112373 112441 112455 112523 112537 112605 112619 112687 112701 112769 112783 112851 112865 112933 112947 113015 113029 113097 113111 113179 113193 113258 113271 113334 113347 113413 113427 113495 113509 113577 113591 113659 113673 113741 113755 113823 113837 113905 113919 113987 114001 114069 114083 114151 114165 114233 114247 114315 114329 114397 114411 114479 114493 114561 114575 114643 114657 114725 114739 114807 114821 114889 114903 114971 114985 115053 115067 115135 115149 115217 115231 115299 115313 115381 115395 115463 115477 115545 115559 115627 115641 115709 115723 115791 115805 115873 115887 115955 115969 116037 116051 116119 116133 116201 116215 116283 116297 116365 116379 116447 116461 116526 116539; 116602 116615 116681 116695 116763 116777 116845 116859 116927 116941 117009 117023 117091 117105 117173 117187 117255 117269 117337 117351 117419 117433 117501 117515 117583 117597 117665 117679 117747 117761 117829 117843 117911 117925 117993 118007 118075 118089 118157 118171 118239 118253 118321 118335 118403 118417 118485 118499 118567 118581 118649 118663 118731 118745 118813 118827 118895 118909 118977 118991 119059 119073 119141 119155 119223 119237 119305 119319 119387 119401 119469 119483 119551 119565 119633 119647 119715 119729 119794 119807 119870 119883 119949 119963 120031 120045 120113 120127 120195 120209 120277 120291 120359 120373 120441 120455 120523 120537 120605 120619 120687 120701 120769 120783 120851 120865 120933 120947 121015 121029 121097 121111 121179 121193 121261 121275 121343 121357 121425 121439 121507 121521 121589 121603 121671 121685 121753 121767 121835 121849 121917 121931 121999 122013 122081 122095 122163 122177 122245 122259 122327 122341 122409 122423 122491 122505 122573 122587 122655 122669 122737 122751 122819 122833 122901 122915 122983 122997 123062 123075; 123138 123151 123217 123231 123299 123313 123381 123395 123463 123477 123545 123559 123627 123641 123709 123723 123791 123805 123873 123887 123955 123969 124037 124051 124119 124133 124201 124215 124283 124297 124365 124379 124447 124461 124529 124543 124611 124625 124693 124707 124775 124789 124857 124871 124939 124953 125021 125035 125103 125117 125185 125199 125267 125281 125349 125363 125431 125445 125513 125527 125595 125609 125677 125691 125759 125773 125841 125855 125923 125937 126005 126019 126087 126101 126169 126183 126251 126265 126330 126343 126406 126419 126485 126499 126567 126581 126649 126663 126731 126745 126813 126827 126895 126909 126977 126991 127059 127073 127141 127155 127223 127237 127305 127319 127387 127401 127469 127483 127551 127565 127633 127647 127715 127729 127797 127811 127879 127893 127961 127975 128043 128057 128125 128139 128207 128221 128289 128303 128371 128385 128453 128467 128535 128549 128617 128631 128699 128713 128781 128795 128863 128877 128945 128959 129027 129041 129109 129123 129191 129205 129273 129287 129355 129369 129437 129451 129519 129533 129598 129611],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 120, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(0.001556535341360208,29.614750796155878) Dual{Cells()}(0.0015605594336680528,29.691312324779222) Dual{Cells()}(0.0015645835860096336,29.76787385340492) Dual{Cells()}(0.0018903485062594656,34.87917786869062) Dual{Cells()}(0.0018944978813394751,34.95573939731385) Dual{Cells()}(0.0018986473767018013,35.03230092593964) Dual{Cells()}(0.0022780631499560488,40.143604941226776) Dual{Cells()}(0.0022824078028007453,40.22016646984721) Dual{Cells()}(0.0022867525972259965,40.296727998475596) Dual{Cells()}(0.0026481483643542463,45.40803201376047) Dual{Cells()}(0.0026526132934316343,45.48459354238221) Dual{Cells()}(0.0026570783823580647,45.56115507100974) Dual{Cells()}(0.0029998437144434027,50.67245908629559) Dual{Cells()}(0.003004376141084066,50.74902061491737) Dual{Cells()}(0.0030089087459235844,50.82558214354585) Dual{Cells()}(0.0015922603114046213,30.272804180222614) Dual{Cells()}(0.0015962872830193526,30.349365708846225) Dual{Cells()}(0.0016003143158386005,30.42592723747181) Dual{Cells()}(0.001939654065445032,35.53723125275756) Dual{Cells()}(0.0019438328229488568,35.613792781380646) Dual{Cells()}(0.0019480117053524125,35.690354310006434) Dual{Cells()}(0.0023253199093510105,40.801658325291775) Dual{Cells()}(0.002329683163329822,40.87821985391379) Dual{Cells()}(0.0023340465611665262,40.9547813825424) Dual{Cells()}(0.0026931227794776223,46.06608539782652) Dual{Cells()}(0.002697598672303955,46.14264692645026) Dual{Cells()}(0.0027020747272691113,46.219208455075545) Dual{Cells()}(0.0030424809569994486,51.330512470361526) Dual{Cells()}(0.00304701887141819,51.407073998983506) Dual{Cells()}(0.003051556966344751,51.48363552761149) Dual{Cells()}(0.001629287663201904,30.930857564290125) Dual{Cells()}(0.0016333206153674449,31.007419092912702) Dual{Cells()}(0.0016373536298743365,31.083980621538583) Dual{Cells()}(0.001988766833409904,36.195284636824) Dual{Cells()}(0.001992973500458944,36.27184616544814) Dual{Cells()}(0.001997180295255886,36.348407694073494) Dual{Cells()}(0.002372293847746854,41.45971170935843) Dual{Cells()}(0.0023766745900809256,41.53627323798287) Dual{Cells()}(0.0023810554785488303,41.61283476660736) Dual{Cells()}(0.0027378102574822454,46.72413878189494) Dual{Cells()}(0.0027422963350223492,46.8007003105148) Dual{Cells()}(0.002746782577011994,46.87726183914397) Dual{Cells()}(0.0030848139841144436,51.988565854426014) Dual{Cells()}(0.0030893567993675462,52.06512738305235) Dual{Cells()}(0.0030938997973676123,52.14168891167689) Dual{Cells()}(0.001667798798975848,31.588910948355966) Dual{Cells()}(0.0016718410787841173,31.665472476979925) Dual{Cells()}(0.0016758834220769033,31.742034005605362) Dual{Cells()}(0.002037641508251538,36.85333802089103) Dual{Cells()}(0.0020418745943877586,36.92989954951508) Dual{Cells()}(0.002046107810634747,37.00646107814007) Dual{Cells()}(0.002418983571468671,42.11776509342729) Dual{Cells()}(0.002423380738986439,42.19432662204842) Dual{Cells()}(0.002427778054913502,42.27088815067514) Dual{Cells()}(0.002782210082830977,47.38219216596223) Dual{Cells()}(0.0027867055973729953,47.45875369458284) Dual{Cells()}(0.0027912012786536753,47.535315223211065) Dual{Cells()}(0.0031268385630002092,52.646619238495504) Dual{Cells()}(0.0031313857079518525,52.7231807671198) Dual{Cells()}(0.003135933037982059,52.79974229574272) Dual{Cells()}(0.0017079937768084447,32.24696433242338) Dual{Cells()}(0.0017120490013813072,32.323525861046654) Dual{Cells()}(0.0017161042906035616,32.40008738967242) Dual{Cells()}(0.0020862623984013707,37.511391404958204) Dual{Cells()}(0.0020905204588170237,37.58795293358064) Dual{Cells()}(0.002094778651658744,37.66451446220699) Dual{Cells()}(0.0024653881992020158,42.77581847749359) Dual{Cells()}(0.0024698007762403488,42.85238000611519) Dual{Cells()}(0.0024742135039810824,42.928941534742336) Dual{Cells()}(0.00282632121551829,48.040245550027386) Dual{Cells()}(0.0028308254484205315,48.11680707865068) Dual{Cells()}(0.00283532985032842,48.193368607276184) Dual{Cells()}(0.003168550109680011,53.30467262256315) Dual{Cells()}(0.0031731010278084294,53.381234151185105) Dual{Cells()}(0.0031776521333003933,53.4577956798096) Dual{Cells()}(0.001750093084569062,32.905017716490065) Dual{Cells()}(0.0017541651669418098,32.98157924511323) Dual{Cells()}(0.001758237315210416,33.058140773739204) Dual{Cells()}(0.0021346207915665374,38.169444789024965) Dual{Cells()}(0.0021389024386029624,38.24600631764804) Dual{Cells()}(0.002143184220346701,38.32256784627402) Dual{Cells()}(0.00251150722082913,43.433871861559005) Dual{Cells()}(0.002515934236971553,43.51043339018289) Dual{Cells()}(0.0025203614061086546,43.58699491880805) Dual{Cells()}(0.002870142234155587,48.698298934094964) Dual{Cells()}(0.0028746544936321403,48.774860462716376) Dual{Cells()}(0.0028791669244456826,48.8514219913433) Dual{Cells()}(0.0032099437508761315,53.96272600662994) Dual{Cells()}(0.003214497899058673,54.039287535250786) Dual{Cells()}(0.0032190522369130383,54.115849063876695) Dual{Cells()}(0.0017943379260663688,33.563071100557046) Dual{Cells()}(0.0017984310993712067,33.63963262918031) Dual{Cells()}(0.0018025243398455948,33.716194157805894) Dual{Cells()}(0.0021827102162186767,38.827498173092614) Dual{Cells()}(0.0021870141199807074,38.904059701713564) Dual{Cells()}(0.0021913181607305116,38.98062123034203) Dual{Cells()}(0.002557340364134528,44.09192524562815) Dual{Cells()}(0.002561780891959859,44.16848677424964) Dual{Cells()}(0.0025662215750720135,44.24504830287481) Dual{Cells()}(0.0029136712874134663,49.35635231816262) Dual{Cells()}(0.002918190906518895,49.432913846782476) Dual{Cells()}(0.0029227106992273906,49.50947537541187) Dual{Cells()}(0.0032510129278995026,54.620779390697436) Dual{Cells()}(0.0032555697729625666,54.69734091931847) Dual{Cells()}(0.0032601268102714727,54.77390244794035) Dual{Cells()}(0.001840994449465875,34.221124484624276) Dual{Cells()}(0.001845113297730399,34.297686013247166) Dual{Cells()}(0.0018492322146641785,34.37424754187262) Dual{Cells()}(0.0022305256259541025,39.4855515571599) Dual{Cells()}(0.00223485051325386,39.56211308578042) Dual{Cells()}(0.002239175539820513,39.63867461440882) Dual{Cells()}(0.0026028874686638516,44.749978629694745) Dual{Cells()}(0.0026073406213716474,44.82654015831573) Dual{Cells()}(0.0026117939316578466,44.90310168694309) Dual{Cells()}(0.002956906054418946,50.0144057022295) Dual{Cells()}(0.002961432388982059,50.09096723084875) Dual{Cells()}(0.0029659588994353676,50.16752875947937) Dual{Cells()}(0.003291712945829347,55.27883277476215) Dual{Cells()}(0.0032962718977624715,55.355394303385744) Dual{Cells()}(0.0033008310517440133,55.43195583200891)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120], [129638 129645 129653 129659 129667 129676 129683 129691 129700 129707 129715 129724 129731 129739 129748 129756 129764 129773 129780 129788 129797 129804 129812 129821 129828 129836 129845 129852 129860 129869 129876 129884 129893 129900 129908 129917 129924 129932 129941 129948 129956 129965 129972 129980 129989 129996 130004 130013 130020 130028 130037 130044 130052 130061 130068 130076 130085 130092 130100 130109 130116 130124 130133 130140 130148 130157 130164 130172 130181 130188 130196 130205 130212 130220 130229 130236 130244 130253 130260 130268 130277 130284 130292 130301 130308 130316 130325 130332 130340 130349 130356 130364 130373 130380 130388 130397 130404 130412 130421 130428 130436 130445 130452 130460 130469 130477 130485 130494 130501 130509 130518 130525 130533 130542 130549 130557 130566 130572 130579 130587], nothing, 240, 240, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Nothing, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.001556535341360208,-29.614750796155878,-0.0) Dual{Cells()}(0.0015605594336680528,-29.691312324779222,-0.0) Dual{Cells()}(0.0015645835860096336,-29.76787385340492,-0.0) Dual{Cells()}(0.0018903485062594656,-34.87917786869062,-0.0) Dual{Cells()}(0.0018944978813394751,-34.95573939731385,-0.0) Dual{Cells()}(0.0018986473767018013,-35.03230092593964,-0.0) Dual{Cells()}(0.0022780631499560488,-40.143604941226776,-0.0) Dual{Cells()}(0.0022824078028007453,-40.22016646984721,-0.0) Dual{Cells()}(0.0022867525972259965,-40.296727998475596,-0.0) Dual{Cells()}(0.0026481483643542463,-45.40803201376047,-0.0) Dual{Cells()}(0.0026526132934316343,-45.48459354238221,-0.0) Dual{Cells()}(0.0026570783823580647,-45.56115507100974,-0.0) Dual{Cells()}(0.0029998437144434027,-50.67245908629559,-0.0) Dual{Cells()}(0.003004376141084066,-50.74902061491737,-0.0) Dual{Cells()}(0.0030089087459235844,-50.82558214354585,-0.0) Dual{Cells()}(0.0015922603114046213,-30.272804180222614,-0.0) Dual{Cells()}(0.0015962872830193526,-30.349365708846225,-0.0) Dual{Cells()}(0.0016003143158386005,-30.42592723747181,-0.0) Dual{Cells()}(0.001939654065445032,-35.53723125275756,-0.0) Dual{Cells()}(0.0019438328229488568,-35.613792781380646,-0.0) Dual{Cells()}(0.0019480117053524125,-35.690354310006434,-0.0) Dual{Cells()}(0.0023253199093510105,-40.801658325291775,-0.0) Dual{Cells()}(0.002329683163329822,-40.87821985391379,-0.0) Dual{Cells()}(0.0023340465611665262,-40.9547813825424,-0.0) Dual{Cells()}(0.0026931227794776223,-46.06608539782652,-0.0) Dual{Cells()}(0.002697598672303955,-46.14264692645026,-0.0) Dual{Cells()}(0.0027020747272691113,-46.219208455075545,-0.0) Dual{Cells()}(0.0030424809569994486,-51.330512470361526,-0.0) Dual{Cells()}(0.00304701887141819,-51.407073998983506,-0.0) Dual{Cells()}(0.003051556966344751,-51.48363552761149,-0.0) Dual{Cells()}(0.001629287663201904,-30.930857564290125,-0.0) Dual{Cells()}(0.0016333206153674449,-31.007419092912702,-0.0) Dual{Cells()}(0.0016373536298743365,-31.083980621538583,-0.0) Dual{Cells()}(0.001988766833409904,-36.195284636824,-0.0) Dual{Cells()}(0.001992973500458944,-36.27184616544814,-0.0) Dual{Cells()}(0.001997180295255886,-36.348407694073494,-0.0) Dual{Cells()}(0.002372293847746854,-41.45971170935843,-0.0) Dual{Cells()}(0.0023766745900809256,-41.53627323798287,-0.0) Dual{Cells()}(0.0023810554785488303,-41.61283476660736,-0.0) Dual{Cells()}(0.0027378102574822454,-46.72413878189494,-0.0) Dual{Cells()}(0.0027422963350223492,-46.8007003105148,-0.0) Dual{Cells()}(0.002746782577011994,-46.87726183914397,-0.0) Dual{Cells()}(0.0030848139841144436,-51.988565854426014,-0.0) Dual{Cells()}(0.0030893567993675462,-52.06512738305235,-0.0) Dual{Cells()}(0.0030938997973676123,-52.14168891167689,-0.0) Dual{Cells()}(0.001667798798975848,-31.588910948355966,-0.0) Dual{Cells()}(0.0016718410787841173,-31.665472476979925,-0.0) Dual{Cells()}(0.0016758834220769033,-31.742034005605362,-0.0) Dual{Cells()}(0.002037641508251538,-36.85333802089103,-0.0) Dual{Cells()}(0.0020418745943877586,-36.92989954951508,-0.0) Dual{Cells()}(0.002046107810634747,-37.00646107814007,-0.0) Dual{Cells()}(0.002418983571468671,-42.11776509342729,-0.0) Dual{Cells()}(0.002423380738986439,-42.19432662204842,-0.0) Dual{Cells()}(0.002427778054913502,-42.27088815067514,-0.0) Dual{Cells()}(0.002782210082830977,-47.38219216596223,-0.0) Dual{Cells()}(0.0027867055973729953,-47.45875369458284,-0.0) Dual{Cells()}(0.0027912012786536753,-47.535315223211065,-0.0) Dual{Cells()}(0.0031268385630002092,-52.646619238495504,-0.0) Dual{Cells()}(0.0031313857079518525,-52.7231807671198,-0.0) Dual{Cells()}(0.003135933037982059,-52.79974229574272,-0.0) Dual{Cells()}(0.0017079937768084447,-32.24696433242338,-0.0) Dual{Cells()}(0.0017120490013813072,-32.323525861046654,-0.0) Dual{Cells()}(0.0017161042906035616,-32.40008738967242,-0.0) Dual{Cells()}(0.0020862623984013707,-37.511391404958204,-0.0) Dual{Cells()}(0.0020905204588170237,-37.58795293358064,-0.0) Dual{Cells()}(0.002094778651658744,-37.66451446220699,-0.0) Dual{Cells()}(0.0024653881992020158,-42.77581847749359,-0.0) Dual{Cells()}(0.0024698007762403488,-42.85238000611519,-0.0) Dual{Cells()}(0.0024742135039810824,-42.928941534742336,-0.0) Dual{Cells()}(0.00282632121551829,-48.040245550027386,-0.0) Dual{Cells()}(0.0028308254484205315,-48.11680707865068,-0.0) Dual{Cells()}(0.00283532985032842,-48.193368607276184,-0.0) Dual{Cells()}(0.003168550109680011,-53.30467262256315,-0.0) Dual{Cells()}(0.0031731010278084294,-53.381234151185105,-0.0) Dual{Cells()}(0.0031776521333003933,-53.4577956798096,-0.0) Dual{Cells()}(0.001750093084569062,-32.905017716490065,-0.0) Dual{Cells()}(0.0017541651669418098,-32.98157924511323,-0.0) Dual{Cells()}(0.001758237315210416,-33.058140773739204,-0.0) Dual{Cells()}(0.0021346207915665374,-38.169444789024965,-0.0) Dual{Cells()}(0.0021389024386029624,-38.24600631764804,-0.0) Dual{Cells()}(0.002143184220346701,-38.32256784627402,-0.0) Dual{Cells()}(0.00251150722082913,-43.433871861559005,-0.0) Dual{Cells()}(0.002515934236971553,-43.51043339018289,-0.0) Dual{Cells()}(0.0025203614061086546,-43.58699491880805,-0.0) Dual{Cells()}(0.002870142234155587,-48.698298934094964,-0.0) Dual{Cells()}(0.0028746544936321403,-48.774860462716376,-0.0) Dual{Cells()}(0.0028791669244456826,-48.8514219913433,-0.0) Dual{Cells()}(0.0032099437508761315,-53.96272600662994,-0.0) Dual{Cells()}(0.003214497899058673,-54.039287535250786,-0.0) Dual{Cells()}(0.0032190522369130383,-54.115849063876695,-0.0) Dual{Cells()}(0.0017943379260663688,-33.563071100557046,-0.0) Dual{Cells()}(0.0017984310993712067,-33.63963262918031,-0.0) Dual{Cells()}(0.0018025243398455948,-33.716194157805894,-0.0) Dual{Cells()}(0.0021827102162186767,-38.827498173092614,-0.0) Dual{Cells()}(0.0021870141199807074,-38.904059701713564,-0.0) Dual{Cells()}(0.0021913181607305116,-38.98062123034203,-0.0) Dual{Cells()}(0.002557340364134528,-44.09192524562815,-0.0) Dual{Cells()}(0.002561780891959859,-44.16848677424964,-0.0) Dual{Cells()}(0.0025662215750720135,-44.24504830287481,-0.0) Dual{Cells()}(0.0029136712874134663,-49.35635231816262,-0.0) Dual{Cells()}(0.002918190906518895,-49.432913846782476,-0.0) Dual{Cells()}(0.0029227106992273906,-49.50947537541187,-0.0) Dual{Cells()}(0.0032510129278995026,-54.620779390697436,-0.0) Dual{Cells()}(0.0032555697729625666,-54.69734091931847,-0.0) Dual{Cells()}(0.0032601268102714727,-54.77390244794035,-0.0) Dual{Cells()}(0.001840994449465875,-34.221124484624276,-0.0) Dual{Cells()}(0.001845113297730399,-34.297686013247166,-0.0) Dual{Cells()}(0.0018492322146641785,-34.37424754187262,-0.0) Dual{Cells()}(0.0022305256259541025,-39.4855515571599,-0.0) Dual{Cells()}(0.00223485051325386,-39.56211308578042,-0.0) Dual{Cells()}(0.002239175539820513,-39.63867461440882,-0.0) Dual{Cells()}(0.0026028874686638516,-44.749978629694745,-0.0) Dual{Cells()}(0.0026073406213716474,-44.82654015831573,-0.0) Dual{Cells()}(0.0026117939316578466,-44.90310168694309,-0.0) Dual{Cells()}(0.002956906054418946,-50.0144057022295,-0.0) Dual{Cells()}(0.002961432388982059,-50.09096723084875,-0.0) Dual{Cells()}(0.0029659588994353676,-50.16752875947937,-0.0) Dual{Cells()}(0.003291712945829347,-55.27883277476215,-0.0) Dual{Cells()}(0.0032962718977624715,-55.355394303385744,-0.0) Dual{Cells()}(0.0033008310517440133,-55.43195583200891,-0.0)], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121], [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], [131305 131306 131307 131308 131309 131310 131311 131312 131313 131314 131315 131316 131317 131318 131319 131320 131321 131322 131323 131324 131325 131326 131327 131328 131329 131330 131331 131332 131333 131334 131335 131336 131337 131338 131339 131340 131341 131342 131343 131344 131345 131346 131347 131348 131349 131350 131351 131352 131353 131354 131355 131356 131357 131358 131359 131360 131361 131362 131363 131364 131365 131366 131367 131368 131369 131370 131371 131372 131373 131374 131375 131376 131377 131378 131379 131380 131381 131382 131383 131384 131385 131386 131387 131388 131389 131390 131391 131392 131393 131394 131395 131396 131397 131398 131399 131400 131401 131402 131403 131404 131405 131406 131407 131408 131409 131410 131411 131412 131413 131414 131415 131416 131417 131418 131419 131420 131421 131422 131423 131424; 131427 131428 131429 131430 131431 131432 131433 131434 131435 131436 131437 131438 131439 131440 131441 131442 131443 131444 131445 131446 131447 131448 131449 131450 131451 131452 131453 131454 131455 131456 131457 131458 131459 131460 131461 131462 131463 131464 131465 131466 131467 131468 131469 131470 131471 131472 131473 131474 131475 131476 131477 131478 131479 131480 131481 131482 131483 131484 131485 131486 131487 131488 131489 131490 131491 131492 131493 131494 131495 131496 131497 131498 131499 131500 131501 131502 131503 131504 131505 131506 131507 131508 131509 131510 131511 131512 131513 131514 131515 131516 131517 131518 131519 131520 131521 131522 131523 131524 131525 131526 131527 131528 131529 131530 131531 131532 131533 131534 131535 131536 131537 131538 131539 131540 131541 131542 131543 131544 131545 131546], nothing, 240, 1, Jutul.TrivialGlobalMap()),), target_entities = [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120], offdiagonal_alignment = (from_source = (Cells = [131305 131306 131307 131308 131309 131310 131311 131312 131313 131314 131315 131316 131317 131318 131319 131320 131321 131322 131323 131324 131325 131326 131327 131328 131329 131330 131331 131332 131333 131334 131335 131336 131337 131338 131339 131340 131341 131342 131343 131344 131345 131346 131347 131348 131349 131350 131351 131352 131353 131354 131355 131356 131357 131358 131359 131360 131361 131362 131363 131364 131365 131366 131367 131368 131369 131370 131371 131372 131373 131374 131375 131376 131377 131378 131379 131380 131381 131382 131383 131384 131385 131386 131387 131388 131389 131390 131391 131392 131393 131394 131395 131396 131397 131398 131399 131400 131401 131402 131403 131404 131405 131406 131407 131408 131409 131410 131411 131412 131413 131414 131415 131416 131417 131418 131419 131420 131421 131422 131423 131424; 131427 131428 131429 131430 131431 131432 131433 131434 131435 131436 131437 131438 131439 131440 131441 131442 131443 131444 131445 131446 131447 131448 131449 131450 131451 131452 131453 131454 131455 131456 131457 131458 131459 131460 131461 131462 131463 131464 131465 131466 131467 131468 131469 131470 131471 131472 131473 131474 131475 131476 131477 131478 131479 131480 131481 131482 131483 131484 131485 131486 131487 131488 131489 131490 131491 131492 131493 131494 131495 131496 131497 131498 131499 131500 131501 131502 131503 131504 131505 131506 131507 131508 131509 131510 131511 131512 131513 131514 131515 131516 131517 131518 131519 131520 131521 131522 131523 131524 131525 131526 131527 131528 131529 131530 131531 131532 131533 131534 131535 131536 131537 131538 131539 131540 131541 131542 131543 131544 131545 131546],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 1, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(-0.29201739973997354,5102.802397690009,0.0);;], [1, 2], [1], [131425; 131547;;], [1], 1, 1, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(-0.29201739973997354,-29.614750796155878) Dual{Cells()}(-0.29201739973997354,-29.691312324779222) Dual{Cells()}(-0.29201739973997354,-29.76787385340492) Dual{Cells()}(-0.29201739973997354,-34.87917786869062) Dual{Cells()}(-0.29201739973997354,-34.95573939731385) Dual{Cells()}(-0.29201739973997354,-35.03230092593964) Dual{Cells()}(-0.29201739973997354,-40.143604941226776) Dual{Cells()}(-0.29201739973997354,-40.22016646984721) Dual{Cells()}(-0.29201739973997354,-40.296727998475596) Dual{Cells()}(-0.29201739973997354,-45.40803201376047) Dual{Cells()}(-0.29201739973997354,-45.48459354238221) Dual{Cells()}(-0.29201739973997354,-45.56115507100974) Dual{Cells()}(-0.29201739973997354,-50.67245908629559) Dual{Cells()}(-0.29201739973997354,-50.74902061491737) Dual{Cells()}(-0.29201739973997354,-50.82558214354585) Dual{Cells()}(-0.29201739973997354,-30.272804180222614) Dual{Cells()}(-0.29201739973997354,-30.349365708846225) Dual{Cells()}(-0.29201739973997354,-30.42592723747181) Dual{Cells()}(-0.29201739973997354,-35.53723125275756) Dual{Cells()}(-0.29201739973997354,-35.613792781380646) Dual{Cells()}(-0.29201739973997354,-35.690354310006434) Dual{Cells()}(-0.29201739973997354,-40.801658325291775) Dual{Cells()}(-0.29201739973997354,-40.87821985391379) Dual{Cells()}(-0.29201739973997354,-40.9547813825424) Dual{Cells()}(-0.29201739973997354,-46.06608539782652) Dual{Cells()}(-0.29201739973997354,-46.14264692645026) Dual{Cells()}(-0.29201739973997354,-46.219208455075545) Dual{Cells()}(-0.29201739973997354,-51.330512470361526) Dual{Cells()}(-0.29201739973997354,-51.407073998983506) Dual{Cells()}(-0.29201739973997354,-51.48363552761149) Dual{Cells()}(-0.29201739973997354,-30.930857564290125) Dual{Cells()}(-0.29201739973997354,-31.007419092912702) Dual{Cells()}(-0.29201739973997354,-31.083980621538583) Dual{Cells()}(-0.29201739973997354,-36.195284636824) Dual{Cells()}(-0.29201739973997354,-36.27184616544814) Dual{Cells()}(-0.29201739973997354,-36.348407694073494) Dual{Cells()}(-0.29201739973997354,-41.45971170935843) Dual{Cells()}(-0.29201739973997354,-41.53627323798287) Dual{Cells()}(-0.29201739973997354,-41.61283476660736) Dual{Cells()}(-0.29201739973997354,-46.72413878189494) Dual{Cells()}(-0.29201739973997354,-46.8007003105148) Dual{Cells()}(-0.29201739973997354,-46.87726183914397) Dual{Cells()}(-0.29201739973997354,-51.988565854426014) Dual{Cells()}(-0.29201739973997354,-52.06512738305235) Dual{Cells()}(-0.29201739973997354,-52.14168891167689) Dual{Cells()}(-0.29201739973997354,-31.588910948355966) Dual{Cells()}(-0.29201739973997354,-31.665472476979925) Dual{Cells()}(-0.29201739973997354,-31.742034005605362) Dual{Cells()}(-0.29201739973997354,-36.85333802089103) Dual{Cells()}(-0.29201739973997354,-36.92989954951508) Dual{Cells()}(-0.29201739973997354,-37.00646107814007) Dual{Cells()}(-0.29201739973997354,-42.11776509342729) Dual{Cells()}(-0.29201739973997354,-42.19432662204842) Dual{Cells()}(-0.29201739973997354,-42.27088815067514) Dual{Cells()}(-0.29201739973997354,-47.38219216596223) Dual{Cells()}(-0.29201739973997354,-47.45875369458284) Dual{Cells()}(-0.29201739973997354,-47.535315223211065) Dual{Cells()}(-0.29201739973997354,-52.646619238495504) Dual{Cells()}(-0.29201739973997354,-52.7231807671198) Dual{Cells()}(-0.29201739973997354,-52.79974229574272) Dual{Cells()}(-0.29201739973997354,-32.24696433242338) Dual{Cells()}(-0.29201739973997354,-32.323525861046654) Dual{Cells()}(-0.29201739973997354,-32.40008738967242) Dual{Cells()}(-0.29201739973997354,-37.511391404958204) Dual{Cells()}(-0.29201739973997354,-37.58795293358064) Dual{Cells()}(-0.29201739973997354,-37.66451446220699) Dual{Cells()}(-0.29201739973997354,-42.77581847749359) Dual{Cells()}(-0.29201739973997354,-42.85238000611519) Dual{Cells()}(-0.29201739973997354,-42.928941534742336) Dual{Cells()}(-0.29201739973997354,-48.040245550027386) Dual{Cells()}(-0.29201739973997354,-48.11680707865068) Dual{Cells()}(-0.29201739973997354,-48.193368607276184) Dual{Cells()}(-0.29201739973997354,-53.30467262256315) Dual{Cells()}(-0.29201739973997354,-53.381234151185105) Dual{Cells()}(-0.29201739973997354,-53.4577956798096) Dual{Cells()}(-0.29201739973997354,-32.905017716490065) Dual{Cells()}(-0.29201739973997354,-32.98157924511323) Dual{Cells()}(-0.29201739973997354,-33.058140773739204) Dual{Cells()}(-0.29201739973997354,-38.169444789024965) Dual{Cells()}(-0.29201739973997354,-38.24600631764804) Dual{Cells()}(-0.29201739973997354,-38.32256784627402) Dual{Cells()}(-0.29201739973997354,-43.433871861559005) Dual{Cells()}(-0.29201739973997354,-43.51043339018289) Dual{Cells()}(-0.29201739973997354,-43.58699491880805) Dual{Cells()}(-0.29201739973997354,-48.698298934094964) Dual{Cells()}(-0.29201739973997354,-48.774860462716376) Dual{Cells()}(-0.29201739973997354,-48.8514219913433) Dual{Cells()}(-0.29201739973997354,-53.96272600662994) Dual{Cells()}(-0.29201739973997354,-54.039287535250786) Dual{Cells()}(-0.29201739973997354,-54.115849063876695) Dual{Cells()}(-0.29201739973997354,-33.563071100557046) Dual{Cells()}(-0.29201739973997354,-33.63963262918031) Dual{Cells()}(-0.29201739973997354,-33.716194157805894) Dual{Cells()}(-0.29201739973997354,-38.827498173092614) Dual{Cells()}(-0.29201739973997354,-38.904059701713564) Dual{Cells()}(-0.29201739973997354,-38.98062123034203) Dual{Cells()}(-0.29201739973997354,-44.09192524562815) Dual{Cells()}(-0.29201739973997354,-44.16848677424964) Dual{Cells()}(-0.29201739973997354,-44.24504830287481) Dual{Cells()}(-0.29201739973997354,-49.35635231816262) Dual{Cells()}(-0.29201739973997354,-49.432913846782476) Dual{Cells()}(-0.29201739973997354,-49.50947537541187) Dual{Cells()}(-0.29201739973997354,-54.620779390697436) Dual{Cells()}(-0.29201739973997354,-54.69734091931847) Dual{Cells()}(-0.29201739973997354,-54.77390244794035) Dual{Cells()}(-0.29201739973997354,-34.221124484624276) Dual{Cells()}(-0.29201739973997354,-34.297686013247166) Dual{Cells()}(-0.29201739973997354,-34.37424754187262) Dual{Cells()}(-0.29201739973997354,-39.4855515571599) Dual{Cells()}(-0.29201739973997354,-39.56211308578042) Dual{Cells()}(-0.29201739973997354,-39.63867461440882) Dual{Cells()}(-0.29201739973997354,-44.749978629694745) Dual{Cells()}(-0.29201739973997354,-44.82654015831573) Dual{Cells()}(-0.29201739973997354,-44.90310168694309) Dual{Cells()}(-0.29201739973997354,-50.0144057022295) Dual{Cells()}(-0.29201739973997354,-50.09096723084875) Dual{Cells()}(-0.29201739973997354,-50.16752875947937) Dual{Cells()}(-0.29201739973997354,-55.27883277476215) Dual{Cells()}(-0.29201739973997354,-55.355394303385744) Dual{Cells()}(-0.29201739973997354,-55.43195583200891)], [1, 121], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120], [129642 129649 129656 129664 129672 129680 129688 129696 129704 129712 129720 129728 129736 129744 129752 129760 129768 129776 129784 129792 129800 129808 129816 129824 129832 129840 129848 129856 129864 129872 129880 129888 129896 129904 129912 129920 129928 129936 129944 129952 129960 129968 129976 129984 129992 130000 130008 130016 130024 130032 130040 130048 130056 130064 130072 130080 130088 130096 130104 130112 130120 130128 130136 130144 130152 130160 130168 130176 130184 130192 130200 130208 130216 130224 130232 130240 130248 130256 130264 130272 130280 130288 130296 130304 130312 130320 130328 130336 130344 130352 130360 130368 130376 130384 130392 130400 130408 130416 130424 130432 130440 130448 130456 130464 130472 130480 130488 130496 130504 130512 130520 130528 130536 130544 130552 130560 130568 130575 130582 130589], [1], 1, 240, Jutul.TrivialGlobalMap()),), target_entities = [1], offdiagonal_alignment = (from_source = (Cells = [129642 129649 129656 129664 129672 129680 129688 129696 129704 129712 129720 129728 129736 129744 129752 129760 129768 129776 129784 129792 129800 129808 129816 129824 129832 129840 129848 129856 129864 129872 129880 129888 129896 129904 129912 129920 129928 129936 129944 129952 129960 129968 129976 129984 129992 130000 130008 130016 130024 130032 130040 130048 130056 130064 130072 130080 130088 130096 130104 130112 130120 130128 130136 130144 130152 130160 130168 130176 130184 130192 130200 130208 130216 130224 130232 130240 130248 130256 130264 130272 130280 130288 130296 130304 130312 130320 130328 130336 130344 130352 130360 130368 130376 130384 130392 130400 130408 130416 130424 130432 130440 130448 130456 130464 130472 130480 130488 130496 130504 130512 130520 130528 130536 130544 130552 130560 130568 130575 130582 130589],),))), JutulStorage{@NamedTuple{N::Int64, helper_mode::Bool, target::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, source::@NamedTuple{Cells::Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}}, target_entities::Vector{Int64}, offdiagonal_alignment::@NamedTuple{from_source::@NamedTuple{Cells::Matrix{Int64}}}}}((N = 1, helper_mode = false, target = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 2}, Matrix{ForwardDiff.Dual{Cells(), Float64, 2}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 2}[Dual{Cells()}(0.0,0.0,0.0);;], [1, 2], [1], [131426; 131548;;], [1], 1, 1, Jutul.TrivialGlobalMap()),), source = (Cells = Jutul.GenericAutoDiffCache{1, Cells(), ForwardDiff.Dual{Cells(), Float64, 1}, Matrix{ForwardDiff.Dual{Cells(), Float64, 1}}, Vector{Int64}, Matrix{Int64}, Vector{Int64}, Jutul.TrivialGlobalMap}(ForwardDiff.Dual{Cells(), Float64, 1}[Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0) Dual{Cells()}(0.0,-0.0)], [1, 121], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120], [129643 129650 129657 129665 129673 129681 129689 129697 129705 129713 129721 129729 129737 129745 129753 129761 129769 129777 129785 129793 129801 129809 129817 129825 129833 129841 129849 129857 129865 129873 129881 129889 129897 129905 129913 129921 129929 129937 129945 129953 129961 129969 129977 129985 129993 130001 130009 130017 130025 130033 130041 130049 130057 130065 130073 130081 130089 130097 130105 130113 130121 130129 130137 130145 130153 130161 130169 130177 130185 130193 130201 130209 130217 130225 130233 130241 130249 130257 130265 130273 130281 130289 130297 130305 130313 130321 130329 130337 130345 130353 130361 130369 130377 130385 130393 130401 130409 130417 130425 130433 130441 130449 130457 130465 130473 130481 130489 130497 130505 130513 130521 130529 130537 130545 130553 130561 130569 130576 130583 130590], [1], 1, 240, Jutul.TrivialGlobalMap()),), target_entities = [1], offdiagonal_alignment = (from_source = (Cells = [129643 129650 129657 129665 129673 129681 129689 129697 129705 129713 129721 129729 129737 129745 129753 129761 129769 129777 129785 129793 129801 129809 129817 129825 129833 129841 129849 129857 129865 129873 129881 129889 129897 129905 129913 129921 129929 129937 129945 129953 129961 129969 129977 129985 129993 130001 130009 130017 130025 130033 130041 130049 130057 130065 130073 130081 130089 130097 130105 130113 130121 130129 130137 130145 130153 130161 130169 130177 130185 130193 130201 130209 130217 130225 130233 130241 130249 130257 130265 130273 130281 130289 130297 130305 130313 130321 130329 130337 130345 130353 130361 130369 130377 130385 130393 130401 130409 130417 130425 130433 130441 130449 130457 130465 130473 130481 130489 130497 130505 130513 130521 130529 130537 130545 130553 130561 130569 130576 130583 130590],),)))], LinearizedSystem = LinearizedSystem{EquationMajorLayout, SparseArrays.SparseMatrixCSC{Float64, Int64}, Vector{Float64}, Vector{Float64}, Vector{Float64}}(sparse([1, 2, 16, 121, 243, 1, 2, 3, 17, 122, 2, 3, 18, 123, 244, 4, 5, 19, 106, 124, 249, 4, 5, 6, 20, 107, 125, 5, 6, 21, 108, 126, 250, 7, 8, 22, 109, 127, 255, 7, 8, 9, 23, 110, 128, 8, 9, 24, 111, 129, 256, 10, 11, 25, 112, 130, 261, 10, 11, 12, 26, 113, 131, 11, 12, 27, 114, 132, 262, 13, 14, 28, 115, 133, 267, 13, 14, 15, 29, 116, 134, 14, 15, 30, 117, 135, 268, 1, 16, 17, 31, 136, 273, 2, 16, 17, 18, 32, 137, 3, 17, 18, 33, 138, 274, 4, 19, 20, 34, 139, 279, 5, 19, 20, 21, 35, 140, 6, 20, 21, 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427, 428, 457, 667, 907, 1387, 1867, 2347, 2827, 3307, 4168, 5608, 398, 427, 428, 429, 458, 668, 908, 1388, 1868, 2348, 2828, 3308, 4169, 5609, 94, 399, 428, 429, 459, 669, 909, 1389, 1869, 2349, 2829, 3309, 4170, 5610, 96, 400, 430, 431, 460, 670, 910, 1390, 1870, 2350, 2830, 3310, 4171, 5611, 401, 430, 431, 432, 461, 671, 911, 1391, 1871, 2351, 2831, 3311, 4172, 5612, 402, 431, 432, 462, 672, 912, 1392, 1872, 2352, 2832, 3312, 4173, 5613, 403, 433, 434, 463, 673, 913, 1393, 1873, 2353, 2833, 3313, 4186, 5626, 404, 433, 434, 435, 464, 674, 914, 1394, 1874, 2354, 2834, 3314, 4187, 5627, 97, 405, 434, 435, 465, 675, 915, 1395, 1875, 2355, 2835, 3315, 4188, 5628, 99, 406, 436, 437, 466, 676, 916, 1396, 1876, 2356, 2836, 3316, 4189, 5629, 407, 436, 437, 438, 467, 677, 917, 1397, 1877, 2357, 2837, 3317, 4190, 5630, 408, 437, 438, 468, 678, 918, 1398, 1878, 2358, 2838, 3318, 4191, 5631, 409, 439, 440, 469, 679, 919, 1399, 1879, 2359, 2839, 3319, 4204, 5644, 410, 439, 440, 441, 470, 680, 920, 1400, 1880, 2360, 2840, 3320, 4205, 5645, 100, 411, 440, 441, 471, 681, 921, 1401, 1881, 2361, 2841, 3321, 4206, 5646, 102, 412, 442, 443, 472, 682, 922, 1402, 1882, 2362, 2842, 3322, 4207, 5647, 413, 442, 443, 444, 473, 683, 923, 1403, 1883, 2363, 2843, 3323, 4208, 5648, 414, 443, 444, 474, 684, 924, 1404, 1884, 2364, 2844, 3324, 4209, 5649, 415, 445, 446, 475, 685, 925, 1405, 1885, 2365, 2845, 3325, 4222, 5662, 416, 445, 446, 447, 476, 686, 926, 1406, 1886, 2366, 2846, 3326, 4223, 5663, 103, 417, 446, 447, 477, 687, 927, 1407, 1887, 2367, 2847, 3327, 4224, 5664, 105, 418, 448, 449, 478, 688, 928, 1408, 1888, 2368, 2848, 3328, 4225, 5665, 419, 448, 449, 450, 479, 689, 929, 1409, 1889, 2369, 2849, 3329, 4226, 5666, 420, 449, 450, 480, 690, 930, 1410, 1890, 2370, 2850, 3330, 4227, 5667, 247, 421, 451, 452, 691, 931, 1411, 1891, 2371, 2851, 3331, 4240, 5680, 248, 422, 451, 452, 453, 692, 932, 1412, 1892, 2372, 2852, 3332, 4241, 5681, 106, 249, 423, 452, 453, 693, 933, 1413, 1893, 2373, 2853, 3333, 4242, 5682, 108, 250, 424, 454, 455, 694, 934, 1414, 1894, 2374, 2854, 3334, 4243, 5683, 251, 425, 454, 455, 456, 695, 935, 1415, 1895, 2375, 2855, 3335, 4244, 5684, 252, 426, 455, 456, 696, 936, 1416, 1896, 2376, 2856, 3336, 4245, 5685, 253, 427, 457, 458, 697, 937, 1417, 1897, 2377, 2857, 3337, 4258, 5698, 254, 428, 457, 458, 459, 698, 938, 1418, 1898, 2378, 2858, 3338, 4259, 5699, 109, 255, 429, 458, 459, 699, 939, 1419, 1899, 2379, 2859, 3339, 4260, 5700, 111, 256, 430, 460, 461, 700, 940, 1420, 1900, 2380, 2860, 3340, 4261, 5701, 257, 431, 460, 461, 462, 701, 941, 1421, 1901, 2381, 2861, 3341, 4262, 5702, 258, 432, 461, 462, 702, 942, 1422, 1902, 2382, 2862, 3342, 4263, 5703, 259, 433, 463, 464, 703, 943, 1423, 1903, 2383, 2863, 3343, 4276, 5716, 260, 434, 463, 464, 465, 704, 944, 1424, 1904, 2384, 2864, 3344, 4277, 5717, 112, 261, 435, 464, 465, 705, 945, 1425, 1905, 2385, 2865, 3345, 4278, 5718, 114, 262, 436, 466, 467, 706, 946, 1426, 1906, 2386, 2866, 3346, 4279, 5719, 263, 437, 466, 467, 468, 707, 947, 1427, 1907, 2387, 2867, 3347, 4280, 5720, 264, 438, 467, 468, 708, 948, 1428, 1908, 2388, 2868, 3348, 4281, 5721, 265, 439, 469, 470, 709, 949, 1429, 1909, 2389, 2869, 3349, 4294, 5734, 266, 440, 469, 470, 471, 710, 950, 1430, 1910, 2390, 2870, 3350, 4295, 5735, 115, 267, 441, 470, 471, 711, 951, 1431, 1911, 2391, 2871, 3351, 4296, 5736, 117, 268, 442, 472, 473, 712, 952, 1432, 1912, 2392, 2872, 3352, 4297, 5737, 269, 443, 472, 473, 474, 713, 953, 1433, 1913, 2393, 2873, 3353, 4298, 5738, 270, 444, 473, 474, 714, 954, 1434, 1914, 2394, 2874, 3354, 4299, 5739, 445, 475, 476, 715, 955, 1435, 1915, 2395, 2875, 3355, 4312, 5752, 446, 475, 476, 477, 716, 956, 1436, 1916, 2396, 2876, 3356, 4313, 5753, 118, 447, 476, 477, 717, 957, 1437, 1917, 2397, 2877, 3357, 4314, 5754, 120, 448, 478, 479, 718, 958, 1438, 1918, 2398, 2878, 3358, 4315, 5755, 449, 478, 479, 480, 719, 959, 1439, 1919, 2399, 2879, 3359, 4316, 5756, 450, 479, 480, 720, 960, 1440, 1920, 2400, 2880, 3360, 4317, 5757, 241, 481, 482, 511, 961, 1441, 1921, 2401, 2881, 3361, 4330, 5770, 242, 481, 482, 483, 512, 962, 1442, 1922, 2402, 2882, 3362, 4331, 5771, 121, 243, 482, 483, 513, 963, 1443, 1923, 2403, 2883, 3363, 4332, 5772, 123, 244, 484, 485, 514, 964, 1444, 1924, 2404, 2884, 3364, 4333, 5773, 245, 484, 485, 486, 515, 965, 1445, 1925, 2405, 2885, 3365, 4334, 5774, 246, 485, 486, 516, 966, 1446, 1926, 2406, 2886, 3366, 4335, 5775, 247, 487, 488, 517, 691, 967, 1447, 1927, 2407, 2887, 3367, 4348, 5788, 248, 487, 488, 489, 518, 692, 968, 1448, 1928, 2408, 2888, 3368, 4349, 5789, 124, 249, 488, 489, 519, 693, 969, 1449, 1929, 2409, 2889, 3369, 4350, 5790, 126, 250, 490, 491, 520, 694, 970, 1450, 1930, 2410, 2890, 3370, 4351, 5791, 251, 490, 491, 492, 521, 695, 971, 1451, 1931, 2411, 2891, 3371, 4352, 5792, 252, 491, 492, 522, 696, 972, 1452, 1932, 2412, 2892, 3372, 4353, 5793, 253, 493, 494, 523, 697, 973, 1453, 1933, 2413, 2893, 3373, 4366, 5806, 254, 493, 494, 495, 524, 698, 974, 1454, 1934, 2414, 2894, 3374, 4367, 5807, 127, 255, 494, 495, 525, 699, 975, 1455, 1935, 2415, 2895, 3375, 4368, 5808, 129, 256, 496, 497, 526, 700, 976, 1456, 1936, 2416, 2896, 3376, 4369, 5809, 257, 496, 497, 498, 527, 701, 977, 1457, 1937, 2417, 2897, 3377, 4370, 5810, 258, 497, 498, 528, 702, 978, 1458, 1938, 2418, 2898, 3378, 4371, 5811, 259, 499, 500, 529, 703, 979, 1459, 1939, 2419, 2899, 3379, 4384, 5824, 260, 499, 500, 501, 530, 704, 980, 1460, 1940, 2420, 2900, 3380, 4385, 5825, 130, 261, 500, 501, 531, 705, 981, 1461, 1941, 2421, 2901, 3381, 4386, 5826, 132, 262, 502, 503, 532, 706, 982, 1462, 1942, 2422, 2902, 3382, 4387, 5827, 263, 502, 503, 504, 533, 707, 983, 1463, 1943, 2423, 2903, 3383, 4388, 5828, 264, 503, 504, 534, 708, 984, 1464, 1944, 2424, 2904, 3384, 4389, 5829, 265, 505, 506, 535, 709, 985, 1465, 1945, 2425, 2905, 3385, 4402, 5842, 266, 505, 506, 507, 536, 710, 986, 1466, 1946, 2426, 2906, 3386, 4403, 5843, 133, 267, 506, 507, 537, 711, 987, 1467, 1947, 2427, 2907, 3387, 4404, 5844, 135, 268, 508, 509, 538, 712, 988, 1468, 1948, 2428, 2908, 3388, 4405, 5845, 269, 508, 509, 510, 539, 713, 989, 1469, 1949, 2429, 2909, 3389, 4406, 5846, 270, 509, 510, 540, 714, 990, 1470, 1950, 2430, 2910, 3390, 4407, 5847, 271, 481, 511, 512, 541, 991, 1471, 1951, 2431, 2911, 3391, 4420, 5860, 272, 482, 511, 512, 513, 542, 992, 1472, 1952, 2432, 2912, 3392, 4421, 5861, 136, 273, 483, 512, 513, 543, 993, 1473, 1953, 2433, 2913, 3393, 4422, 5862, 138, 274, 484, 514, 515, 544, 994, 1474, 1954, 2434, 2914, 3394, 4423, 5863, 275, 485, 514, 515, 516, 545, 995, 1475, 1955, 2435, 2915, 3395, 4424, 5864, 276, 486, 515, 516, 546, 996, 1476, 1956, 2436, 2916, 3396, 4425, 5865, 277, 487, 517, 518, 547, 997, 1477, 1957, 2437, 2917, 3397, 4438, 5878, 278, 488, 517, 518, 519, 548, 998, 1478, 1958, 2438, 2918, 3398, 4439, 5879, 139, 279, 489, 518, 519, 549, 999, 1479, 1959, 2439, 2919, 3399, 4440, 5880, 141, 280, 490, 520, 521, 550, 1000, 1480, 1960, 2440, 2920, 3400, 4441, 5881, 281, 491, 520, 521, 522, 551, 1001, 1481, 1961, 2441, 2921, 3401, 4442, 5882, 282, 492, 521, 522, 552, 1002, 1482, 1962, 2442, 2922, 3402, 4443, 5883, 283, 493, 523, 524, 553, 1003, 1483, 1963, 2443, 2923, 3403, 4456, 5896, 284, 494, 523, 524, 525, 554, 1004, 1484, 1964, 2444, 2924, 3404, 4457, 5897, 142, 285, 495, 524, 525, 555, 1005, 1485, 1965, 2445, 2925, 3405, 4458, 5898, 144, 286, 496, 526, 527, 556, 1006, 1486, 1966, 2446, 2926, 3406, 4459, 5899, 287, 497, 526, 527, 528, 557, 1007, 1487, 1967, 2447, 2927, 3407, 4460, 5900, 288, 498, 527, 528, 558, 1008, 1488, 1968, 2448, 2928, 3408, 4461, 5901, 289, 499, 529, 530, 559, 1009, 1489, 1969, 2449, 2929, 3409, 4474, 5914, 290, 500, 529, 530, 531, 560, 1010, 1490, 1970, 2450, 2930, 3410, 4475, 5915, 145, 291, 501, 530, 531, 561, 1011, 1491, 1971, 2451, 2931, 3411, 4476, 5916, 147, 292, 502, 532, 533, 562, 1012, 1492, 1972, 2452, 2932, 3412, 4477, 5917, 293, 503, 532, 533, 534, 563, 1013, 1493, 1973, 2453, 2933, 3413, 4478, 5918, 294, 504, 533, 534, 564, 1014, 1494, 1974, 2454, 2934, 3414, 4479, 5919, 295, 505, 535, 536, 565, 1015, 1495, 1975, 2455, 2935, 3415, 4492, 5932, 296, 506, 535, 536, 537, 566, 1016, 1496, 1976, 2456, 2936, 3416, 4493, 5933, 148, 297, 507, 536, 537, 567, 1017, 1497, 1977, 2457, 2937, 3417, 4494, 5934, 150, 298, 508, 538, 539, 568, 1018, 1498, 1978, 2458, 2938, 3418, 4495, 5935, 299, 509, 538, 539, 540, 569, 1019, 1499, 1979, 2459, 2939, 3419, 4496, 5936, 300, 510, 539, 540, 570, 1020, 1500, 1980, 2460, 2940, 3420, 4497, 5937, 301, 511, 541, 542, 571, 1021, 1501, 1981, 2461, 2941, 3421, 4510, 5950, 302, 512, 541, 542, 543, 572, 1022, 1502, 1982, 2462, 2942, 3422, 4511, 5951, 151, 303, 513, 542, 543, 573, 1023, 1503, 1983, 2463, 2943, 3423, 4512, 5952, 153, 304, 514, 544, 545, 574, 1024, 1504, 1984, 2464, 2944, 3424, 4513, 5953, 305, 515, 544, 545, 546, 575, 1025, 1505, 1985, 2465, 2945, 3425, 4514, 5954, 306, 516, 545, 546, 576, 1026, 1506, 1986, 2466, 2946, 3426, 4515, 5955, 307, 517, 547, 548, 577, 1027, 1507, 1987, 2467, 2947, 3427, 4528, 5968, 308, 518, 547, 548, 549, 578, 1028, 1508, 1988, 2468, 2948, 3428, 4529, 5969, 154, 309, 519, 548, 549, 579, 1029, 1509, 1989, 2469, 2949, 3429, 4530, 5970, 156, 310, 520, 550, 551, 580, 1030, 1510, 1990, 2470, 2950, 3430, 4531, 5971, 311, 521, 550, 551, 552, 581, 1031, 1511, 1991, 2471, 2951, 3431, 4532, 5972, 312, 522, 551, 552, 582, 1032, 1512, 1992, 2472, 2952, 3432, 4533, 5973, 313, 523, 553, 554, 583, 1033, 1513, 1993, 2473, 2953, 3433, 4546, 5986, 314, 524, 553, 554, 555, 584, 1034, 1514, 1994, 2474, 2954, 3434, 4547, 5987, 157, 315, 525, 554, 555, 585, 1035, 1515, 1995, 2475, 2955, 3435, 4548, 5988, 159, 316, 526, 556, 557, 586, 1036, 1516, 1996, 2476, 2956, 3436, 4549, 5989, 317, 527, 556, 557, 558, 587, 1037, 1517, 1997, 2477, 2957, 3437, 4550, 5990, 318, 528, 557, 558, 588, 1038, 1518, 1998, 2478, 2958, 3438, 4551, 5991, 319, 529, 559, 560, 589, 1039, 1519, 1999, 2479, 2959, 3439, 4564, 6004, 320, 530, 559, 560, 561, 590, 1040, 1520, 2000, 2480, 2960, 3440, 4565, 6005, 160, 321, 531, 560, 561, 591, 1041, 1521, 2001, 2481, 2961, 3441, 4566, 6006, 162, 322, 532, 562, 563, 592, 1042, 1522, 2002, 2482, 2962, 3442, 4567, 6007, 323, 533, 562, 563, 564, 593, 1043, 1523, 2003, 2483, 2963, 3443, 4568, 6008, 324, 534, 563, 564, 594, 1044, 1524, 2004, 2484, 2964, 3444, 4569, 6009, 325, 535, 565, 566, 595, 1045, 1525, 2005, 2485, 2965, 3445, 4582, 6022, 326, 536, 565, 566, 567, 596, 1046, 1526, 2006, 2486, 2966, 3446, 4583, 6023, 163, 327, 537, 566, 567, 597, 1047, 1527, 2007, 2487, 2967, 3447, 4584, 6024, 165, 328, 538, 568, 569, 598, 1048, 1528, 2008, 2488, 2968, 3448, 4585, 6025, 329, 539, 568, 569, 570, 599, 1049, 1529, 2009, 2489, 2969, 3449, 4586, 6026, 330, 540, 569, 570, 600, 1050, 1530, 2010, 2490, 2970, 3450, 4587, 6027, 331, 541, 571, 572, 601, 1051, 1531, 2011, 2491, 2971, 3451, 4600, 6040, 332, 542, 571, 572, 573, 602, 1052, 1532, 2012, 2492, 2972, 3452, 4601, 6041, 166, 333, 543, 572, 573, 603, 1053, 1533, 2013, 2493, 2973, 3453, 4602, 6042, 168, 334, 544, 574, 575, 604, 1054, 1534, 2014, 2494, 2974, 3454, 4603, 6043, 335, 545, 574, 575, 576, 605, 1055, 1535, 2015, 2495, 2975, 3455, 4604, 6044, 336, 546, 575, 576, 606, 1056, 1536, 2016, 2496, 2976, 3456, 4605, 6045, 337, 547, 577, 578, 607, 1057, 1537, 2017, 2497, 2977, 3457, 4618, 6058, 338, 548, 577, 578, 579, 608, 1058, 1538, 2018, 2498, 2978, 3458, 4619, 6059, 169, 339, 549, 578, 579, 609, 1059, 1539, 2019, 2499, 2979, 3459, 4620, 6060, 171, 340, 550, 580, 581, 610, 1060, 1540, 2020, 2500, 2980, 3460, 4621, 6061, 341, 551, 580, 581, 582, 611, 1061, 1541, 2021, 2501, 2981, 3461, 4622, 6062, 342, 552, 581, 582, 612, 1062, 1542, 2022, 2502, 2982, 3462, 4623, 6063, 343, 553, 583, 584, 613, 1063, 1543, 2023, 2503, 2983, 3463, 4636, 6076, 344, 554, 583, 584, 585, 614, 1064, 1544, 2024, 2504, 2984, 3464, 4637, 6077, 172, 345, 555, 584, 585, 615, 1065, 1545, 2025, 2505, 2985, 3465, 4638, 6078, 174, 346, 556, 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2411, 2891, 3371, 4352, 5792, 252, 491, 492, 522, 696, 972, 1452, 1932, 2412, 2892, 3372, 4353, 5793, 253, 493, 494, 523, 697, 973, 1453, 1933, 2413, 2893, 3373, 4366, 5806, 254, 493, 494, 495, 524, 698, 974, 1454, 1934, 2414, 2894, 3374, 4367, 5807, 127, 255, 494, 495, 525, 699, 975, 1455, 1935, 2415, 2895, 3375, 4368, 5808, 129, 256, 496, 497, 526, 700, 976, 1456, 1936, 2416, 2896, 3376, 4369, 5809, 257, 496, 497, 498, 527, 701, 977, 1457, 1937, 2417, 2897, 3377, 4370, 5810, 258, 497, 498, 528, 702, 978, 1458, 1938, 2418, 2898, 3378, 4371, 5811, 259, 499, 500, 529, 703, 979, 1459, 1939, 2419, 2899, 3379, 4384, 5824, 260, 499, 500, 501, 530, 704, 980, 1460, 1940, 2420, 2900, 3380, 4385, 5825, 130, 261, 500, 501, 531, 705, 981, 1461, 1941, 2421, 2901, 3381, 4386, 5826, 132, 262, 502, 503, 532, 706, 982, 1462, 1942, 2422, 2902, 3382, 4387, 5827, 263, 502, 503, 504, 533, 707, 983, 1463, 1943, 2423, 2903, 3383, 4388, 5828, 264, 503, 504, 534, 708, 984, 1464, 1944, 2424, 2904, 3384, 4389, 5829, 265, 505, 506, 535, 709, 985, 1465, 1945, 2425, 2905, 3385, 4402, 5842, 266, 505, 506, 507, 536, 710, 986, 1466, 1946, 2426, 2906, 3386, 4403, 5843, 133, 267, 506, 507, 537, 711, 987, 1467, 1947, 2427, 2907, 3387, 4404, 5844, 135, 268, 508, 509, 538, 712, 988, 1468, 1948, 2428, 2908, 3388, 4405, 5845, 269, 508, 509, 510, 539, 713, 989, 1469, 1949, 2429, 2909, 3389, 4406, 5846, 270, 509, 510, 540, 714, 990, 1470, 1950, 2430, 2910, 3390, 4407, 5847, 271, 481, 511, 512, 541, 991, 1471, 1951, 2431, 2911, 3391, 4420, 5860, 272, 482, 511, 512, 513, 542, 992, 1472, 1952, 2432, 2912, 3392, 4421, 5861, 136, 273, 483, 512, 513, 543, 993, 1473, 1953, 2433, 2913, 3393, 4422, 5862, 138, 274, 484, 514, 515, 544, 994, 1474, 1954, 2434, 2914, 3394, 4423, 5863, 275, 485, 514, 515, 516, 545, 995, 1475, 1955, 2435, 2915, 3395, 4424, 5864, 276, 486, 515, 516, 546, 996, 1476, 1956, 2436, 2916, 3396, 4425, 5865, 277, 487, 517, 518, 547, 997, 1477, 1957, 2437, 2917, 3397, 4438, 5878, 278, 488, 517, 518, 519, 548, 998, 1478, 1958, 2438, 2918, 3398, 4439, 5879, 139, 279, 489, 518, 519, 549, 999, 1479, 1959, 2439, 2919, 3399, 4440, 5880, 141, 280, 490, 520, 521, 550, 1000, 1480, 1960, 2440, 2920, 3400, 4441, 5881, 281, 491, 520, 521, 522, 551, 1001, 1481, 1961, 2441, 2921, 3401, 4442, 5882, 282, 492, 521, 522, 552, 1002, 1482, 1962, 2442, 2922, 3402, 4443, 5883, 283, 493, 523, 524, 553, 1003, 1483, 1963, 2443, 2923, 3403, 4456, 5896, 284, 494, 523, 524, 525, 554, 1004, 1484, 1964, 2444, 2924, 3404, 4457, 5897, 142, 285, 495, 524, 525, 555, 1005, 1485, 1965, 2445, 2925, 3405, 4458, 5898, 144, 286, 496, 526, 527, 556, 1006, 1486, 1966, 2446, 2926, 3406, 4459, 5899, 287, 497, 526, 527, 528, 557, 1007, 1487, 1967, 2447, 2927, 3407, 4460, 5900, 288, 498, 527, 528, 558, 1008, 1488, 1968, 2448, 2928, 3408, 4461, 5901, 289, 499, 529, 530, 559, 1009, 1489, 1969, 2449, 2929, 3409, 4474, 5914, 290, 500, 529, 530, 531, 560, 1010, 1490, 1970, 2450, 2930, 3410, 4475, 5915, 145, 291, 501, 530, 531, 561, 1011, 1491, 1971, 2451, 2931, 3411, 4476, 5916, 147, 292, 502, 532, 533, 562, 1012, 1492, 1972, 2452, 2932, 3412, 4477, 5917, 293, 503, 532, 533, 534, 563, 1013, 1493, 1973, 2453, 2933, 3413, 4478, 5918, 294, 504, 533, 534, 564, 1014, 1494, 1974, 2454, 2934, 3414, 4479, 5919, 295, 505, 535, 536, 565, 1015, 1495, 1975, 2455, 2935, 3415, 4492, 5932, 296, 506, 535, 536, 537, 566, 1016, 1496, 1976, 2456, 2936, 3416, 4493, 5933, 148, 297, 507, 536, 537, 567, 1017, 1497, 1977, 2457, 2937, 3417, 4494, 5934, 150, 298, 508, 538, 539, 568, 1018, 1498, 1978, 2458, 2938, 3418, 4495, 5935, 299, 509, 538, 539, 540, 569, 1019, 1499, 1979, 2459, 2939, 3419, 4496, 5936, 300, 510, 539, 540, 570, 1020, 1500, 1980, 2460, 2940, 3420, 4497, 5937, 301, 511, 541, 542, 571, 1021, 1501, 1981, 2461, 2941, 3421, 4510, 5950, 302, 512, 541, 542, 543, 572, 1022, 1502, 1982, 2462, 2942, 3422, 4511, 5951, 151, 303, 513, 542, 543, 573, 1023, 1503, 1983, 2463, 2943, 3423, 4512, 5952, 153, 304, 514, 544, 545, 574, 1024, 1504, 1984, 2464, 2944, 3424, 4513, 5953, 305, 515, 544, 545, 546, 575, 1025, 1505, 1985, 2465, 2945, 3425, 4514, 5954, 306, 516, 545, 546, 576, 1026, 1506, 1986, 2466, 2946, 3426, 4515, 5955, 307, 517, 547, 548, 577, 1027, 1507, 1987, 2467, 2947, 3427, 4528, 5968, 308, 518, 547, 548, 549, 578, 1028, 1508, 1988, 2468, 2948, 3428, 4529, 5969, 154, 309, 519, 548, 549, 579, 1029, 1509, 1989, 2469, 2949, 3429, 4530, 5970, 156, 310, 520, 550, 551, 580, 1030, 1510, 1990, 2470, 2950, 3430, 4531, 5971, 311, 521, 550, 551, 552, 581, 1031, 1511, 1991, 2471, 2951, 3431, 4532, 5972, 312, 522, 551, 552, 582, 1032, 1512, 1992, 2472, 2952, 3432, 4533, 5973, 313, 523, 553, 554, 583, 1033, 1513, 1993, 2473, 2953, 3433, 4546, 5986, 314, 524, 553, 554, 555, 584, 1034, 1514, 1994, 2474, 2954, 3434, 4547, 5987, 157, 315, 525, 554, 555, 585, 1035, 1515, 1995, 2475, 2955, 3435, 4548, 5988, 159, 316, 526, 556, 557, 586, 1036, 1516, 1996, 2476, 2956, 3436, 4549, 5989, 317, 527, 556, 557, 558, 587, 1037, 1517, 1997, 2477, 2957, 3437, 4550, 5990, 318, 528, 557, 558, 588, 1038, 1518, 1998, 2478, 2958, 3438, 4551, 5991, 319, 529, 559, 560, 589, 1039, 1519, 1999, 2479, 2959, 3439, 4564, 6004, 320, 530, 559, 560, 561, 590, 1040, 1520, 2000, 2480, 2960, 3440, 4565, 6005, 160, 321, 531, 560, 561, 591, 1041, 1521, 2001, 2481, 2961, 3441, 4566, 6006, 162, 322, 532, 562, 563, 592, 1042, 1522, 2002, 2482, 2962, 3442, 4567, 6007, 323, 533, 562, 563, 564, 593, 1043, 1523, 2003, 2483, 2963, 3443, 4568, 6008, 324, 534, 563, 564, 594, 1044, 1524, 2004, 2484, 2964, 3444, 4569, 6009, 325, 535, 565, 566, 595, 1045, 1525, 2005, 2485, 2965, 3445, 4582, 6022, 326, 536, 565, 566, 567, 596, 1046, 1526, 2006, 2486, 2966, 3446, 4583, 6023, 163, 327, 537, 566, 567, 597, 1047, 1527, 2007, 2487, 2967, 3447, 4584, 6024, 165, 328, 538, 568, 569, 598, 1048, 1528, 2008, 2488, 2968, 3448, 4585, 6025, 329, 539, 568, 569, 570, 599, 1049, 1529, 2009, 2489, 2969, 3449, 4586, 6026, 330, 540, 569, 570, 600, 1050, 1530, 2010, 2490, 2970, 3450, 4587, 6027, 331, 541, 571, 572, 601, 1051, 1531, 2011, 2491, 2971, 3451, 4600, 6040, 332, 542, 571, 572, 573, 602, 1052, 1532, 2012, 2492, 2972, 3452, 4601, 6041, 166, 333, 543, 572, 573, 603, 1053, 1533, 2013, 2493, 2973, 3453, 4602, 6042, 168, 334, 544, 574, 575, 604, 1054, 1534, 2014, 2494, 2974, 3454, 4603, 6043, 335, 545, 574, 575, 576, 605, 1055, 1535, 2015, 2495, 2975, 3455, 4604, 6044, 336, 546, 575, 576, 606, 1056, 1536, 2016, 2496, 2976, 3456, 4605, 6045, 337, 547, 577, 578, 607, 1057, 1537, 2017, 2497, 2977, 3457, 4618, 6058, 338, 548, 577, 578, 579, 608, 1058, 1538, 2018, 2498, 2978, 3458, 4619, 6059, 169, 339, 549, 578, 579, 609, 1059, 1539, 2019, 2499, 2979, 3459, 4620, 6060, 171, 340, 550, 580, 581, 610, 1060, 1540, 2020, 2500, 2980, 3460, 4621, 6061, 341, 551, 580, 581, 582, 611, 1061, 1541, 2021, 2501, 2981, 3461, 4622, 6062, 342, 552, 581, 582, 612, 1062, 1542, 2022, 2502, 2982, 3462, 4623, 6063, 343, 553, 583, 584, 613, 1063, 1543, 2023, 2503, 2983, 3463, 4636, 6076, 344, 554, 583, 584, 585, 614, 1064, 1544, 2024, 2504, 2984, 3464, 4637, 6077, 172, 345, 555, 584, 585, 615, 1065, 1545, 2025, 2505, 2985, 3465, 4638, 6078, 174, 346, 556, 586, 587, 616, 1066, 1546, 2026, 2506, 2986, 3466, 4639, 6079, 347, 557, 586, 587, 588, 617, 1067, 1547, 2027, 2507, 2987, 3467, 4640, 6080, 348, 558, 587, 588, 618, 1068, 1548, 2028, 2508, 2988, 3468, 4641, 6081, 349, 559, 589, 590, 619, 1069, 1549, 2029, 2509, 2989, 3469, 4654, 6094, 350, 560, 589, 590, 591, 620, 1070, 1550, 2030, 2510, 2990, 3470, 4655, 6095, 175, 351, 561, 590, 591, 621, 1071, 1551, 2031, 2511, 2991, 3471, 4656, 6096, 177, 352, 562, 592, 593, 622, 1072, 1552, 2032, 2512, 2992, 3472, 4657, 6097, 353, 563, 592, 593, 594, 623, 1073, 1553, 2033, 2513, 2993, 3473, 4658, 6098, 354, 564, 593, 594, 624, 1074, 1554, 2034, 2514, 2994, 3474, 4659, 6099, 355, 565, 595, 596, 625, 1075, 1555, 2035, 2515, 2995, 3475, 4672, 6112, 356, 566, 595, 596, 597, 626, 1076, 1556, 2036, 2516, 2996, 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476, 715, 955, 1435, 1915, 2395, 2875, 3355, 4312, 5752, 446, 475, 476, 477, 716, 956, 1436, 1916, 2396, 2876, 3356, 4313, 5753, 118, 447, 476, 477, 717, 957, 1437, 1917, 2397, 2877, 3357, 4314, 5754, 120, 448, 478, 479, 718, 958, 1438, 1918, 2398, 2878, 3358, 4315, 5755, 449, 478, 479, 480, 719, 959, 1439, 1919, 2399, 2879, 3359, 4316, 5756, 450, 479, 480, 720, 960, 1440, 1920, 2400, 2880, 3360, 4317, 5757, 241, 481, 482, 511, 961, 1441, 1921, 2401, 2881, 3361, 4330, 5770, 242, 481, 482, 483, 512, 962, 1442, 1922, 2402, 2882, 3362, 4331, 5771, 121, 243, 482, 483, 513, 963, 1443, 1923, 2403, 2883, 3363, 4332, 5772, 123, 244, 484, 485, 514, 964, 1444, 1924, 2404, 2884, 3364, 4333, 5773, 245, 484, 485, 486, 515, 965, 1445, 1925, 2405, 2885, 3365, 4334, 5774, 246, 485, 486, 516, 966, 1446, 1926, 2406, 2886, 3366, 4335, 5775, 247, 487, 488, 517, 691, 967, 1447, 1927, 2407, 2887, 3367, 4348, 5788, 248, 487, 488, 489, 518, 692, 968, 1448, 1928, 2408, 2888, 3368, 4349, 5789, 124, 249, 488, 489, 519, 693, 969, 1449, 1929, 2409, 2889, 3369, 4350, 5790, 126, 250, 490, 491, 520, 694, 970, 1450, 1930, 2410, 2890, 3370, 4351, 5791, 251, 490, 491, 492, 521, 695, 971, 1451, 1931, 2411, 2891, 3371, 4352, 5792, 252, 491, 492, 522, 696, 972, 1452, 1932, 2412, 2892, 3372, 4353, 5793, 253, 493, 494, 523, 697, 973, 1453, 1933, 2413, 2893, 3373, 4366, 5806, 254, 493, 494, 495, 524, 698, 974, 1454, 1934, 2414, 2894, 3374, 4367, 5807, 127, 255, 494, 495, 525, 699, 975, 1455, 1935, 2415, 2895, 3375, 4368, 5808, 129, 256, 496, 497, 526, 700, 976, 1456, 1936, 2416, 2896, 3376, 4369, 5809, 257, 496, 497, 498, 527, 701, 977, 1457, 1937, 2417, 2897, 3377, 4370, 5810, 258, 497, 498, 528, 702, 978, 1458, 1938, 2418, 2898, 3378, 4371, 5811, 259, 499, 500, 529, 703, 979, 1459, 1939, 2419, 2899, 3379, 4384, 5824, 260, 499, 500, 501, 530, 704, 980, 1460, 1940, 2420, 2900, 3380, 4385, 5825, 130, 261, 500, 501, 531, 705, 981, 1461, 1941, 2421, 2901, 3381, 4386, 5826, 132, 262, 502, 503, 532, 706, 982, 1462, 1942, 2422, 2902, 3382, 4387, 5827, 263, 502, 503, 504, 533, 707, 983, 1463, 1943, 2423, 2903, 3383, 4388, 5828, 264, 503, 504, 534, 708, 984, 1464, 1944, 2424, 2904, 3384, 4389, 5829, 265, 505, 506, 535, 709, 985, 1465, 1945, 2425, 2905, 3385, 4402, 5842, 266, 505, 506, 507, 536, 710, 986, 1466, 1946, 2426, 2906, 3386, 4403, 5843, 133, 267, 506, 507, 537, 711, 987, 1467, 1947, 2427, 2907, 3387, 4404, 5844, 135, 268, 508, 509, 538, 712, 988, 1468, 1948, 2428, 2908, 3388, 4405, 5845, 269, 508, 509, 510, 539, 713, 989, 1469, 1949, 2429, 2909, 3389, 4406, 5846, 270, 509, 510, 540, 714, 990, 1470, 1950, 2430, 2910, 3390, 4407, 5847, 271, 481, 511, 512, 541, 991, 1471, 1951, 2431, 2911, 3391, 4420, 5860, 272, 482, 511, 512, 513, 542, 992, 1472, 1952, 2432, 2912, 3392, 4421, 5861, 136, 273, 483, 512, 513, 543, 993, 1473, 1953, 2433, 2913, 3393, 4422, 5862, 138, 274, 484, 514, 515, 544, 994, 1474, 1954, 2434, 2914, 3394, 4423, 5863, 275, 485, 514, 515, 516, 545, 995, 1475, 1955, 2435, 2915, 3395, 4424, 5864, 276, 486, 515, 516, 546, 996, 1476, 1956, 2436, 2916, 3396, 4425, 5865, 277, 487, 517, 518, 547, 997, 1477, 1957, 2437, 2917, 3397, 4438, 5878, 278, 488, 517, 518, 519, 548, 998, 1478, 1958, 2438, 2918, 3398, 4439, 5879, 139, 279, 489, 518, 519, 549, 999, 1479, 1959, 2439, 2919, 3399, 4440, 5880, 141, 280, 490, 520, 521, 550, 1000, 1480, 1960, 2440, 2920, 3400, 4441, 5881, 281, 491, 520, 521, 522, 551, 1001, 1481, 1961, 2441, 2921, 3401, 4442, 5882, 282, 492, 521, 522, 552, 1002, 1482, 1962, 2442, 2922, 3402, 4443, 5883, 283, 493, 523, 524, 553, 1003, 1483, 1963, 2443, 2923, 3403, 4456, 5896, 284, 494, 523, 524, 525, 554, 1004, 1484, 1964, 2444, 2924, 3404, 4457, 5897, 142, 285, 495, 524, 525, 555, 1005, 1485, 1965, 2445, 2925, 3405, 4458, 5898, 144, 286, 496, 526, 527, 556, 1006, 1486, 1966, 2446, 2926, 3406, 4459, 5899, 287, 497, 526, 527, 528, 557, 1007, 1487, 1967, 2447, 2927, 3407, 4460, 5900, 288, 498, 527, 528, 558, 1008, 1488, 1968, 2448, 2928, 3408, 4461, 5901, 289, 499, 529, 530, 559, 1009, 1489, 1969, 2449, 2929, 3409, 4474, 5914, 290, 500, 529, 530, 531, 560, 1010, 1490, 1970, 2450, 2930, 3410, 4475, 5915, 145, 291, 501, 530, 531, 561, 1011, 1491, 1971, 2451, 2931, 3411, 4476, 5916, 147, 292, 502, 532, 533, 562, 1012, 1492, 1972, 2452, 2932, 3412, 4477, 5917, 293, 503, 532, 533, 534, 563, 1013, 1493, 1973, 2453, 2933, 3413, 4478, 5918, 294, 504, 533, 534, 564, 1014, 1494, 1974, 2454, 2934, 3414, 4479, 5919, 295, 505, 535, 536, 565, 1015, 1495, 1975, 2455, 2935, 3415, 4492, 5932, 296, 506, 535, 536, 537, 566, 1016, 1496, 1976, 2456, 2936, 3416, 4493, 5933, 148, 297, 507, 536, 537, 567, 1017, 1497, 1977, 2457, 2937, 3417, 4494, 5934, 150, 298, 508, 538, 539, 568, 1018, 1498, 1978, 2458, 2938, 3418, 4495, 5935, 299, 509, 538, 539, 540, 569, 1019, 1499, 1979, 2459, 2939, 3419, 4496, 5936, 300, 510, 539, 540, 570, 1020, 1500, 1980, 2460, 2940, 3420, 4497, 5937, 301, 511, 541, 542, 571, 1021, 1501, 1981, 2461, 2941, 3421, 4510, 5950, 302, 512, 541, 542, 543, 572, 1022, 1502, 1982, 2462, 2942, 3422, 4511, 5951, 151, 303, 513, 542, 543, 573, 1023, 1503, 1983, 2463, 2943, 3423, 4512, 5952, 153, 304, 514, 544, 545, 574, 1024, 1504, 1984, 2464, 2944, 3424, 4513, 5953, 305, 515, 544, 545, 546, 575, 1025, 1505, 1985, 2465, 2945, 3425, 4514, 5954, 306, 516, 545, 546, 576, 1026, 1506, 1986, 2466, 2946, 3426, 4515, 5955, 307, 517, 547, 548, 577, 1027, 1507, 1987, 2467, 2947, 3427, 4528, 5968, 308, 518, 547, 548, 549, 578, 1028, 1508, 1988, 2468, 2948, 3428, 4529, 5969, 154, 309, 519, 548, 549, 579, 1029, 1509, 1989, 2469, 2949, 3429, 4530, 5970, 156, 310, 520, 550, 551, 580, 1030, 1510, 1990, 2470, 2950, 3430, 4531, 5971, 311, 521, 550, 551, 552, 581, 1031, 1511, 1991, 2471, 2951, 3431, 4532, 5972, 312, 522, 551, 552, 582, 1032, 1512, 1992, 2472, 2952, 3432, 4533, 5973, 313, 523, 553, 554, 583, 1033, 1513, 1993, 2473, 2953, 3433, 4546, 5986, 314, 524, 553, 554, 555, 584, 1034, 1514, 1994, 2474, 2954, 3434, 4547, 5987, 157, 315, 525, 554, 555, 585, 1035, 1515, 1995, 2475, 2955, 3435, 4548, 5988, 159, 316, 526, 556, 557, 586, 1036, 1516, 1996, 2476, 2956, 3436, 4549, 5989, 317, 527, 556, 557, 558, 587, 1037, 1517, 1997, 2477, 2957, 3437, 4550, 5990, 318, 528, 557, 558, 588, 1038, 1518, 1998, 2478, 2958, 3438, 4551, 5991, 319, 529, 559, 560, 589, 1039, 1519, 1999, 2479, 2959, 3439, 4564, 6004, 320, 530, 559, 560, 561, 590, 1040, 1520, 2000, 2480, 2960, 3440, 4565, 6005, 160, 321, 531, 560, 561, 591, 1041, 1521, 2001, 2481, 2961, 3441, 4566, 6006, 162, 322, 532, 562, 563, 592, 1042, 1522, 2002, 2482, 2962, 3442, 4567, 6007, 323, 533, 562, 563, 564, 593, 1043, 1523, 2003, 2483, 2963, 3443, 4568, 6008, 324, 534, 563, 564, 594, 1044, 1524, 2004, 2484, 2964, 3444, 4569, 6009, 325, 535, 565, 566, 595, 1045, 1525, 2005, 2485, 2965, 3445, 4582, 6022, 326, 536, 565, 566, 567, 596, 1046, 1526, 2006, 2486, 2966, 3446, 4583, 6023, 163, 327, 537, 566, 567, 597, 1047, 1527, 2007, 2487, 2967, 3447, 4584, 6024, 165, 328, 538, 568, 569, 598, 1048, 1528, 2008, 2488, 2968, 3448, 4585, 6025, 329, 539, 568, 569, 570, 599, 1049, 1529, 2009, 2489, 2969, 3449, 4586, 6026, 330, 540, 569, 570, 600, 1050, 1530, 2010, 2490, 2970, 3450, 4587, 6027, 331, 541, 571, 572, 601, 1051, 1531, 2011, 2491, 2971, 3451, 4600, 6040, 332, 542, 571, 572, 573, 602, 1052, 1532, 2012, 2492, 2972, 3452, 4601, 6041, 166, 333, 543, 572, 573, 603, 1053, 1533, 2013, 2493, 2973, 3453, 4602, 6042, 168, 334, 544, 574, 575, 604, 1054, 1534, 2014, 2494, 2974, 3454, 4603, 6043, 335, 545, 574, 575, 576, 605, 1055, 1535, 2015, 2495, 2975, 3455, 4604, 6044, 336, 546, 575, 576, 606, 1056, 1536, 2016, 2496, 2976, 3456, 4605, 6045, 337, 547, 577, 578, 607, 1057, 1537, 2017, 2497, 2977, 3457, 4618, 6058, 338, 548, 577, 578, 579, 608, 1058, 1538, 2018, 2498, 2978, 3458, 4619, 6059, 169, 339, 549, 578, 579, 609, 1059, 1539, 2019, 2499, 2979, 3459, 4620, 6060, 171, 340, 550, 580, 581, 610, 1060, 1540, 2020, 2500, 2980, 3460, 4621, 6061, 341, 551, 580, 581, 582, 611, 1061, 1541, 2021, 2501, 2981, 3461, 4622, 6062, 342, 552, 581, 582, 612, 1062, 1542, 2022, 2502, 2982, 3462, 4623, 6063, 343, 553, 583, 584, 613, 1063, 1543, 2023, 2503, 2983, 3463, 4636, 6076, 344, 554, 583, 584, 585, 614, 1064, 1544, 2024, 2504, 2984, 3464, 4637, 6077, 172, 345, 555, 584, 585, 615, 1065, 1545, 2025, 2505, 2985, 3465, 4638, 6078, 174, 346, 556, 586, 587, 616, 1066, 1546, 2026, 2506, 2986, 3466, 4639, 6079, 347, 557, 586, 587, 588, 617, 1067, 1547, 2027, 2507, 2987, 3467, 4640, 6080, 348, 558, 587, 588, 618, 1068, 1548, 2028, 2508, 2988, 3468, 4641, 6081, 349, 559, 589, 590, 619, 1069, 1549, 2029, 2509, 2989, 3469, 4654, 6094, 350, 560, 589, 590, 591, 620, 1070, 1550, 2030, 2510, 2990, 3470, 4655, 6095, 175, 351, 561, 590, 591, 621, 1071, 1551, 2031, 2511, 2991, 3471, 4656, 6096, 177, 352, 562, 592, 593, 622, 1072, 1552, 2032, 2512, 2992, 3472, 4657, 6097, 353, 563, 592, 593, 594, 623, 1073, 1553, 2033, 2513, 2993, 3473, 4658, 6098, 354, 564, 593, 594, 624, 1074, 1554, 2034, 2514, 2994, 3474, 4659, 6099, 355, 565, 595, 596, 625, 1075, 1555, 2035, 2515, 2995, 3475, 4672, 6112, 356, 566, 595, 596, 597, 626, 1076, 1556, 2036, 2516, 2996, 3476, 4673, 6113, 178, 357, 567, 596, 597, 627, 1077, 1557, 2037, 2517, 2997, 3477, 4674, 6114, 180, 358, 568, 598, 599, 628, 1078, 1558, 2038, 2518, 2998, 3478, 4675, 6115, 359, 569, 598, 599, 600, 629, 1079, 1559, 2039, 2519, 2999, 3479, 4676, 6116, 360, 570, 599, 600, 630, 1080, 1560, 2040, 2520, 3000, 3480, 4677, 6117, 361, 571, 601, 602, 631, 1081, 1561, 2041, 2521, 3001, 3481, 4690, 6130, 362, 572, 601, 602, 603, 632, 1082, 1562, 2042, 2522, 3002, 3482, 4691, 6131, 181, 363, 573, 602, 603, 633, 1083, 1563, 2043, 2523, 3003, 3483, 4692, 6132, 183, 364, 574, 604, 605, 634, 1084, 1564, 2044, 2524, 3004, 3484, 4693, 6133, 365, 575, 604, 605, 606, 635, 1085, 1565, 2045, 2525, 3005, 3485, 4694, 6134, 366, 576, 605, 606, 636, 1086, 1566, 2046, 2526, 3006, 3486, 4695, 6135, 367, 577, 607, 608, 637, 1087, 1567, 2047, 2527, 3007, 3487, 4708, 6148, 368, 578, 607, 608, 609, 638, 1088, 1568, 2048, 2528, 3008, 3488, 4709, 6149, 184, 369, 579, 608, 609, 639, 1089, 1569, 2049, 2529, 3009, 3489, 4710, 6150, 186, 370, 580, 610, 611, 640, 1090, 1570, 2050, 2530, 3010, 3490, 4711, 6151, 371, 581, 610, 611, 612, 641, 1091, 1571, 2051, 2531, 3011, 3491, 4712, 6152, 372, 582, 611, 612, 642, 1092, 1572, 2052, 2532, 3012, 3492, 4713, 6153, 373, 583, 613, 614, 643, 1093, 1573, 2053, 2533, 3013, 3493, 4726, 6166, 374, 584, 613, 614, 615, 644, 1094, 1574, 2054, 2534, 3014, 3494, 4727, 6167, 187, 375, 585, 614, 615, 645, 1095, 1575, 2055, 2535, 3015, 3495, 4728, 6168, 189, 376, 586, 616, 617, 646, 1096, 1576, 2056, 2536, 3016, 3496, 4729, 6169, 377, 587, 616, 617, 618, 647, 1097, 1577, 2057, 2537, 3017, 3497, 4730, 6170, 378, 588, 617, 618, 648, 1098, 1578, 2058, 2538, 3018, 3498, 4731, 6171, 379, 589, 619, 620, 649, 1099, 1579, 2059, 2539, 3019, 3499, 4744, 6184, 380, 590, 619, 620, 621, 650, 1100, 1580, 2060, 2540, 3020, 3500, 4745, 6185, 190, 381, 591, 620, 621, 651, 1101, 1581, 2061, 2541, 3021, 3501, 4746, 6186, 192, 382, 592, 622, 623, 652, 1102, 1582, 2062, 2542, 3022, 3502, 4747, 6187, 383, 593, 622, 623, 624, 653, 1103, 1583, 2063, 2543, 3023, 3503, 4748, 6188, 384, 594, 623, 624, 654, 1104, 1584, 2064, 2544, 3024, 3504, 4749, 6189, 385, 595, 625, 626, 655, 1105, 1585, 2065, 2545, 3025, 3505, 4762, 6202, 386, 596, 625, 626, 627, 656, 1106, 1586, 2066, 2546, 3026, 3506, 4763, 6203, 193, 387, 597, 626, 627, 657, 1107, 1587, 2067, 2547, 3027, 3507, 4764, 6204, 195, 388, 598, 628, 629, 658, 1108, 1588, 2068, 2548, 3028, 3508, 4765, 6205, 389, 599, 628, 629, 630, 659, 1109, 1589, 2069, 2549, 3029, 3509, 4766, 6206, 390, 600, 629, 630, 660, 1110, 1590, 2070, 2550, 3030, 3510, 4767, 6207, 391, 601, 631, 632, 661, 1111, 1591, 2071, 2551, 3031, 3511, 4780, 6220, 392, 602, 631, 632, 633, 662, 1112, 1592, 2072, 2552, 3032, 3512, 4781, 6221, 196, 393, 603, 632, 633, 663, 1113, 1593, 2073, 2553, 3033, 3513, 4782, 6222, 198, 394, 604, 634, 635, 664, 1114, 1594, 2074, 2554, 3034, 3514, 4783, 6223, 395, 605, 634, 635, 636, 665, 1115, 1595, 2075, 2555, 3035, 3515, 4784, 6224, 396, 606, 635, 636, 666, 1116, 1596, 2076, 2556, 3036, 3516, 4785, 6225, 397, 607, 637, 638, 667, 1117, 1597, 2077, 2557, 3037, 3517, 4798, 6238, 398, 608, 637, 638, 639, 668, 1118, 1598, 2078, 2558, 3038, 3518, 4799, 6239, 199, 399, 609, 638, 639, 669, 1119, 1599, 2079, 2559, 3039, 3519, 4800, 6240, 201, 400, 610, 640, 641, 670, 1120, 1600, 2080, 2560, 3040, 3520, 4801, 6241, 401, 611, 640, 641, 642, 671, 1121, 1601, 2081, 2561, 3041, 3521, 4802, 6242, 402, 612, 641, 642, 672, 1122, 1602, 2082, 2562, 3042, 3522, 4803, 6243, 403, 613, 643, 644, 673, 1123, 1603, 2083, 2563, 3043, 3523, 4816, 6256, 404, 614, 643, 644, 645, 674, 1124, 1604, 2084, 2564, 3044, 3524, 4817, 6257, 202, 405, 615, 644, 645, 675, 1125, 1605, 2085, 2565, 3045, 3525, 4818, 6258, 204, 406, 616, 646, 647, 676, 1126, 1606, 2086, 2566, 3046, 3526, 4819, 6259, 407, 617, 646, 647, 648, 677, 1127, 1607, 2087, 2567, 3047, 3527, 4820, 6260, 408, 618, 647, 648, 678, 1128, 1608, 2088, 2568, 3048, 3528, 4821, 6261, 409, 619, 649, 650, 679, 1129, 1609, 2089, 2569, 3049, 3529, 4834, 6274, 410, 620, 649, 650, 651, 680, 1130, 1610, 2090, 2570, 3050, 3530, 4835, 6275, 205, 411, 621, 650, 651, 681, 1131, 1611, 2091, 2571, 3051, 3531, 4836, 6276, 207, 412, 622, 652, 653, 682, 1132, 1612, 2092, 2572, 3052, 3532, 4837, 6277, 413, 623, 652, 653, 654, 683, 1133, 1613, 2093, 2573, 3053, 3533, 4838, 6278, 414, 624, 653, 654, 684, 1134, 1614, 2094, 2574, 3054, 3534, 4839, 6279, 415, 625, 655, 656, 685, 1135, 1615, 2095, 2575, 3055, 3535, 4852, 6292, 416, 626, 655, 656, 657, 686, 1136, 1616, 2096, 2576, 3056, 3536, 4853, 6293, 208, 417, 627, 656, 657, 687, 1137, 1617, 2097, 2577, 3057, 3537, 4854, 6294, 210, 418, 628, 658, 659, 688, 1138, 1618, 2098, 2578, 3058, 3538, 4855, 6295, 419, 629, 658, 659, 660, 689, 1139, 1619, 2099, 2579, 3059, 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4384, 5824, 260, 499, 500, 501, 530, 704, 980, 1460, 1940, 2420, 2900, 3380, 4385, 5825, 130, 261, 500, 501, 531, 705, 981, 1461, 1941, 2421, 2901, 3381, 4386, 5826, 132, 262, 502, 503, 532, 706, 982, 1462, 1942, 2422, 2902, 3382, 4387, 5827, 263, 502, 503, 504, 533, 707, 983, 1463, 1943, 2423, 2903, 3383, 4388, 5828, 264, 503, 504, 534, 708, 984, 1464, 1944, 2424, 2904, 3384, 4389, 5829, 265, 505, 506, 535, 709, 985, 1465, 1945, 2425, 2905, 3385, 4402, 5842, 266, 505, 506, 507, 536, 710, 986, 1466, 1946, 2426, 2906, 3386, 4403, 5843, 133, 267, 506, 507, 537, 711, 987, 1467, 1947, 2427, 2907, 3387, 4404, 5844, 135, 268, 508, 509, 538, 712, 988, 1468, 1948, 2428, 2908, 3388, 4405, 5845, 269, 508, 509, 510, 539, 713, 989, 1469, 1949, 2429, 2909, 3389, 4406, 5846, 270, 509, 510, 540, 714, 990, 1470, 1950, 2430, 2910, 3390, 4407, 5847, 271, 481, 511, 512, 541, 991, 1471, 1951, 2431, 2911, 3391, 4420, 5860, 272, 482, 511, 512, 513, 542, 992, 1472, 1952, 2432, 2912, 3392, 4421, 5861, 136, 273, 483, 512, 513, 543, 993, 1473, 1953, 2433, 2913, 3393, 4422, 5862, 138, 274, 484, 514, 515, 544, 994, 1474, 1954, 2434, 2914, 3394, 4423, 5863, 275, 485, 514, 515, 516, 545, 995, 1475, 1955, 2435, 2915, 3395, 4424, 5864, 276, 486, 515, 516, 546, 996, 1476, 1956, 2436, 2916, 3396, 4425, 5865, 277, 487, 517, 518, 547, 997, 1477, 1957, 2437, 2917, 3397, 4438, 5878, 278, 488, 517, 518, 519, 548, 998, 1478, 1958, 2438, 2918, 3398, 4439, 5879, 139, 279, 489, 518, 519, 549, 999, 1479, 1959, 2439, 2919, 3399, 4440, 5880, 141, 280, 490, 520, 521, 550, 1000, 1480, 1960, 2440, 2920, 3400, 4441, 5881, 281, 491, 520, 521, 522, 551, 1001, 1481, 1961, 2441, 2921, 3401, 4442, 5882, 282, 492, 521, 522, 552, 1002, 1482, 1962, 2442, 2922, 3402, 4443, 5883, 283, 493, 523, 524, 553, 1003, 1483, 1963, 2443, 2923, 3403, 4456, 5896, 284, 494, 523, 524, 525, 554, 1004, 1484, 1964, 2444, 2924, 3404, 4457, 5897, 142, 285, 495, 524, 525, 555, 1005, 1485, 1965, 2445, 2925, 3405, 4458, 5898, 144, 286, 496, 526, 527, 556, 1006, 1486, 1966, 2446, 2926, 3406, 4459, 5899, 287, 497, 526, 527, 528, 557, 1007, 1487, 1967, 2447, 2927, 3407, 4460, 5900, 288, 498, 527, 528, 558, 1008, 1488, 1968, 2448, 2928, 3408, 4461, 5901, 289, 499, 529, 530, 559, 1009, 1489, 1969, 2449, 2929, 3409, 4474, 5914, 290, 500, 529, 530, 531, 560, 1010, 1490, 1970, 2450, 2930, 3410, 4475, 5915, 145, 291, 501, 530, 531, 561, 1011, 1491, 1971, 2451, 2931, 3411, 4476, 5916, 147, 292, 502, 532, 533, 562, 1012, 1492, 1972, 2452, 2932, 3412, 4477, 5917, 293, 503, 532, 533, 534, 563, 1013, 1493, 1973, 2453, 2933, 3413, 4478, 5918, 294, 504, 533, 534, 564, 1014, 1494, 1974, 2454, 2934, 3414, 4479, 5919, 295, 505, 535, 536, 565, 1015, 1495, 1975, 2455, 2935, 3415, 4492, 5932, 296, 506, 535, 536, 537, 566, 1016, 1496, 1976, 2456, 2936, 3416, 4493, 5933, 148, 297, 507, 536, 537, 567, 1017, 1497, 1977, 2457, 2937, 3417, 4494, 5934, 150, 298, 508, 538, 539, 568, 1018, 1498, 1978, 2458, 2938, 3418, 4495, 5935, 299, 509, 538, 539, 540, 569, 1019, 1499, 1979, 2459, 2939, 3419, 4496, 5936, 300, 510, 539, 540, 570, 1020, 1500, 1980, 2460, 2940, 3420, 4497, 5937, 301, 511, 541, 542, 571, 1021, 1501, 1981, 2461, 2941, 3421, 4510, 5950, 302, 512, 541, 542, 543, 572, 1022, 1502, 1982, 2462, 2942, 3422, 4511, 5951, 151, 303, 513, 542, 543, 573, 1023, 1503, 1983, 2463, 2943, 3423, 4512, 5952, 153, 304, 514, 544, 545, 574, 1024, 1504, 1984, 2464, 2944, 3424, 4513, 5953, 305, 515, 544, 545, 546, 575, 1025, 1505, 1985, 2465, 2945, 3425, 4514, 5954, 306, 516, 545, 546, 576, 1026, 1506, 1986, 2466, 2946, 3426, 4515, 5955, 307, 517, 547, 548, 577, 1027, 1507, 1987, 2467, 2947, 3427, 4528, 5968, 308, 518, 547, 548, 549, 578, 1028, 1508, 1988, 2468, 2948, 3428, 4529, 5969, 154, 309, 519, 548, 549, 579, 1029, 1509, 1989, 2469, 2949, 3429, 4530, 5970, 156, 310, 520, 550, 551, 580, 1030, 1510, 1990, 2470, 2950, 3430, 4531, 5971, 311, 521, 550, 551, 552, 581, 1031, 1511, 1991, 2471, 2951, 3431, 4532, 5972, 312, 522, 551, 552, 582, 1032, 1512, 1992, 2472, 2952, 3432, 4533, 5973, 313, 523, 553, 554, 583, 1033, 1513, 1993, 2473, 2953, 3433, 4546, 5986, 314, 524, 553, 554, 555, 584, 1034, 1514, 1994, 2474, 2954, 3434, 4547, 5987, 157, 315, 525, 554, 555, 585, 1035, 1515, 1995, 2475, 2955, 3435, 4548, 5988, 159, 316, 526, 556, 557, 586, 1036, 1516, 1996, 2476, 2956, 3436, 4549, 5989, 317, 527, 556, 557, 558, 587, 1037, 1517, 1997, 2477, 2957, 3437, 4550, 5990, 318, 528, 557, 558, 588, 1038, 1518, 1998, 2478, 2958, 3438, 4551, 5991, 319, 529, 559, 560, 589, 1039, 1519, 1999, 2479, 2959, 3439, 4564, 6004, 320, 530, 559, 560, 561, 590, 1040, 1520, 2000, 2480, 2960, 3440, 4565, 6005, 160, 321, 531, 560, 561, 591, 1041, 1521, 2001, 2481, 2961, 3441, 4566, 6006, 162, 322, 532, 562, 563, 592, 1042, 1522, 2002, 2482, 2962, 3442, 4567, 6007, 323, 533, 562, 563, 564, 593, 1043, 1523, 2003, 2483, 2963, 3443, 4568, 6008, 324, 534, 563, 564, 594, 1044, 1524, 2004, 2484, 2964, 3444, 4569, 6009, 325, 535, 565, 566, 595, 1045, 1525, 2005, 2485, 2965, 3445, 4582, 6022, 326, 536, 565, 566, 567, 596, 1046, 1526, 2006, 2486, 2966, 3446, 4583, 6023, 163, 327, 537, 566, 567, 597, 1047, 1527, 2007, 2487, 2967, 3447, 4584, 6024, 165, 328, 538, 568, 569, 598, 1048, 1528, 2008, 2488, 2968, 3448, 4585, 6025, 329, 539, 568, 569, 570, 599, 1049, 1529, 2009, 2489, 2969, 3449, 4586, 6026, 330, 540, 569, 570, 600, 1050, 1530, 2010, 2490, 2970, 3450, 4587, 6027, 331, 541, 571, 572, 601, 1051, 1531, 2011, 2491, 2971, 3451, 4600, 6040, 332, 542, 571, 572, 573, 602, 1052, 1532, 2012, 2492, 2972, 3452, 4601, 6041, 166, 333, 543, 572, 573, 603, 1053, 1533, 2013, 2493, 2973, 3453, 4602, 6042, 168, 334, 544, 574, 575, 604, 1054, 1534, 2014, 2494, 2974, 3454, 4603, 6043, 335, 545, 574, 575, 576, 605, 1055, 1535, 2015, 2495, 2975, 3455, 4604, 6044, 336, 546, 575, 576, 606, 1056, 1536, 2016, 2496, 2976, 3456, 4605, 6045, 337, 547, 577, 578, 607, 1057, 1537, 2017, 2497, 2977, 3457, 4618, 6058, 338, 548, 577, 578, 579, 608, 1058, 1538, 2018, 2498, 2978, 3458, 4619, 6059, 169, 339, 549, 578, 579, 609, 1059, 1539, 2019, 2499, 2979, 3459, 4620, 6060, 171, 340, 550, 580, 581, 610, 1060, 1540, 2020, 2500, 2980, 3460, 4621, 6061, 341, 551, 580, 581, 582, 611, 1061, 1541, 2021, 2501, 2981, 3461, 4622, 6062, 342, 552, 581, 582, 612, 1062, 1542, 2022, 2502, 2982, 3462, 4623, 6063, 343, 553, 583, 584, 613, 1063, 1543, 2023, 2503, 2983, 3463, 4636, 6076, 344, 554, 583, 584, 585, 614, 1064, 1544, 2024, 2504, 2984, 3464, 4637, 6077, 172, 345, 555, 584, 585, 615, 1065, 1545, 2025, 2505, 2985, 3465, 4638, 6078, 174, 346, 556, 586, 587, 616, 1066, 1546, 2026, 2506, 2986, 3466, 4639, 6079, 347, 557, 586, 587, 588, 617, 1067, 1547, 2027, 2507, 2987, 3467, 4640, 6080, 348, 558, 587, 588, 618, 1068, 1548, 2028, 2508, 2988, 3468, 4641, 6081, 349, 559, 589, 590, 619, 1069, 1549, 2029, 2509, 2989, 3469, 4654, 6094, 350, 560, 589, 590, 591, 620, 1070, 1550, 2030, 2510, 2990, 3470, 4655, 6095, 175, 351, 561, 590, 591, 621, 1071, 1551, 2031, 2511, 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400, 430, 431, 460, 670, 910, 1390, 1870, 2350, 2830, 3310, 4171, 5611, 401, 430, 431, 432, 461, 671, 911, 1391, 1871, 2351, 2831, 3311, 4172, 5612, 402, 431, 432, 462, 672, 912, 1392, 1872, 2352, 2832, 3312, 4173, 5613, 403, 433, 434, 463, 673, 913, 1393, 1873, 2353, 2833, 3313, 4186, 5626, 404, 433, 434, 435, 464, 674, 914, 1394, 1874, 2354, 2834, 3314, 4187, 5627, 97, 405, 434, 435, 465, 675, 915, 1395, 1875, 2355, 2835, 3315, 4188, 5628, 99, 406, 436, 437, 466, 676, 916, 1396, 1876, 2356, 2836, 3316, 4189, 5629, 407, 436, 437, 438, 467, 677, 917, 1397, 1877, 2357, 2837, 3317, 4190, 5630, 408, 437, 438, 468, 678, 918, 1398, 1878, 2358, 2838, 3318, 4191, 5631, 409, 439, 440, 469, 679, 919, 1399, 1879, 2359, 2839, 3319, 4204, 5644, 410, 439, 440, 441, 470, 680, 920, 1400, 1880, 2360, 2840, 3320, 4205, 5645, 100, 411, 440, 441, 471, 681, 921, 1401, 1881, 2361, 2841, 3321, 4206, 5646, 102, 412, 442, 443, 472, 682, 922, 1402, 1882, 2362, 2842, 3322, 4207, 5647, 413, 442, 443, 444, 473, 683, 923, 1403, 1883, 2363, 2843, 3323, 4208, 5648, 414, 443, 444, 474, 684, 924, 1404, 1884, 2364, 2844, 3324, 4209, 5649, 415, 445, 446, 475, 685, 925, 1405, 1885, 2365, 2845, 3325, 4222, 5662, 416, 445, 446, 447, 476, 686, 926, 1406, 1886, 2366, 2846, 3326, 4223, 5663, 103, 417, 446, 447, 477, 687, 927, 1407, 1887, 2367, 2847, 3327, 4224, 5664, 105, 418, 448, 449, 478, 688, 928, 1408, 1888, 2368, 2848, 3328, 4225, 5665, 419, 448, 449, 450, 479, 689, 929, 1409, 1889, 2369, 2849, 3329, 4226, 5666, 420, 449, 450, 480, 690, 930, 1410, 1890, 2370, 2850, 3330, 4227, 5667, 247, 421, 451, 452, 691, 931, 1411, 1891, 2371, 2851, 3331, 4240, 5680, 248, 422, 451, 452, 453, 692, 932, 1412, 1892, 2372, 2852, 3332, 4241, 5681, 106, 249, 423, 452, 453, 693, 933, 1413, 1893, 2373, 2853, 3333, 4242, 5682, 108, 250, 424, 454, 455, 694, 934, 1414, 1894, 2374, 2854, 3334, 4243, 5683, 251, 425, 454, 455, 456, 695, 935, 1415, 1895, 2375, 2855, 3335, 4244, 5684, 252, 426, 455, 456, 696, 936, 1416, 1896, 2376, 2856, 3336, 4245, 5685, 253, 427, 457, 458, 697, 937, 1417, 1897, 2377, 2857, 3337, 4258, 5698, 254, 428, 457, 458, 459, 698, 938, 1418, 1898, 2378, 2858, 3338, 4259, 5699, 109, 255, 429, 458, 459, 699, 939, 1419, 1899, 2379, 2859, 3339, 4260, 5700, 111, 256, 430, 460, 461, 700, 940, 1420, 1900, 2380, 2860, 3340, 4261, 5701, 257, 431, 460, 461, 462, 701, 941, 1421, 1901, 2381, 2861, 3341, 4262, 5702, 258, 432, 461, 462, 702, 942, 1422, 1902, 2382, 2862, 3342, 4263, 5703, 259, 433, 463, 464, 703, 943, 1423, 1903, 2383, 2863, 3343, 4276, 5716, 260, 434, 463, 464, 465, 704, 944, 1424, 1904, 2384, 2864, 3344, 4277, 5717, 112, 261, 435, 464, 465, 705, 945, 1425, 1905, 2385, 2865, 3345, 4278, 5718, 114, 262, 436, 466, 467, 706, 946, 1426, 1906, 2386, 2866, 3346, 4279, 5719, 263, 437, 466, 467, 468, 707, 947, 1427, 1907, 2387, 2867, 3347, 4280, 5720, 264, 438, 467, 468, 708, 948, 1428, 1908, 2388, 2868, 3348, 4281, 5721, 265, 439, 469, 470, 709, 949, 1429, 1909, 2389, 2869, 3349, 4294, 5734, 266, 440, 469, 470, 471, 710, 950, 1430, 1910, 2390, 2870, 3350, 4295, 5735, 115, 267, 441, 470, 471, 711, 951, 1431, 1911, 2391, 2871, 3351, 4296, 5736, 117, 268, 442, 472, 473, 712, 952, 1432, 1912, 2392, 2872, 3352, 4297, 5737, 269, 443, 472, 473, 474, 713, 953, 1433, 1913, 2393, 2873, 3353, 4298, 5738, 270, 444, 473, 474, 714, 954, 1434, 1914, 2394, 2874, 3354, 4299, 5739, 445, 475, 476, 715, 955, 1435, 1915, 2395, 2875, 3355, 4312, 5752, 446, 475, 476, 477, 716, 956, 1436, 1916, 2396, 2876, 3356, 4313, 5753, 118, 447, 476, 477, 717, 957, 1437, 1917, 2397, 2877, 3357, 4314, 5754, 120, 448, 478, 479, 718, 958, 1438, 1918, 2398, 2878, 3358, 4315, 5755, 449, 478, 479, 480, 719, 959, 1439, 1919, 2399, 2879, 3359, 4316, 5756, 450, 479, 480, 720, 960, 1440, 1920, 2400, 2880, 3360, 4317, 5757, 241, 481, 482, 511, 961, 1441, 1921, 2401, 2881, 3361, 4330, 5770, 242, 481, 482, 483, 512, 962, 1442, 1922, 2402, 2882, 3362, 4331, 5771, 121, 243, 482, 483, 513, 963, 1443, 1923, 2403, 2883, 3363, 4332, 5772, 123, 244, 484, 485, 514, 964, 1444, 1924, 2404, 2884, 3364, 4333, 5773, 245, 484, 485, 486, 515, 965, 1445, 1925, 2405, 2885, 3365, 4334, 5774, 246, 485, 486, 516, 966, 1446, 1926, 2406, 2886, 3366, 4335, 5775, 247, 487, 488, 517, 691, 967, 1447, 1927, 2407, 2887, 3367, 4348, 5788, 248, 487, 488, 489, 518, 692, 968, 1448, 1928, 2408, 2888, 3368, 4349, 5789, 124, 249, 488, 489, 519, 693, 969, 1449, 1929, 2409, 2889, 3369, 4350, 5790, 126, 250, 490, 491, 520, 694, 970, 1450, 1930, 2410, 2890, 3370, 4351, 5791, 251, 490, 491, 492, 521, 695, 971, 1451, 1931, 2411, 2891, 3371, 4352, 5792, 252, 491, 492, 522, 696, 972, 1452, 1932, 2412, 2892, 3372, 4353, 5793, 253, 493, 494, 523, 697, 973, 1453, 1933, 2413, 2893, 3373, 4366, 5806, 254, 493, 494, 495, 524, 698, 974, 1454, 1934, 2414, 2894, 3374, 4367, 5807, 127, 255, 494, 495, 525, 699, 975, 1455, 1935, 2415, 2895, 3375, 4368, 5808, 129, 256, 496, 497, 526, 700, 976, 1456, 1936, 2416, 2896, 3376, 4369, 5809, 257, 496, 497, 498, 527, 701, 977, 1457, 1937, 2417, 2897, 3377, 4370, 5810, 258, 497, 498, 528, 702, 978, 1458, 1938, 2418, 2898, 3378, 4371, 5811, 259, 499, 500, 529, 703, 979, 1459, 1939, 2419, 2899, 3379, 4384, 5824, 260, 499, 500, 501, 530, 704, 980, 1460, 1940, 2420, 2900, 3380, 4385, 5825, 130, 261, 500, 501, 531, 705, 981, 1461, 1941, 2421, 2901, 3381, 4386, 5826, 132, 262, 502, 503, 532, 706, 982, 1462, 1942, 2422, 2902, 3382, 4387, 5827, 263, 502, 503, 504, 533, 707, 983, 1463, 1943, 2423, 2903, 3383, 4388, 5828, 264, 503, 504, 534, 708, 984, 1464, 1944, 2424, 2904, 3384, 4389, 5829, 265, 505, 506, 535, 709, 985, 1465, 1945, 2425, 2905, 3385, 4402, 5842, 266, 505, 506, 507, 536, 710, 986, 1466, 1946, 2426, 2906, 3386, 4403, 5843, 133, 267, 506, 507, 537, 711, 987, 1467, 1947, 2427, 2907, 3387, 4404, 5844, 135, 268, 508, 509, 538, 712, 988, 1468, 1948, 2428, 2908, 3388, 4405, 5845, 269, 508, 509, 510, 539, 713, 989, 1469, 1949, 2429, 2909, 3389, 4406, 5846, 270, 509, 510, 540, 714, 990, 1470, 1950, 2430, 2910, 3390, 4407, 5847, 271, 481, 511, 512, 541, 991, 1471, 1951, 2431, 2911, 3391, 4420, 5860, 272, 482, 511, 512, 513, 542, 992, 1472, 1952, 2432, 2912, 3392, 4421, 5861, 136, 273, 483, 512, 513, 543, 993, 1473, 1953, 2433, 2913, 3393, 4422, 5862, 138, 274, 484, 514, 515, 544, 994, 1474, 1954, 2434, 2914, 3394, 4423, 5863, 275, 485, 514, 515, 516, 545, 995, 1475, 1955, 2435, 2915, 3395, 4424, 5864, 276, 486, 515, 516, 546, 996, 1476, 1956, 2436, 2916, 3396, 4425, 5865, 277, 487, 517, 518, 547, 997, 1477, 1957, 2437, 2917, 3397, 4438, 5878, 278, 488, 517, 518, 519, 548, 998, 1478, 1958, 2438, 2918, 3398, 4439, 5879, 139, 279, 489, 518, 519, 549, 999, 1479, 1959, 2439, 2919, 3399, 4440, 5880, 141, 280, 490, 520, 521, 550, 1000, 1480, 1960, 2440, 2920, 3400, 4441, 5881, 281, 491, 520, 521, 522, 551, 1001, 1481, 1961, 2441, 2921, 3401, 4442, 5882, 282, 492, 521, 522, 552, 1002, 1482, 1962, 2442, 2922, 3402, 4443, 5883, 283, 493, 523, 524, 553, 1003, 1483, 1963, 2443, 2923, 3403, 4456, 5896, 284, 494, 523, 524, 525, 554, 1004, 1484, 1964, 2444, 2924, 3404, 4457, 5897, 142, 285, 495, 524, 525, 555, 1005, 1485, 1965, 2445, 2925, 3405, 4458, 5898, 144, 286, 496, 526, 527, 556, 1006, 1486, 1966, 2446, 2926, 3406, 4459, 5899, 287, 497, 526, 527, 528, 557, 1007, 1487, 1967, 2447, 2927, 3407, 4460, 5900, 288, 498, 527, 528, 558, 1008, 1488, 1968, 2448, 2928, 3408, 4461, 5901, 289, 499, 529, 530, 559, 1009, 1489, 1969, 2449, 2929, 3409, 4474, 5914, 290, 500, 529, 530, 531, 560, 1010, 1490, 1970, 2450, 2930, 3410, 4475, 5915, 145, 291, 501, 530, 531, 561, 1011, 1491, 1971, 2451, 2931, 3411, 4476, 5916, 147, 292, 502, 532, 533, 562, 1012, 1492, 1972, 2452, 2932, 3412, 4477, 5917, 293, 503, 532, 533, 534, 563, 1013, 1493, 1973, 2453, 2933, 3413, 4478, 5918, 294, 504, 533, 534, 564, 1014, 1494, 1974, 2454, 2934, 3414, 4479, 5919, 295, 505, 535, 536, 565, 1015, 1495, 1975, 2455, 2935, 3415, 4492, 5932, 296, 506, 535, 536, 537, 566, 1016, 1496, 1976, 2456, 2936, 3416, 4493, 5933, 148, 297, 507, 536, 537, 567, 1017, 1497, 1977, 2457, 2937, 3417, 4494, 5934, 150, 298, 508, 538, 539, 568, 1018, 1498, 1978, 2458, 2938, 3418, 4495, 5935, 299, 509, 538, 539, 540, 569, 1019, 1499, 1979, 2459, 2939, 3419, 4496, 5936, 300, 510, 539, 540, 570, 1020, 1500, 1980, 2460, 2940, 3420, 4497, 5937, 301, 511, 541, 542, 571, 1021, 1501, 1981, 2461, 2941, 3421, 4510, 5950, 302, 512, 541, 542, 543, 572, 1022, 1502, 1982, 2462, 2942, 3422, 4511, 5951, 151, 303, 513, 542, 543, 573, 1023, 1503, 1983, 2463, 2943, 3423, 4512, 5952, 153, 304, 514, 544, 545, 574, 1024, 1504, 1984, 2464, 2944, 3424, 4513, 5953, 305, 515, 544, 545, 546, 575, 1025, 1505, 1985, 2465, 2945, 3425, 4514, 5954, 306, 516, 545, 546, 576, 1026, 1506, 1986, 2466, 2946, 3426, 4515, 5955, 307, 517, 547, 548, 577, 1027, 1507, 1987, 2467, 2947, 3427, 4528, 5968, 308, 518, 547, 548, 549, 578, 1028, 1508, 1988, 2468, 2948, 3428, 4529, 5969, 154, 309, 519, 548, 549, 579, 1029, 1509, 1989, 2469, 2949, 3429, 4530, 5970, 156, 310, 520, 550, 551, 580, 1030, 1510, 1990, 2470, 2950, 3430, 4531, 5971, 311, 521, 550, 551, 552, 581, 1031, 1511, 1991, 2471, 2951, 3431, 4532, 5972, 312, 522, 551, 552, 582, 1032, 1512, 1992, 2472, 2952, 3432, 4533, 5973, 313, 523, 553, 554, 583, 1033, 1513, 1993, 2473, 2953, 3433, 4546, 5986, 314, 524, 553, 554, 555, 584, 1034, 1514, 1994, 2474, 2954, 3434, 4547, 5987, 157, 315, 525, 554, 555, 585, 1035, 1515, 1995, 2475, 2955, 3435, 4548, 5988, 159, 316, 526, 556, 557, 586, 1036, 1516, 1996, 2476, 2956, 3436, 4549, 5989, 317, 527, 556, 557, 558, 587, 1037, 1517, 1997, 2477, 2957, 3437, 4550, 5990, 318, 528, 557, 558, 588, 1038, 1518, 1998, 2478, 2958, 3438, 4551, 5991, 319, 529, 559, 560, 589, 1039, 1519, 1999, 2479, 2959, 3439, 4564, 6004, 320, 530, 559, 560, 561, 590, 1040, 1520, 2000, 2480, 2960, 3440, 4565, 6005, 160, 321, 531, 560, 561, 591, 1041, 1521, 2001, 2481, 2961, 3441, 4566, 6006, 162, 322, 532, 562, 563, 592, 1042, 1522, 2002, 2482, 2962, 3442, 4567, 6007, 323, 533, 562, 563, 564, 593, 1043, 1523, 2003, 2483, 2963, 3443, 4568, 6008, 324, 534, 563, 564, 594, 1044, 1524, 2004, 2484, 2964, 3444, 4569, 6009, 325, 535, 565, 566, 595, 1045, 1525, 2005, 2485, 2965, 3445, 4582, 6022, 326, 536, 565, 566, 567, 596, 1046, 1526, 2006, 2486, 2966, 3446, 4583, 6023, 163, 327, 537, 566, 567, 597, 1047, 1527, 2007, 2487, 2967, 3447, 4584, 6024, 165, 328, 538, 568, 569, 598, 1048, 1528, 2008, 2488, 2968, 3448, 4585, 6025, 329, 539, 568, 569, 570, 599, 1049, 1529, 2009, 2489, 2969, 3449, 4586, 6026, 330, 540, 569, 570, 600, 1050, 1530, 2010, 2490, 2970, 3450, 4587, 6027, 331, 541, 571, 572, 601, 1051, 1531, 2011, 2491, 2971, 3451, 4600, 6040, 332, 542, 571, 572, 573, 602, 1052, 1532, 2012, 2492, 2972, 3452, 4601, 6041, 166, 333, 543, 572, 573, 603, 1053, 1533, 2013, 2493, 2973, 3453, 4602, 6042, 168, 334, 544, 574, 575, 604, 1054, 1534, 2014, 2494, 2974, 3454, 4603, 6043, 335, 545, 574, 575, 576, 605, 1055, 1535, 2015, 2495, 2975, 3455, 4604, 6044, 336, 546, 575, 576, 606, 1056, 1536, 2016, 2496, 2976, 3456, 4605, 6045, 337, 547, 577, 578, 607, 1057, 1537, 2017, 2497, 2977, 3457, 4618, 6058, 338, 548, 577, 578, 579, 608, 1058, 1538, 2018, 2498, 2978, 3458, 4619, 6059, 169, 339, 549, 578, 579, 609, 1059, 1539, 2019, 2499, 2979, 3459, 4620, 6060, 171, 340, 550, 580, 581, 610, 1060, 1540, 2020, 2500, 2980, 3460, 4621, 6061, 341, 551, 580, 581, 582, 611, 1061, 1541, 2021, 2501, 2981, 3461, 4622, 6062, 342, 552, 581, 582, 612, 1062, 1542, 2022, 2502, 2982, 3462, 4623, 6063, 343, 553, 583, 584, 613, 1063, 1543, 2023, 2503, 2983, 3463, 4636, 6076, 344, 554, 583, 584, 585, 614, 1064, 1544, 2024, 2504, 2984, 3464, 4637, 6077, 172, 345, 555, 584, 585, 615, 1065, 1545, 2025, 2505, 2985, 3465, 4638, 6078, 174, 346, 556, 586, 587, 616, 1066, 1546, 2026, 2506, 2986, 3466, 4639, 6079, 347, 557, 586, 587, 588, 617, 1067, 1547, 2027, 2507, 2987, 3467, 4640, 6080, 348, 558, 587, 588, 618, 1068, 1548, 2028, 2508, 2988, 3468, 4641, 6081, 349, 559, 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491, 520, 521, 522, 551, 1001, 1481, 1961, 2441, 2921, 3401, 4442, 5882, 282, 492, 521, 522, 552, 1002, 1482, 1962, 2442, 2922, 3402, 4443, 5883, 283, 493, 523, 524, 553, 1003, 1483, 1963, 2443, 2923, 3403, 4456, 5896, 284, 494, 523, 524, 525, 554, 1004, 1484, 1964, 2444, 2924, 3404, 4457, 5897, 142, 285, 495, 524, 525, 555, 1005, 1485, 1965, 2445, 2925, 3405, 4458, 5898, 144, 286, 496, 526, 527, 556, 1006, 1486, 1966, 2446, 2926, 3406, 4459, 5899, 287, 497, 526, 527, 528, 557, 1007, 1487, 1967, 2447, 2927, 3407, 4460, 5900, 288, 498, 527, 528, 558, 1008, 1488, 1968, 2448, 2928, 3408, 4461, 5901, 289, 499, 529, 530, 559, 1009, 1489, 1969, 2449, 2929, 3409, 4474, 5914, 290, 500, 529, 530, 531, 560, 1010, 1490, 1970, 2450, 2930, 3410, 4475, 5915, 145, 291, 501, 530, 531, 561, 1011, 1491, 1971, 2451, 2931, 3411, 4476, 5916, 147, 292, 502, 532, 533, 562, 1012, 1492, 1972, 2452, 2932, 3412, 4477, 5917, 293, 503, 532, 533, 534, 563, 1013, 1493, 1973, 2453, 2933, 3413, 4478, 5918, 294, 504, 533, 534, 564, 1014, 1494, 1974, 2454, 2934, 3414, 4479, 5919, 295, 505, 535, 536, 565, 1015, 1495, 1975, 2455, 2935, 3415, 4492, 5932, 296, 506, 535, 536, 537, 566, 1016, 1496, 1976, 2456, 2936, 3416, 4493, 5933, 148, 297, 507, 536, 537, 567, 1017, 1497, 1977, 2457, 2937, 3417, 4494, 5934, 150, 298, 508, 538, 539, 568, 1018, 1498, 1978, 2458, 2938, 3418, 4495, 5935, 299, 509, 538, 539, 540, 569, 1019, 1499, 1979, 2459, 2939, 3419, 4496, 5936, 300, 510, 539, 540, 570, 1020, 1500, 1980, 2460, 2940, 3420, 4497, 5937, 301, 511, 541, 542, 571, 1021, 1501, 1981, 2461, 2941, 3421, 4510, 5950, 302, 512, 541, 542, 543, 572, 1022, 1502, 1982, 2462, 2942, 3422, 4511, 5951, 151, 303, 513, 542, 543, 573, 1023, 1503, 1983, 2463, 2943, 3423, 4512, 5952, 153, 304, 514, 544, 545, 574, 1024, 1504, 1984, 2464, 2944, 3424, 4513, 5953, 305, 515, 544, 545, 546, 575, 1025, 1505, 1985, 2465, 2945, 3425, 4514, 5954, 306, 516, 545, 546, 576, 1026, 1506, 1986, 2466, 2946, 3426, 4515, 5955, 307, 517, 547, 548, 577, 1027, 1507, 1987, 2467, 2947, 3427, 4528, 5968, 308, 518, 547, 548, 549, 578, 1028, 1508, 1988, 2468, 2948, 3428, 4529, 5969, 154, 309, 519, 548, 549, 579, 1029, 1509, 1989, 2469, 2949, 3429, 4530, 5970, 156, 310, 520, 550, 551, 580, 1030, 1510, 1990, 2470, 2950, 3430, 4531, 5971, 311, 521, 550, 551, 552, 581, 1031, 1511, 1991, 2471, 2951, 3431, 4532, 5972, 312, 522, 551, 552, 582, 1032, 1512, 1992, 2472, 2952, 3432, 4533, 5973, 313, 523, 553, 554, 583, 1033, 1513, 1993, 2473, 2953, 3433, 4546, 5986, 314, 524, 553, 554, 555, 584, 1034, 1514, 1994, 2474, 2954, 3434, 4547, 5987, 157, 315, 525, 554, 555, 585, 1035, 1515, 1995, 2475, 2955, 3435, 4548, 5988, 159, 316, 526, 556, 557, 586, 1036, 1516, 1996, 2476, 2956, 3436, 4549, 5989, 317, 527, 556, 557, 558, 587, 1037, 1517, 1997, 2477, 2957, 3437, 4550, 5990, 318, 528, 557, 558, 588, 1038, 1518, 1998, 2478, 2958, 3438, 4551, 5991, 319, 529, 559, 560, 589, 1039, 1519, 1999, 2479, 2959, 3439, 4564, 6004, 320, 530, 559, 560, 561, 590, 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3304, 4153, 5593, 395, 424, 425, 426, 455, 665, 905, 1385, 1865, 2345, 2825, 3305, 4154, 5594, 396, 425, 426, 456, 666, 906, 1386, 1866, 2346, 2826, 3306, 4155, 5595, 397, 427, 428, 457, 667, 907, 1387, 1867, 2347, 2827, 3307, 4168, 5608, 398, 427, 428, 429, 458, 668, 908, 1388, 1868, 2348, 2828, 3308, 4169, 5609, 94, 399, 428, 429, 459, 669, 909, 1389, 1869, 2349, 2829, 3309, 4170, 5610, 96, 400, 430, 431, 460, 670, 910, 1390, 1870, 2350, 2830, 3310, 4171, 5611, 401, 430, 431, 432, 461, 671, 911, 1391, 1871, 2351, 2831, 3311, 4172, 5612, 402, 431, 432, 462, 672, 912, 1392, 1872, 2352, 2832, 3312, 4173, 5613, 403, 433, 434, 463, 673, 913, 1393, 1873, 2353, 2833, 3313, 4186, 5626, 404, 433, 434, 435, 464, 674, 914, 1394, 1874, 2354, 2834, 3314, 4187, 5627, 97, 405, 434, 435, 465, 675, 915, 1395, 1875, 2355, 2835, 3315, 4188, 5628, 99, 406, 436, 437, 466, 676, 916, 1396, 1876, 2356, 2836, 3316, 4189, 5629, 407, 436, 437, 438, 467, 677, 917, 1397, 1877, 2357, 2837, 3317, 4190, 5630, 408, 437, 438, 468, 678, 918, 1398, 1878, 2358, 2838, 3318, 4191, 5631, 409, 439, 440, 469, 679, 919, 1399, 1879, 2359, 2839, 3319, 4204, 5644, 410, 439, 440, 441, 470, 680, 920, 1400, 1880, 2360, 2840, 3320, 4205, 5645, 100, 411, 440, 441, 471, 681, 921, 1401, 1881, 2361, 2841, 3321, 4206, 5646, 102, 412, 442, 443, 472, 682, 922, 1402, 1882, 2362, 2842, 3322, 4207, 5647, 413, 442, 443, 444, 473, 683, 923, 1403, 1883, 2363, 2843, 3323, 4208, 5648, 414, 443, 444, 474, 684, 924, 1404, 1884, 2364, 2844, 3324, 4209, 5649, 415, 445, 446, 475, 685, 925, 1405, 1885, 2365, 2845, 3325, 4222, 5662, 416, 445, 446, 447, 476, 686, 926, 1406, 1886, 2366, 2846, 3326, 4223, 5663, 103, 417, 446, 447, 477, 687, 927, 1407, 1887, 2367, 2847, 3327, 4224, 5664, 105, 418, 448, 449, 478, 688, 928, 1408, 1888, 2368, 2848, 3328, 4225, 5665, 419, 448, 449, 450, 479, 689, 929, 1409, 1889, 2369, 2849, 3329, 4226, 5666, 420, 449, 450, 480, 690, 930, 1410, 1890, 2370, 2850, 3330, 4227, 5667, 247, 421, 451, 452, 691, 931, 1411, 1891, 2371, 2851, 3331, 4240, 5680, 248, 422, 451, 452, 453, 692, 932, 1412, 1892, 2372, 2852, 3332, 4241, 5681, 106, 249, 423, 452, 453, 693, 933, 1413, 1893, 2373, 2853, 3333, 4242, 5682, 108, 250, 424, 454, 455, 694, 934, 1414, 1894, 2374, 2854, 3334, 4243, 5683, 251, 425, 454, 455, 456, 695, 935, 1415, 1895, 2375, 2855, 3335, 4244, 5684, 252, 426, 455, 456, 696, 936, 1416, 1896, 2376, 2856, 3336, 4245, 5685, 253, 427, 457, 458, 697, 937, 1417, 1897, 2377, 2857, 3337, 4258, 5698, 254, 428, 457, 458, 459, 698, 938, 1418, 1898, 2378, 2858, 3338, 4259, 5699, 109, 255, 429, 458, 459, 699, 939, 1419, 1899, 2379, 2859, 3339, 4260, 5700, 111, 256, 430, 460, 461, 700, 940, 1420, 1900, 2380, 2860, 3340, 4261, 5701, 257, 431, 460, 461, 462, 701, 941, 1421, 1901, 2381, 2861, 3341, 4262, 5702, 258, 432, 461, 462, 702, 942, 1422, 1902, 2382, 2862, 3342, 4263, 5703, 259, 433, 463, 464, 703, 943, 1423, 1903, 2383, 2863, 3343, 4276, 5716, 260, 434, 463, 464, 465, 704, 944, 1424, 1904, 2384, 2864, 3344, 4277, 5717, 112, 261, 435, 464, 465, 705, 945, 1425, 1905, 2385, 2865, 3345, 4278, 5718, 114, 262, 436, 466, 467, 706, 946, 1426, 1906, 2386, 2866, 3346, 4279, 5719, 263, 437, 466, 467, 468, 707, 947, 1427, 1907, 2387, 2867, 3347, 4280, 5720, 264, 438, 467, 468, 708, 948, 1428, 1908, 2388, 2868, 3348, 4281, 5721, 265, 439, 469, 470, 709, 949, 1429, 1909, 2389, 2869, 3349, 4294, 5734, 266, 440, 469, 470, 471, 710, 950, 1430, 1910, 2390, 2870, 3350, 4295, 5735, 115, 267, 441, 470, 471, 711, 951, 1431, 1911, 2391, 2871, 3351, 4296, 5736, 117, 268, 442, 472, 473, 712, 952, 1432, 1912, 2392, 2872, 3352, 4297, 5737, 269, 443, 472, 473, 474, 713, 953, 1433, 1913, 2393, 2873, 3353, 4298, 5738, 270, 444, 473, 474, 714, 954, 1434, 1914, 2394, 2874, 3354, 4299, 5739, 445, 475, 476, 715, 955, 1435, 1915, 2395, 2875, 3355, 4312, 5752, 446, 475, 476, 477, 716, 956, 1436, 1916, 2396, 2876, 3356, 4313, 5753, 118, 447, 476, 477, 717, 957, 1437, 1917, 2397, 2877, 3357, 4314, 5754, 120, 448, 478, 479, 718, 958, 1438, 1918, 2398, 2878, 3358, 4315, 5755, 449, 478, 479, 480, 719, 959, 1439, 1919, 2399, 2879, 3359, 4316, 5756, 450, 479, 480, 720, 960, 1440, 1920, 2400, 2880, 3360, 4317, 5757, 241, 481, 482, 511, 961, 1441, 1921, 2401, 2881, 3361, 4330, 5770, 242, 481, 482, 483, 512, 962, 1442, 1922, 2402, 2882, 3362, 4331, 5771, 121, 243, 482, 483, 513, 963, 1443, 1923, 2403, 2883, 3363, 4332, 5772, 123, 244, 484, 485, 514, 964, 1444, 1924, 2404, 2884, 3364, 4333, 5773, 245, 484, 485, 486, 515, 965, 1445, 1925, 2405, 2885, 3365, 4334, 5774, 246, 485, 486, 516, 966, 1446, 1926, 2406, 2886, 3366, 4335, 5775, 247, 487, 488, 517, 691, 967, 1447, 1927, 2407, 2887, 3367, 4348, 5788, 248, 487, 488, 489, 518, 692, 968, 1448, 1928, 2408, 2888, 3368, 4349, 5789, 124, 249, 488, 489, 519, 693, 969, 1449, 1929, 2409, 2889, 3369, 4350, 5790, 126, 250, 490, 491, 520, 694, 970, 1450, 1930, 2410, 2890, 3370, 4351, 5791, 251, 490, 491, 492, 521, 695, 971, 1451, 1931, 2411, 2891, 3371, 4352, 5792, 252, 491, 492, 522, 696, 972, 1452, 1932, 2412, 2892, 3372, 4353, 5793, 253, 493, 494, 523, 697, 973, 1453, 1933, 2413, 2893, 3373, 4366, 5806, 254, 493, 494, 495, 524, 698, 974, 1454, 1934, 2414, 2894, 3374, 4367, 5807, 127, 255, 494, 495, 525, 699, 975, 1455, 1935, 2415, 2895, 3375, 4368, 5808, 129, 256, 496, 497, 526, 700, 976, 1456, 1936, 2416, 2896, 3376, 4369, 5809, 257, 496, 497, 498, 527, 701, 977, 1457, 1937, 2417, 2897, 3377, 4370, 5810, 258, 497, 498, 528, 702, 978, 1458, 1938, 2418, 2898, 3378, 4371, 5811, 259, 499, 500, 529, 703, 979, 1459, 1939, 2419, 2899, 3379, 4384, 5824, 260, 499, 500, 501, 530, 704, 980, 1460, 1940, 2420, 2900, 3380, 4385, 5825, 130, 261, 500, 501, 531, 705, 981, 1461, 1941, 2421, 2901, 3381, 4386, 5826, 132, 262, 502, 503, 532, 706, 982, 1462, 1942, 2422, 2902, 3382, 4387, 5827, 263, 502, 503, 504, 533, 707, 983, 1463, 1943, 2423, 2903, 3383, 4388, 5828, 264, 503, 504, 534, 708, 984, 1464, 1944, 2424, 2904, 3384, 4389, 5829, 265, 505, 506, 535, 709, 985, 1465, 1945, 2425, 2905, 3385, 4402, 5842, 266, 505, 506, 507, 536, 710, 986, 1466, 1946, 2426, 2906, 3386, 4403, 5843, 133, 267, 506, 507, 537, 711, 987, 1467, 1947, 2427, 2907, 3387, 4404, 5844, 135, 268, 508, 509, 538, 712, 988, 1468, 1948, 2428, 2908, 3388, 4405, 5845, 269, 508, 509, 510, 539, 713, 989, 1469, 1949, 2429, 2909, 3389, 4406, 5846, 270, 509, 510, 540, 714, 990, 1470, 1950, 2430, 2910, 3390, 4407, 5847, 271, 481, 511, 512, 541, 991, 1471, 1951, 2431, 2911, 3391, 4420, 5860, 272, 482, 511, 512, 513, 542, 992, 1472, 1952, 2432, 2912, 3392, 4421, 5861, 136, 273, 483, 512, 513, 543, 993, 1473, 1953, 2433, 2913, 3393, 4422, 5862, 138, 274, 484, 514, 515, 544, 994, 1474, 1954, 2434, 2914, 3394, 4423, 5863, 275, 485, 514, 515, 516, 545, 995, 1475, 1955, 2435, 2915, 3395, 4424, 5864, 276, 486, 515, 516, 546, 996, 1476, 1956, 2436, 2916, 3396, 4425, 5865, 277, 487, 517, 518, 547, 997, 1477, 1957, 2437, 2917, 3397, 4438, 5878, 278, 488, 517, 518, 519, 548, 998, 1478, 1958, 2438, 2918, 3398, 4439, 5879, 139, 279, 489, 518, 519, 549, 999, 1479, 1959, 2439, 2919, 3399, 4440, 5880, 141, 280, 490, 520, 521, 550, 1000, 1480, 1960, 2440, 2920, 3400, 4441, 5881, 281, 491, 520, 521, 522, 551, 1001, 1481, 1961, 2441, 2921, 3401, 4442, 5882, 282, 492, 521, 522, 552, 1002, 1482, 1962, 2442, 2922, 3402, 4443, 5883, 283, 493, 523, 524, 553, 1003, 1483, 1963, 2443, 2923, 3403, 4456, 5896, 284, 494, 523, 524, 525, 554, 1004, 1484, 1964, 2444, 2924, 3404, 4457, 5897, 142, 285, 495, 524, 525, 555, 1005, 1485, 1965, 2445, 2925, 3405, 4458, 5898, 144, 286, 496, 526, 527, 556, 1006, 1486, 1966, 2446, 2926, 3406, 4459, 5899, 287, 497, 526, 527, 528, 557, 1007, 1487, 1967, 2447, 2927, 3407, 4460, 5900, 288, 498, 527, 528, 558, 1008, 1488, 1968, 2448, 2928, 3408, 4461, 5901, 289, 499, 529, 530, 559, 1009, 1489, 1969, 2449, 2929, 3409, 4474, 5914, 290, 500, 529, 530, 531, 560, 1010, 1490, 1970, 2450, 2930, 3410, 4475, 5915, 145, 291, 501, 530, 531, 561, 1011, 1491, 1971, 2451, 2931, 3411, 4476, 5916, 147, 292, 502, 532, 533, 562, 1012, 1492, 1972, 2452, 2932, 3412, 4477, 5917, 293, 503, 532, 533, 534, 563, 1013, 1493, 1973, 2453, 2933, 3413, 4478, 5918, 294, 504, 533, 534, 564, 1014, 1494, 1974, 2454, 2934, 3414, 4479, 5919, 295, 505, 535, 536, 565, 1015, 1495, 1975, 2455, 2935, 3415, 4492, 5932, 296, 506, 535, 536, 537, 566, 1016, 1496, 1976, 2456, 2936, 3416, 4493, 5933, 148, 297, 507, 536, 537, 567, 1017, 1497, 1977, 2457, 2937, 3417, 4494, 5934, 150, 298, 508, 538, 539, 568, 1018, 1498, 1978, 2458, 2938, 3418, 4495, 5935, 299, 509, 538, 539, 540, 569, 1019, 1499, 1979, 2459, 2939, 3419, 4496, 5936, 300, 510, 539, 540, 570, 1020, 1500, 1980, 2460, 2940, 3420, 4497, 5937, 301, 511, 541, 542, 571, 1021, 1501, 1981, 2461, 2941, 3421, 4510, 5950, 302, 512, 541, 542, 543, 572, 1022, 1502, 1982, 2462, 2942, 3422, 4511, 5951, 151, 303, 513, 542, 543, 573, 1023, 1503, 1983, 2463, 2943, 3423, 4512, 5952, 153, 304, 514, 544, 545, 574, 1024, 1504, 1984, 2464, 2944, 3424, 4513, 5953, 305, 515, 544, 545, 546, 575, 1025, 1505, 1985, 2465, 2945, 3425, 4514, 5954, 306, 516, 545, 546, 576, 1026, 1506, 1986, 2466, 2946, 3426, 4515, 5955, 307, 517, 547, 548, 577, 1027, 1507, 1987, 2467, 2947, 3427, 4528, 5968, 308, 518, 547, 548, 549, 578, 1028, 1508, 1988, 2468, 2948, 3428, 4529, 5969, 154, 309, 519, 548, 549, 579, 1029, 1509, 1989, 2469, 2949, 3429, 4530, 5970, 156, 310, 520, 550, 551, 580, 1030, 1510, 1990, 2470, 2950, 3430, 4531, 5971, 311, 521, 550, 551, 552, 581, 1031, 1511, 1991, 2471, 2951, 3431, 4532, 5972, 312, 522, 551, 552, 582, 1032, 1512, 1992, 2472, 2952, 3432, 4533, 5973, 313, 523, 553, 554, 583, 1033, 1513, 1993, 2473, 2953, 3433, 4546, 5986, 314, 524, 553, 554, 555, 584, 1034, 1514, 1994, 2474, 2954, 3434, 4547, 5987, 157, 315, 525, 554, 555, 585, 1035, 1515, 1995, 2475, 2955, 3435, 4548, 5988, 159, 316, 526, 556, 557, 586, 1036, 1516, 1996, 2476, 2956, 3436, 4549, 5989, 317, 527, 556, 557, 558, 587, 1037, 1517, 1997, 2477, 2957, 3437, 4550, 5990, 318, 528, 557, 558, 588, 1038, 1518, 1998, 2478, 2958, 3438, 4551, 5991, 319, 529, 559, 560, 589, 1039, 1519, 1999, 2479, 2959, 3439, 4564, 6004, 320, 530, 559, 560, 561, 590, 1040, 1520, 2000, 2480, 2960, 3440, 4565, 6005, 160, 321, 531, 560, 561, 591, 1041, 1521, 2001, 2481, 2961, 3441, 4566, 6006, 162, 322, 532, 562, 563, 592, 1042, 1522, 2002, 2482, 2962, 3442, 4567, 6007, 323, 533, 562, 563, 564, 593, 1043, 1523, 2003, 2483, 2963, 3443, 4568, 6008, 324, 534, 563, 564, 594, 1044, 1524, 2004, 2484, 2964, 3444, 4569, 6009, 325, 535, 565, 566, 595, 1045, 1525, 2005, 2485, 2965, 3445, 4582, 6022, 326, 536, 565, 566, 567, 596, 1046, 1526, 2006, 2486, 2966, 3446, 4583, 6023, 163, 327, 537, 566, 567, 597, 1047, 1527, 2007, 2487, 2967, 3447, 4584, 6024, 165, 328, 538, 568, 569, 598, 1048, 1528, 2008, 2488, 2968, 3448, 4585, 6025, 329, 539, 568, 569, 570, 599, 1049, 1529, 2009, 2489, 2969, 3449, 4586, 6026, 330, 540, 569, 570, 600, 1050, 1530, 2010, 2490, 2970, 3450, 4587, 6027, 331, 541, 571, 572, 601, 1051, 1531, 2011, 2491, 2971, 3451, 4600, 6040, 332, 542, 571, 572, 573, 602, 1052, 1532, 2012, 2492, 2972, 3452, 4601, 6041, 166, 333, 543, 572, 573, 603, 1053, 1533, 2013, 2493, 2973, 3453, 4602, 6042, 168, 334, 544, 574, 575, 604, 1054, 1534, 2014, 2494, 2974, 3454, 4603, 6043, 335, 545, 574, 575, 576, 605, 1055, 1535, 2015, 2495, 2975, 3455, 4604, 6044, 336, 546, 575, 576, 606, 1056, 1536, 2016, 2496, 2976, 3456, 4605, 6045, 337, 547, 577, 578, 607, 1057, 1537, 2017, 2497, 2977, 3457, 4618, 6058, 338, 548, 577, 578, 579, 608, 1058, 1538, 2018, 2498, 2978, 3458, 4619, 6059, 169, 339, 549, 578, 579, 609, 1059, 1539, 2019, 2499, 2979, 3459, 4620, 6060, 171, 340, 550, 580, 581, 610, 1060, 1540, 2020, 2500, 2980, 3460, 4621, 6061, 341, 551, 580, 581, 582, 611, 1061, 1541, 2021, 2501, 2981, 3461, 4622, 6062, 342, 552, 581, 582, 612, 1062, 1542, 2022, 2502, 2982, 3462, 4623, 6063, 343, 553, 583, 584, 613, 1063, 1543, 2023, 2503, 2983, 3463, 4636, 6076, 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    :inputparams => {
    "NonLinearSolver" =>     {
        "maxTimestepCuts" => 10
        "maxIterations" => 20
        "LinearSolver" =>         {
            "max_iterations" => 50
            "method" => "iterative"
            "verbosity" => 0
            "tolerance" => 1.0e-7
        }
    }
    "include_current_collectors" => true
    "use_thermal" => false
    "Geometry" =>     {
        "innerRadius" => 0.002
        "numberOfDiscretizationCellsVertical" => 2
        "height" => 0.065
        "case" => "jellyRoll"
        "outerRadius" => 0.004
        "faceArea" => 0.1027
        "width" => nothing
        "Nh" => nothing
        "numberOfDiscretizationCellsAngular" => 8
        "Nw" => nothing
    }
    "Separator" =>     {
        "density" => 946
        "thickness" => 1.2e-5
        "N" => 3
        "bruggemanCoefficient" => 1.5
        "thermalConductivity" => nothing
        "specificHeatCapacity" => nothing
        "porosity" => 0.47
    }
    "Control" =>     {
        "initialControl" => "discharging"
        "lowerCutoffVoltage" => 2.4
        "upperCutoffVoltage" => 4.1
        "filePath" => nothing
        "dEdtLimit" => nothing
        "DRate" => 0.5
        "functionName" => nothing
        "controlPolicy" => "CCDischarge"
        "numberOfCycles" => 0
        "CRate" => nothing
        "rampupTime" => 10
        "dIdtLimit" => nothing
        "useCVswitch" => false
    }
    "TimeStepping" =>     {
        "useRampup" => true
        "numberOfRampupSteps" => 5
        "timeStepDuration" => 50
        "totalTime" => nothing
    }
    "G" => Any[]
    "SOC" => 0.99
    "Electrolyte" =>     {
        "ionicConductivity" =>         {
            "function" => "0.1297*(c/1000)^3 - 2.51*(c/1000)^(1.5) + 3.329*(c/1000)"
            "type" => "function"
        }
        "density" => 1200
        "diffusionCoefficient" =>         {
            "function" => "8.794*10^(-11)*(c/1000)^2 - 3.972*10^(-10)*(c/1000) + 4.862*10^(-10)"
            "type" => "function"
        }
        "thermalConductivity" => nothing
        "initialConcentration" => 1000
        "specificHeatCapacity" => nothing
        "bruggemanCoefficient" => 1.5
        "species" =>         {
            "transferenceNumber" => 0.2594
            "nominalConcentration" => 1000
            "chargeNumber" => 1
        }
    }
    "initT" => 298.15
    "PositiveElectrode" =>     {
        "use_normed_current_collector" => false
        "Coating" =>         {
            "effectiveDensity" => 3292
            "ActiveMaterial" =>             {
                "diffusionModelType" => "full"
                "density" => 4950
                "massFraction" => 1.0
                "Interface" =>                 {
                    "volumetricSurfaceArea" => 383959.0
                    "reactionRateConstant" => 3.545e-11
                    "chargeTransferCoefficient" => 0.5
                    "numberOfElectronsTransferred" => 1
                    "guestStoichiometry100" => 0.27
                    "openCircuitPotential" =>                     {
                        "function" => "-0.8090 * (c/cmax) + 4.4875 - 0.0428 * tanh(18.5138*((c/cmax) - 0.5542)) - 17.7326 * tanh(15.7890*((c/cmax) - 0.3117)) + 17.5842 * tanh(15.9308*((c/cmax) - 0.3120))"
                        "type" => "function"
                    }
                    "guestStoichiometry0" => 0.9084
                    "saturationConcentration" => 63104.0
                    "activationEnergyOfReaction" => 17800.0
                }
                "SolidDiffusion" =>                 {
                    "activationEnergyOfDiffusion" => 5000
                    "particleRadius" => 5.22e-6
                    "N" => 5
                    "referenceDiffusionCoefficient" => 4.0e-15
                }
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 0.18
            }
            "Binder" =>             {
                "density" => 1780.0
                "massFraction" => 0.0
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 100
            }
            "thickness" => 7.56e-5
            "bruggemanCoefficient" => 1.5
            "N" => 3
            "ConductingAdditive" =>             {
                "density" => 1800.0
                "massFraction" => 0.0
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 100
            }
        }
        "CurrentCollector" =>         {
            "density" => 2700
            "thickness" => 1.63e-5
            "N" => 3
            "thermalConductivity" => nothing
            "specificHeatCapacity" => nothing
            "electronicConductivity" => 5.96e7
            "tab" =>             {
                "height" => nothing
                "Nh" => nothing
                "width" => 0.002
                "Nw" => nothing
            }
        }
    }
    "ThermalModel" =>     {
        "externalHeatTransferCoefficientTab" => nothing
        "externalHeatTransferCoefficient" => nothing
        "externalTemperature" => nothing
    }
    "NegativeElectrode" =>     {
        "use_normed_current_collector" => false
        "Coating" =>         {
            "effectiveDensity" => 1695
            "ActiveMaterial" =>             {
                "diffusionModelType" => "full"
                "density" => 2260.0
                "massFraction" => 1.0
                "Interface" =>                 {
                    "reactionRateConstant" => 6.716e-12
                    "guestStoichiometry100" => 0.9014
                    "SEIionicConductivity" => 1.0e-5
                    "openCircuitPotential" =>                     {
                        "function" => "1.9793 * exp(-39.3631*(c/cmax)) + 0.2482 - 0.0909 * tanh(29.8538*((c/cmax) - 0.1234)) - 0.04478 * tanh(14.9159*((c/cmax) - 0.2769)) - 0.0205 * tanh(30.4444*((c/cmax) - 0.6103))"
                        "type" => "function"
                    }
                    "SEIinterstitialConcentration" => 0.015
                    "SEIlengthRef" => 1.0e-8
                    "numberOfElectronsTransferred" => 1
                    "SEIvoltageDropRef" => 0.5
                    "SEIlengthInitial" => 1.0e-8
                    "activationEnergyOfReaction" => 35000
                    "volumetricSurfaceArea" => 383959.0
                    "SEIstoichiometricCoefficient" => 2
                    "chargeTransferCoefficient" => 0.5
                    "density" => 2260.0
                    "SEImolarVolume" => 9.586e-5
                    "guestStoichiometry0" => 0.0279
                    "saturationConcentration" => 33133.0
                    "SEIelectronicDiffusionCoefficient" => 1.6e-12
                }
                "SolidDiffusion" =>                 {
                    "activationEnergyOfDiffusion" => 5000
                    "particleRadius" => 5.86e-6
                    "N" => 5
                    "referenceDiffusionCoefficient" => 3.3e-14
                }
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 215
                "SEImodel" => nothing
            }
            "Binder" =>             {
                "density" => 1100.0
                "massFraction" => 0.0
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 100.0
            }
            "thickness" => 8.52e-5
            "bruggemanCoefficient" => 1.5
            "N" => 3
            "ConductingAdditive" =>             {
                "density" => 1950.0
                "massFraction" => 0.0
                "thermalConductivity" => nothing
                "specificHeatCapacity" => nothing
                "electronicConductivity" => 100.0
            }
        }
        "CurrentCollector" =>         {
            "tab" =>             {
                "height" => nothing
                "Nh" => nothing
                "width" => 0.002
                "Nw" => nothing
            }
            "density" => 8960
            "thickness" => 1.17e-5
            "N" => 3
            "thermalConductivity" => nothing
            "tabparams" =>             {
                "usetab" => true
                "width" => 0.002
                "fractions" => [0.5]
            }
            "specificHeatCapacity" => nothing
            "electronicConductivity" => 3.55e7
        }
    }
}
    :grids =>     {
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(345, 255), (346, 256), (347, 257), (348, 258), (349, 259), (350, 260), (351, 261), (352, 262), (353, 263), (354, 264), (355, 265), (356, 266), (357, 267), (358, 268), (359, 269), (360, 270), (361, 271), (362, 272), (363, 273), (364, 274), (365, 275), (366, 276), (367, 277), (368, 278), (369, 279), (370, 280), (371, 281), (372, 282), (373, 283), (374, 284), (375, 285), (376, 286), (377, 287), (378, 288), (379, 289), (380, 290), (381, 291), (382, 292), (383, 293), (384, 294), (385, 295), (386, 296), (387, 297), (388, 298), (389, 299), (390, 300), (391, 301), (392, 302), (393, 303), (394, 304), (395, 305), (396, 306), (397, 307), (398, 308), (399, 309), (400, 310), (401, 311), (402, 312), (403, 313), (404, 314), (405, 315), (406, 316), (407, 317), (408, 318), (409, 319), (410, 320), (411, 321), (412, 322), (413, 323), (414, 324), (415, 325), (416, 326), (417, 327), (418, 328), (419, 329), (420, 330), (421, 331), (422, 332), (423, 333), (424, 334), (425, 335), (426, 336), (427, 337), (428, 338), (429, 339), (430, 340), (431, 341), (432, 342), (433, 343), (434, 344), (435, 345), (436, 346), (437, 347), (438, 348), (439, 349), (440, 350), (441, 351), (442, 352), (443, 353), (444, 354), (445, 355), (446, 356), (447, 357), (448, 358), (449, 359), (450, 360), (451, 361), (452, 362), (453, 363), (454, 364), (455, 365), (456, 366), (457, 367), (458, 368), (459, 369), (460, 370), (461, 371), (462, 372), (463, 373), (464, 374), (465, 375), (466, 376), (467, 377), (468, 378), (469, 379), (470, 380), (471, 381), (472, 382), (473, 383), (474, 384), (475, 385), (476, 386), (477, 387), (478, 388), (479, 389), (480, 390), (481, 391), (482, 392), (483, 393), (484, 394), (485, 395), (486, 396), (487, 397), (488, 398), (489, 399), (490, 400), (491, 401), (492, 402), (493, 403), (494, 404), (495, 405), (496, 406), (497, 407), (498, 408), (499, 409), (500, 410), (501, 411), (502, 412), (503, 413), (504, 414), (505, 415), (506, 416), (507, 417), (508, 418), (509, 419), (510, 420), (511, 421), (512, 422), (513, 423), (514, 424), (515, 425), (516, 426), (517, 427), (518, 428), (519, 429), (520, 430), (521, 431), (522, 432), (523, 433), (524, 434), (525, 435), (526, 436), (527, 437), (528, 438), (529, 439), (530, 440), (531, 441), (532, 442), (533, 443), (534, 444), (535, 445), (536, 446), (537, 447), (538, 448), (539, 449), (540, 450), (541, 451), (542, 452), (543, 453), (544, 454), (545, 455), (546, 456), (547, 457), (548, 458), (549, 459), (550, 460), (551, 461), (552, 462), (553, 463), (554, 464), (555, 465), (556, 466), (557, 467), (558, 468), (559, 469), (560, 470), (561, 471), (562, 472), (563, 473), (564, 474), (565, 475), (566, 476), (567, 477), (568, 478), (569, 479), (570, 480), (571, 481), (572, 482), (573, 483), (574, 484), (575, 485), (576, 486), (577, 487), (578, 488), (579, 489), (580, 490), (581, 491), (582, 492), (583, 493), (584, 494), (585, 495), (586, 496), (587, 497), (588, 498), (589, 499), (590, 500), (591, 501), (592, 502), (593, 503), (594, 504), (595, 505), (596, 506), (597, 507), (598, 508), (599, 509), (600, 510), (601, 511), (602, 512), (603, 513), (604, 514), (605, 515), (606, 516), (607, 517), (608, 518), (609, 519), (610, 520), (611, 521), (612, 522), (613, 523), (614, 524), (615, 525), (616, 526), (617, 527), (618, 528), (619, 529), (620, 530), (621, 531), (622, 532), (623, 533), (624, 534), (625, 535), (626, 536), (627, 537), (628, 538), (629, 539), (630, 540), (631, 541), (632, 542), (633, 543), (634, 544), (635, 545), (636, 546), (637, 547), (638, 548), (639, 549), (640, 550), (641, 551), (642, 552), (643, 553), (644, 554), (645, 555), (646, 556), (647, 557), (648, 558), (649, 559), (650, 560), (651, 561), (652, 562), (653, 563), (654, 564), (655, 565), (656, 566), (657, 567), (658, 568), (659, 569), (660, 570), (661, 571), (662, 572), (663, 573), (664, 574), (665, 575), (666, 576), (667, 577), (668, 578), (669, 579), (670, 580), (671, 581), (672, 582), (673, 583), (674, 584), (675, 585), (676, 586), (677, 587), (678, 588), (679, 589), (680, 590), (681, 591), (682, 592), (683, 593), (684, 594), (685, 595), (686, 596), (687, 597), (688, 598), (689, 599), (690, 600), (691, 601), (692, 602), (693, 603), (694, 604), (695, 605), (696, 606), (697, 607), (698, 608), (699, 609), (700, 610), (701, 611), (702, 612), (703, 613), (704, 614), (705, 615), (706, 616), (707, 617), (708, 618), (709, 619), (710, 620), (711, 621), (712, 622), (713, 623), (714, 624), (715, 625), (716, 626), (717, 627), (718, 628), (719, 629), (720, 630), (1, 2), (2, 3), (4, 5), (5, 6), (6, 7), (7, 8), (8, 9), (9, 10), (10, 11), (11, 12), (13, 14), (14, 15), (15, 16), (16, 17), (17, 18), (18, 19), (19, 20), (20, 21), (22, 23), (23, 24), (24, 25), (25, 26), (26, 27), (27, 28), (28, 29), (29, 30), (31, 32), (32, 33), (33, 34), (34, 35), (35, 36), (36, 37), (37, 38), (38, 39), (40, 41), (41, 42), (42, 43), (43, 44), (44, 45), (45, 46), (46, 47), (47, 48), (49, 50), (50, 51), (51, 52), (52, 53), (53, 54), (54, 55), (55, 56), (56, 57), (58, 59), (59, 60), (60, 61), (61, 62), (62, 63), (63, 64), (64, 65), (65, 66), (67, 68), (68, 69), (69, 70), (70, 71), (71, 72), (72, 73), (73, 74), (74, 75), (76, 77), (77, 78), (78, 79), (79, 80), (80, 81), (81, 82), (82, 83), (83, 84), (85, 86), (86, 87), (87, 88), (88, 89), (89, 90), (91, 92), (92, 93), (94, 95), (95, 96), (96, 97), (97, 98), (98, 99), (99, 100), (100, 101), (101, 102), (103, 104), (104, 105), (105, 106), (106, 107), (107, 108), (108, 109), (109, 110), (110, 111), (112, 113), (113, 114), (114, 115), (115, 116), (116, 117), (117, 118), (118, 119), (119, 120), (121, 122), (122, 123), (123, 124), (124, 125), (125, 126), (126, 127), (127, 128), (128, 129), (130, 131), (131, 132), (132, 133), (133, 134), (134, 135), (135, 136), (136, 137), (137, 138), (139, 140), (140, 141), (141, 142), (142, 143), (143, 144), (144, 145), (145, 146), (146, 147), (148, 149), (149, 150), (150, 151), (151, 152), (152, 153), (153, 154), (154, 155), (155, 156), (157, 158), (158, 159), (159, 160), (160, 161), (161, 162), (162, 163), (163, 164), (164, 165), (166, 167), (167, 168), (168, 169), (169, 170), (170, 171), (171, 172), (172, 173), (173, 174), (175, 176), (176, 177), (177, 178), (178, 179), (179, 180), (181, 182), (182, 183), (184, 185), (185, 186), (186, 187), (187, 188), (188, 189), (189, 190), (190, 191), (191, 192), (193, 194), (194, 195), (195, 196), (196, 197), (197, 198), (198, 199), (199, 200), (200, 201), (202, 203), (203, 204), (204, 205), (205, 206), (206, 207), (207, 208), (208, 209), (209, 210), (211, 212), (212, 213), (213, 214), (214, 215), (215, 216), (216, 217), (217, 218), (218, 219), (220, 221), (221, 222), (222, 223), (223, 224), (224, 225), (225, 226), (226, 227), (227, 228), (229, 230), (230, 231), (231, 232), (232, 233), (233, 234), (234, 235), (235, 236), (236, 237), (238, 239), (239, 240), (240, 241), (241, 242), (242, 243), (243, 244), (244, 245), (245, 246), (247, 248), (248, 249), (249, 250), (250, 251), (251, 252), (252, 253), (253, 254), (254, 255), (256, 257), (257, 258), (258, 259), (259, 260), (260, 261), (261, 262), (262, 263), (263, 264), (265, 266), (266, 267), (267, 268), (268, 269), (269, 270), (271, 272), (272, 273), (274, 275), (275, 276), (276, 277), (277, 278), (278, 279), (279, 280), (280, 281), (281, 282), (283, 284), (284, 285), (285, 286), (286, 287), (287, 288), (288, 289), (289, 290), (290, 291), (292, 293), (293, 294), (294, 295), (295, 296), (296, 297), (297, 298), (298, 299), (299, 300), (301, 302), (302, 303), (303, 304), (304, 305), (305, 306), (306, 307), (307, 308), (308, 309), (310, 311), (311, 312), (312, 313), (313, 314), (314, 315), (315, 316), (316, 317), (317, 318), (319, 320), (320, 321), (321, 322), (322, 323), (323, 324), (324, 325), (325, 326), (326, 327), (328, 329), (329, 330), (330, 331), (331, 332), (332, 333), (333, 334), (334, 335), (335, 336), (337, 338), (338, 339), (339, 340), (340, 341), (341, 342), (342, 343), (343, 344), (344, 345), (346, 347), (347, 348), (348, 349), (349, 350), (350, 351), (351, 352), (352, 353), (353, 354), (355, 356), (356, 357), (357, 358), (358, 359), (359, 360), (361, 362), (362, 363), (364, 365), (365, 366), (366, 367), (367, 368), (368, 369), (369, 370), (370, 371), (371, 372), (373, 374), (374, 375), (375, 376), (376, 377), (377, 378), (378, 379), (379, 380), (380, 381), (382, 383), (383, 384), (384, 385), (385, 386), (386, 387), (387, 388), (388, 389), (389, 390), (391, 392), (392, 393), (393, 394), (394, 395), (395, 396), (396, 397), (397, 398), (398, 399), (400, 401), (401, 402), (402, 403), (403, 404), (404, 405), (405, 406), (406, 407), (407, 408), (409, 410), (410, 411), (411, 412), (412, 413), (413, 414), (414, 415), (415, 416), (416, 417), (418, 419), (419, 420), (420, 421), (421, 422), (422, 423), (423, 424), (424, 425), (425, 426), (427, 428), (428, 429), (429, 430), (430, 431), (431, 432), (432, 433), (433, 434), (434, 435), (436, 437), (437, 438), (438, 439), (439, 440), (440, 441), (441, 442), (442, 443), (443, 444), (445, 446), (446, 447), (447, 448), (448, 449), (449, 450), (451, 452), (452, 453), (454, 455), (455, 456), (456, 457), (457, 458), (458, 459), (459, 460), (460, 461), (461, 462), (463, 464), (464, 465), (465, 466), (466, 467), (467, 468), (468, 469), (469, 470), (470, 471), (472, 473), (473, 474), (474, 475), (475, 476), (476, 477), (477, 478), (478, 479), (479, 480), (481, 482), (482, 483), (483, 484), (484, 485), (485, 486), (486, 487), (487, 488), (488, 489), (490, 491), (491, 492), (492, 493), (493, 494), (494, 495), (495, 496), (496, 497), (497, 498), (499, 500), (500, 501), (501, 502), (502, 503), (503, 504), (504, 505), (505, 506), (506, 507), (508, 509), (509, 510), (510, 511), (511, 512), (512, 513), (513, 514), (514, 515), (515, 516), (517, 518), (518, 519), (519, 520), (520, 521), (521, 522), (522, 523), (523, 524), (524, 525), (526, 527), (527, 528), (528, 529), (529, 530), (530, 531), (531, 532), (532, 533), (533, 534), (535, 536), (536, 537), (537, 538), (538, 539), (539, 540), (541, 542), (542, 543), (544, 545), (545, 546), (546, 547), (547, 548), (548, 549), (549, 550), (550, 551), (551, 552), (553, 554), (554, 555), (555, 556), (556, 557), (557, 558), (558, 559), (559, 560), (560, 561), (562, 563), (563, 564), (564, 565), (565, 566), (566, 567), (567, 568), (568, 569), (569, 570), (571, 572), (572, 573), (573, 574), (574, 575), (575, 576), (576, 577), (577, 578), (578, 579), (580, 581), (581, 582), (582, 583), (583, 584), (584, 585), (585, 586), (586, 587), (587, 588), (589, 590), (590, 591), (591, 592), (592, 593), (593, 594), (594, 595), (595, 596), (596, 597), (598, 599), (599, 600), (600, 601), (601, 602), (602, 603), (603, 604), (604, 605), (605, 606), (607, 608), (608, 609), (609, 610), (610, 611), (611, 612), (612, 613), (613, 614), (614, 615), (616, 617), (617, 618), (618, 619), (619, 620), (620, 621), (621, 622), (622, 623), (623, 624), (625, 626), (626, 627), (627, 628), (628, 629), (629, 630), (631, 632), (632, 633), (634, 635), (635, 636), (636, 637), (637, 638), (638, 639), (639, 640), (640, 641), (641, 642), (643, 644), (644, 645), (645, 646), (646, 647), (647, 648), (648, 649), (649, 650), (650, 651), (652, 653), (653, 654), (654, 655), (655, 656), (656, 657), (657, 658), (658, 659), (659, 660), (661, 662), (662, 663), (663, 664), (664, 665), (665, 666), (666, 667), (667, 668), (668, 669), (670, 671), (671, 672), (672, 673), (673, 674), (674, 675), (675, 676), (676, 677), (677, 678), (679, 680), (680, 681), (681, 682), (682, 683), (683, 684), (684, 685), (685, 686), (686, 687), (688, 689), (689, 690), (690, 691), (691, 692), (692, 693), (693, 694), (694, 695), (695, 696), (697, 698), (698, 699), (699, 700), (700, 701), (701, 702), (702, 703), (703, 704), (704, 705), (706, 707), (707, 708), (708, 709), (709, 710), (710, 711), (711, 712), (712, 713), (713, 714), (715, 716), (716, 717), (717, 718), (718, 719), (719, 720), (739, 1351), (740, 1352), (741, 1353), (742, 1354), (743, 1355), (744, 1356), (745, 1357), (746, 1358), (747, 1359), (748, 1360), (749, 1361), (750, 1362), (751, 1363), (752, 1364), (753, 1365), (754, 1366), (755, 1367), (756, 1368), (757, 1369), (758, 1370), (759, 1371), (760, 1372), (761, 1373), (762, 1374), (763, 1375), (764, 1376), (765, 1377), (766, 1378), (767, 1379), (768, 1380), (769, 1381), (770, 1382), (771, 1383), (772, 1384), (773, 1385), (774, 1386), (775, 1387), (776, 1388), (777, 1389), (778, 1390), (779, 1391), (780, 1392), (781, 1393), (782, 1394), (783, 1395), (784, 1396), (785, 1397), (786, 1398), (787, 1399), (788, 1400), (789, 1401), (790, 1402), (791, 1403), (792, 1404), (793, 1405), (794, 1406), (795, 1407), (796, 1408), (797, 1409), (798, 1410), (799, 1411), (800, 1412), (801, 1413), (802, 1414), (803, 1415), (804, 1416), (805, 1417), (806, 1418), (807, 1419), (808, 1420), (809, 1421), (810, 1422), (811, 721), (812, 722), (813, 723), (814, 724), (815, 725), (816, 726), (817, 727), (818, 728), (819, 729), (820, 730), (821, 731), (822, 732), (823, 733), (824, 734), (825, 735), (826, 736), (827, 737), (828, 738), (829, 739), (830, 740), (831, 741), (832, 742), (833, 743), (834, 744), (835, 745), (836, 746), (837, 747), (838, 748), (839, 749), (840, 750), (841, 751), (842, 752), (843, 753), (844, 754), (845, 755), (846, 756), (847, 757), (848, 758), (849, 759), (850, 760), (851, 761), (852, 762), (853, 763), (854, 764), (855, 765), (856, 766), (857, 767), (858, 768), (859, 769), (860, 770), (861, 771), (862, 772), (863, 773), (864, 774), (865, 775), (866, 776), (867, 777), (868, 778), (869, 779), (870, 780), (871, 781), (872, 782), (873, 783), (874, 784), (875, 785), (876, 786), (877, 787), (878, 788), (879, 789), (880, 790), (881, 791), (882, 792), (883, 793), (884, 794), (885, 795), (886, 796), (887, 797), (888, 798), (889, 799), (890, 800), (891, 801), (892, 802), (893, 803), (894, 804), (895, 805), (896, 806), (897, 807), (898, 808), (899, 809), (900, 810), (901, 811), (902, 812), (903, 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}, 480)
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}, 1028)
}), false)
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            "PositiveCurrentCollector" =>             {
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                "face_type" => true
                "cells" => [3, 4, 21, 22, 39, 40, 57, 58, 75, 76, 93, 94, 111, 112, 129, 130, 147, 148, 165, 166, 183, 184, 201, 202, 219, 220, 237, 238, 255, 256, 273, 274, 291, 292, 309, 310, 327, 328, 345, 346, 363, 364, 381, 382, 399, 400, 417, 418, 435, 436, 453, 454, 471, 472, 489, 490, 507, 508, 525, 526, 543, 544, 561, 562, 579, 580, 597, 598, 615, 616, 633, 634, 651, 652, 669, 670, 687, 688, 705, 706, 723, 724, 741, 742, 759, 760, 777, 778, 795, 796, 813, 814, 831, 832, 849, 850, 867, 868, 885, 886, 903, 904, 921, 922, 939, 940, 957, 958, 975, 976, 993, 994, 1011, 1012, 1029, 1030, 1047, 1048, 1065, 1066, 1083, 1084, 1101, 1102, 1119, 1120, 1137, 1138, 1155, 1156, 1173, 1174, 1191, 1192, 1209, 1210, 1227, 1228, 1245, 1246, 1263, 1264, 1281, 1282, 1299, 1300, 1317, 1318, 1335, 1336, 1353, 1354, 1371, 1372, 1389, 1390, 1407, 1408, 1425, 1426]
            }
            "Separator" =>             {
                "faces" => Any[]
                "face_type" => false
                "cells" => [7, 8, 9, 16, 17, 18, 25, 26, 27, 34, 35, 36, 43, 44, 45, 52, 53, 54, 61, 62, 63, 70, 71, 72, 79, 80, 81, 88, 89, 90, 97, 98, 99, 106, 107, 108, 115, 116, 117, 124, 125, 126, 133, 134, 135, 142, 143, 144, 151, 152, 153, 160, 161, 162, 169, 170, 171, 178, 179, 180, 187, 188, 189, 196, 197, 198, 205, 206, 207, 214, 215, 216, 223, 224, 225, 232, 233, 234, 241, 242, 243, 250, 251, 252, 259, 260, 261, 268, 269, 270, 277, 278, 279, 286, 287, 288, 295, 296, 297, 304, 305, 306, 313, 314, 315, 322, 323, 324, 331, 332, 333, 340, 341, 342, 349, 350, 351, 358, 359, 360, 367, 368, 369, 376, 377, 378, 385, 386, 387, 394, 395, 396, 403, 404, 405, 412, 413, 414, 421, 422, 423, 430, 431, 432, 439, 440, 441, 448, 449, 450, 457, 458, 459, 466, 467, 468, 475, 476, 477, 484, 485, 486, 493, 494, 495, 502, 503, 504, 511, 512, 513, 520, 521, 522, 529, 530, 531, 538, 539, 540, 547, 548, 549, 556, 557, 558, 565, 566, 567, 574, 575, 576, 583, 584, 585, 592, 593, 594, 601, 602, 603, 610, 611, 612, 619, 620, 621, 628, 629, 630, 637, 638, 639, 646, 647, 648, 655, 656, 657, 664, 665, 666, 673, 674, 675, 682, 683, 684, 691, 692, 693, 700, 701, 702, 709, 710, 711, 718, 719, 720, 727, 728, 729, 736, 737, 738, 745, 746, 747, 754, 755, 756, 763, 764, 765, 772, 773, 774, 781, 782, 783, 790, 791, 792, 799, 800, 801, 808, 809, 810, 817, 818, 819, 826, 827, 828, 835, 836, 837, 844, 845, 846, 853, 854, 855, 862, 863, 864, 871, 872, 873, 880, 881, 882, 889, 890, 891, 898, 899, 900, 907, 908, 909, 916, 917, 918, 925, 926, 927, 934, 935, 936, 943, 944, 945, 952, 953, 954, 961, 962, 963, 970, 971, 972, 979, 980, 981, 988, 989, 990, 997, 998, 999, 1006, 1007, 1008, 1015, 1016, 1017, 1024, 1025, 1026, 1033, 1034, 1035, 1042, 1043, 1044, 1051, 1052, 1053, 1060, 1061, 1062, 1069, 1070, 1071, 1078, 1079, 1080, 1087, 1088, 1089, 1096, 1097, 1098, 1105, 1106, 1107, 1114, 1115, 1116, 1123, 1124, 1125, 1132, 1133, 1134, 1141, 1142, 1143, 1150, 1151, 1152, 1159, 1160, 1161, 1168, 1169, 1170, 1177, 1178, 1179, 1186, 1187, 1188, 1195, 1196, 1197, 1204, 1205, 1206, 1213, 1214, 1215, 1222, 1223, 1224, 1231, 1232, 1233, 1240, 1241, 1242, 1249, 1250, 1251, 1258, 1259, 1260, 1267, 1268, 1269, 1276, 1277, 1278, 1285, 1286, 1287, 1294, 1295, 1296, 1303, 1304, 1305, 1312, 1313, 1314, 1321, 1322, 1323, 1330, 1331, 1332, 1339, 1340, 1341, 1348, 1349, 1350, 1357, 1358, 1359, 1366, 1367, 1368, 1375, 1376, 1377, 1384, 1385, 1386, 1393, 1394, 1395, 1402, 1403, 1404, 1411, 1412, 1413, 1420, 1421, 1422, 1429, 1430, 1431, 1438, 1439, 1440]
            }
            "NegativeElectrode" =>             {
                "faces" => Any[]
                "face_type" => false
                "cells" => [10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437]
            }
        }
        "NegativeCurrentCollector" =>         {
            "Electrolyte" =>             {
                "faces" => [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160]
                "face_type" => true
                "cells" => [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240]
            }
            "External" =>             {
                "cells" => [217, 218, 219]
                "boundaryfaces" => [389, 390, 391]
            }
            "NegativeElectrode" =>             {
                "faces" => [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160]
                "face_type" => true
                "cells" => [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240]
            }
        }
        "PositiveElectrode" =>         {
            "Electrolyte" =>             {
                "faces" => Any[]
                "face_type" => false
                "cells" => [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480]
            }
            "PositiveCurrentCollector" =>             {
                "faces" => [1, 2, 5, 6, 9, 10, 13, 14, 17, 18, 20, 21, 24, 25, 28, 29, 32, 33, 36, 37, 39, 40, 43, 44, 47, 48, 51, 52, 55, 56, 58, 59, 62, 63, 66, 67, 70, 71, 74, 75, 77, 78, 81, 82, 85, 86, 89, 90, 93, 94, 96, 97, 100, 101, 104, 105, 108, 109, 112, 113, 115, 116, 119, 120, 123, 124, 127, 128, 131, 132, 134, 135, 138, 139, 142, 143, 146, 147, 150, 151, 153, 154, 157, 158, 161, 162, 165, 166, 169, 170, 172, 173, 176, 177, 180, 181, 184, 185, 188, 189, 191, 192, 195, 196, 199, 200, 203, 204, 207, 208, 210, 211, 214, 215, 218, 219, 222, 223, 226, 227, 229, 230, 233, 234, 237, 238, 241, 242, 245, 246, 248, 249, 252, 253, 256, 257, 260, 261, 264, 265, 267, 268, 271, 272, 275, 276, 279, 280, 283, 284, 286, 287, 290, 291, 294, 295, 298, 299, 302, 303]
                "face_type" => true
                "cells" => [3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478]
            }
            "Separator" =>             {
                "faces" => [3, 4, 7, 8, 11, 12, 15, 16, 19, 22, 23, 26, 27, 30, 31, 34, 35, 38, 41, 42, 45, 46, 49, 50, 53, 54, 57, 60, 61, 64, 65, 68, 69, 72, 73, 76, 79, 80, 83, 84, 87, 88, 91, 92, 95, 98, 99, 102, 103, 106, 107, 110, 111, 114, 117, 118, 121, 122, 125, 126, 129, 130, 133, 136, 137, 140, 141, 144, 145, 148, 149, 152, 155, 156, 159, 160, 163, 164, 167, 168, 171, 174, 175, 178, 179, 182, 183, 186, 187, 190, 193, 194, 197, 198, 201, 202, 205, 206, 209, 212, 213, 216, 217, 220, 221, 224, 225, 228, 231, 232, 235, 236, 239, 240, 243, 244, 247, 250, 251, 254, 255, 258, 259, 262, 263, 266, 269, 270, 273, 274, 277, 278, 281, 282, 285, 288, 289, 292, 293, 296, 297, 300, 301, 304]
                "face_type" => true
                "cells" => [6, 7, 12, 13, 18, 19, 24, 25, 30, 36, 37, 42, 43, 48, 49, 54, 55, 60, 66, 67, 72, 73, 78, 79, 84, 85, 90, 96, 97, 102, 103, 108, 109, 114, 115, 120, 126, 127, 132, 133, 138, 139, 144, 145, 150, 156, 157, 162, 163, 168, 169, 174, 175, 180, 186, 187, 192, 193, 198, 199, 204, 205, 210, 216, 217, 222, 223, 228, 229, 234, 235, 240, 246, 247, 252, 253, 258, 259, 264, 265, 270, 276, 277, 282, 283, 288, 289, 294, 295, 300, 306, 307, 312, 313, 318, 319, 324, 325, 330, 336, 337, 342, 343, 348, 349, 354, 355, 360, 366, 367, 372, 373, 378, 379, 384, 385, 390, 396, 397, 402, 403, 408, 409, 414, 415, 420, 426, 427, 432, 433, 438, 439, 444, 445, 450, 456, 457, 462, 463, 468, 469, 474, 475, 480]
            }
        }
        "PositiveCurrentCollector" =>         {
            "Electrolyte" =>             {
                "faces" => [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160]
                "face_type" => true
                "cells" => [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240]
            }
            "PositiveElectrode" =>             {
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                "face_type" => true
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            }
            "External" =>             {
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            }
        }
        "Separator" =>         {
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            }
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            }
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            }
        }
        "NegativeElectrode" =>         {
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            }
            "NegativeCurrentCollector" =>             {
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                "face_type" => true
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            }
            "Separator" =>             {
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            }
        }
    }
    :timesteps => [1.5625, 3.125, 6.25, 12.5, 25.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 50.0, 21.56250000000091]
    :cfg => JutulConfig(:info_level => 2, :debug_level => 0, :end_report => true, :id => "", :max_timestep_cuts => 10, :max_timestep => Inf, :min_timestep => 0.0, :max_nonlinear_iterations => 20, :min_nonlinear_iterations => 1, :failure_cuts_timestep => true, :check_before_solve => true, :always_update_secondary => false, :error_on_incomplete => false, :output_states => true, :output_reports => true, :safe_mode => true, :extra_timing => false, :ascii_terminal => false, :linear_solver => Generic Krylov using fgmres (ϵₐ=1.0e-28, ϵ=1.0e-7) with prec = BattMo.BatteryGeneralPreconditioner, :timestep_selectors => TimestepSelector[TimestepSelector(1.0, Inf, 2.0, Inf, Inf, 0.0)], :timestep_max_increase => 10.0, :timestep_max_decrease => 0.1, :max_residual => 1.0e20, :relaxation => NoRelaxation(), :cutting_criterion => nothing, :tolerances => {
    :Elyte =>     {
        :default => 0.001
        :charge_conservation => 9.925684643808136e-9
        :mass_conservation => 1.0287247134334276e-13
    }
    :NeAm =>     {
        :default => 0.001
        :solid_diffusion_bc => 6.293082006960006e-20
        :charge_conservation => 1.5065966202459542e-8
        :mass_conservation => 6.293082006960006e-20
    }
    :PeCc =>     {
        :default => 0.001
        :charge_conservation => 0.01601201439371309
    }
    :Control =>     {
        :default => 0.001
    }
    :NeCc =>     {
        :default => 0.001
        :charge_conservation => 7.979097088165623e-6
    }
    :PeAm =>     {
        :default => 0.001
        :solid_diffusion_bc => 4.448176917761748e-20
        :charge_conservation => 1.2589120658195943e-8
        :mass_conservation => 4.448176917761748e-20
    }
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Any}(:charge_conservation => ConservationLaw{:Charge, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(4, 106, 1), TPFA{Int64}(5, 107, 1), TPFA{Int64}(6, 108, 1), TPFA{Int64}(7, 109, 1), TPFA{Int64}(8, 110, 1), TPFA{Int64}(9, 111, 1), TPFA{Int64}(10, 112, 1), TPFA{Int64}(11, 113, 1), TPFA{Int64}(12, 114, 1), TPFA{Int64}(13, 115, 1), TPFA{Int64}(14, 116, 1), TPFA{Int64}(15, 117, 1), TPFA{Int64}(16, 1, 1), TPFA{Int64}(17, 2, 1), TPFA{Int64}(18, 3, 1), TPFA{Int64}(19, 4, 1), TPFA{Int64}(20, 5, 1), TPFA{Int64}(21, 6, 1), TPFA{Int64}(22, 7, 1), TPFA{Int64}(23, 8, 1), TPFA{Int64}(24, 9, 1), TPFA{Int64}(25, 10, 1), TPFA{Int64}(26, 11, 1), TPFA{Int64}(27, 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TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(124, 226, 1), TPFA{Int64}(125, 227, 1), TPFA{Int64}(126, 228, 1), TPFA{Int64}(127, 229, 1), TPFA{Int64}(128, 230, 1), TPFA{Int64}(129, 231, 1), TPFA{Int64}(130, 232, 1), TPFA{Int64}(131, 233, 1), TPFA{Int64}(132, 234, 1), TPFA{Int64}(133, 235, 1), TPFA{Int64}(134, 236, 1), TPFA{Int64}(135, 237, 1), TPFA{Int64}(136, 121, 1), TPFA{Int64}(137, 122, 1), TPFA{Int64}(138, 123, 1), TPFA{Int64}(139, 124, 1), TPFA{Int64}(140, 125, 1), TPFA{Int64}(141, 126, 1), TPFA{Int64}(142, 127, 1), TPFA{Int64}(143, 128, 1), TPFA{Int64}(144, 129, 1), TPFA{Int64}(145, 130, 1), TPFA{Int64}(146, 131, 1), TPFA{Int64}(147, 132, 1), TPFA{Int64}(148, 133, 1), TPFA{Int64}(149, 134, 1), TPFA{Int64}(150, 135, 1), TPFA{Int64}(151, 136, 1), TPFA{Int64}(152, 137, 1), TPFA{Int64}(153, 138, 1), TPFA{Int64}(154, 139, 1), TPFA{Int64}(155, 140, 1), TPFA{Int64}(156, 141, 1), TPFA{Int64}(157, 142, 1), TPFA{Int64}(158, 143, 1), TPFA{Int64}(159, 144, 1), TPFA{Int64}(160, 145, 1), TPFA{Int64}(161, 146, 1), TPFA{Int64}(162, 147, 1), TPFA{Int64}(163, 148, 1), TPFA{Int64}(164, 149, 1), TPFA{Int64}(165, 150, 1), TPFA{Int64}(166, 151, 1), TPFA{Int64}(167, 152, 1), TPFA{Int64}(168, 153, 1), TPFA{Int64}(169, 154, 1), TPFA{Int64}(170, 155, 1), TPFA{Int64}(171, 156, 1), TPFA{Int64}(172, 157, 1), TPFA{Int64}(173, 158, 1), TPFA{Int64}(174, 159, 1), TPFA{Int64}(175, 160, 1), TPFA{Int64}(176, 161, 1), TPFA{Int64}(177, 162, 1), TPFA{Int64}(178, 163, 1), TPFA{Int64}(179, 164, 1), TPFA{Int64}(180, 165, 1), TPFA{Int64}(181, 166, 1), TPFA{Int64}(182, 167, 1), TPFA{Int64}(183, 168, 1), TPFA{Int64}(184, 169, 1), TPFA{Int64}(185, 170, 1), TPFA{Int64}(186, 171, 1), TPFA{Int64}(187, 172, 1), TPFA{Int64}(188, 173, 1), TPFA{Int64}(189, 174, 1), TPFA{Int64}(190, 175, 1), TPFA{Int64}(191, 176, 1), TPFA{Int64}(192, 177, 1), TPFA{Int64}(193, 178, 1), TPFA{Int64}(194, 179, 1), TPFA{Int64}(195, 180, 1), TPFA{Int64}(196, 181, 1), TPFA{Int64}(197, 182, 1), TPFA{Int64}(198, 183, 1), TPFA{Int64}(199, 184, 1), TPFA{Int64}(200, 185, 1), TPFA{Int64}(201, 186, 1), TPFA{Int64}(202, 187, 1), TPFA{Int64}(203, 188, 1), TPFA{Int64}(204, 189, 1), TPFA{Int64}(205, 190, 1), TPFA{Int64}(206, 191, 1), TPFA{Int64}(207, 192, 1), TPFA{Int64}(208, 193, 1), TPFA{Int64}(209, 194, 1), TPFA{Int64}(210, 195, 1), TPFA{Int64}(211, 196, 1), TPFA{Int64}(212, 197, 1), TPFA{Int64}(213, 198, 1), TPFA{Int64}(214, 199, 1), TPFA{Int64}(215, 200, 1), TPFA{Int64}(216, 201, 1), TPFA{Int64}(217, 202, 1), TPFA{Int64}(218, 203, 1), TPFA{Int64}(219, 204, 1), TPFA{Int64}(220, 205, 1), TPFA{Int64}(221, 206, 1), TPFA{Int64}(222, 207, 1), TPFA{Int64}(223, 208, 1), TPFA{Int64}(224, 209, 1), TPFA{Int64}(225, 210, 1), TPFA{Int64}(226, 211, 1), TPFA{Int64}(227, 212, 1), TPFA{Int64}(228, 213, 1), TPFA{Int64}(229, 214, 1), TPFA{Int64}(230, 215, 1), TPFA{Int64}(231, 216, 1), TPFA{Int64}(232, 217, 1), TPFA{Int64}(233, 218, 1), TPFA{Int64}(234, 219, 1), TPFA{Int64}(235, 220, 1), TPFA{Int64}(236, 221, 1), TPFA{Int64}(237, 222, 1), TPFA{Int64}(238, 223, 1), TPFA{Int64}(239, 224, 1), TPFA{Int64}(240, 225, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(1, 121, 1), TPFA{Int64}(2, 122, 1), TPFA{Int64}(3, 123, 1), TPFA{Int64}(4, 124, 1), TPFA{Int64}(5, 125, 1), TPFA{Int64}(6, 126, 1), TPFA{Int64}(7, 127, 1), TPFA{Int64}(8, 128, 1), TPFA{Int64}(9, 129, 1), TPFA{Int64}(10, 130, 1), TPFA{Int64}(11, 131, 1), TPFA{Int64}(12, 132, 1), TPFA{Int64}(13, 133, 1), TPFA{Int64}(14, 134, 1), TPFA{Int64}(15, 135, 1), TPFA{Int64}(16, 136, 1), TPFA{Int64}(17, 137, 1), TPFA{Int64}(18, 138, 1), TPFA{Int64}(19, 139, 1), TPFA{Int64}(20, 140, 1), TPFA{Int64}(21, 141, 1), TPFA{Int64}(22, 142, 1), TPFA{Int64}(23, 143, 1), TPFA{Int64}(24, 144, 1), TPFA{Int64}(25, 145, 1), TPFA{Int64}(26, 146, 1), TPFA{Int64}(27, 147, 1), TPFA{Int64}(28, 148, 1), TPFA{Int64}(29, 149, 1), TPFA{Int64}(30, 150, 1), TPFA{Int64}(31, 151, 1), TPFA{Int64}(32, 152, 1), TPFA{Int64}(33, 153, 1), TPFA{Int64}(34, 154, 1), TPFA{Int64}(35, 155, 1), TPFA{Int64}(36, 156, 1), TPFA{Int64}(37, 157, 1), TPFA{Int64}(38, 158, 1), TPFA{Int64}(39, 159, 1), TPFA{Int64}(40, 160, 1), TPFA{Int64}(41, 161, 1), TPFA{Int64}(42, 162, 1), TPFA{Int64}(43, 163, 1), TPFA{Int64}(44, 164, 1), TPFA{Int64}(45, 165, 1), TPFA{Int64}(46, 166, 1), TPFA{Int64}(47, 167, 1), TPFA{Int64}(48, 168, 1), TPFA{Int64}(49, 169, 1), TPFA{Int64}(50, 170, 1), TPFA{Int64}(51, 171, 1), TPFA{Int64}(52, 172, 1), TPFA{Int64}(53, 173, 1), TPFA{Int64}(54, 174, 1), TPFA{Int64}(55, 175, 1), TPFA{Int64}(56, 176, 1), TPFA{Int64}(57, 177, 1), TPFA{Int64}(58, 178, 1), TPFA{Int64}(59, 179, 1), TPFA{Int64}(60, 180, 1), TPFA{Int64}(61, 181, 1), TPFA{Int64}(62, 182, 1), TPFA{Int64}(63, 183, 1), TPFA{Int64}(64, 184, 1), TPFA{Int64}(65, 185, 1), TPFA{Int64}(66, 186, 1), TPFA{Int64}(67, 187, 1), TPFA{Int64}(68, 188, 1), TPFA{Int64}(69, 189, 1), TPFA{Int64}(70, 190, 1), TPFA{Int64}(71, 191, 1), TPFA{Int64}(72, 192, 1), TPFA{Int64}(73, 193, 1), TPFA{Int64}(74, 194, 1), TPFA{Int64}(75, 195, 1), TPFA{Int64}(76, 196, 1), TPFA{Int64}(77, 197, 1), TPFA{Int64}(78, 198, 1), TPFA{Int64}(79, 199, 1), TPFA{Int64}(80, 200, 1), TPFA{Int64}(81, 201, 1), TPFA{Int64}(82, 202, 1), TPFA{Int64}(83, 203, 1), TPFA{Int64}(84, 204, 1), TPFA{Int64}(85, 205, 1), TPFA{Int64}(86, 206, 1), TPFA{Int64}(87, 207, 1), TPFA{Int64}(88, 208, 1), TPFA{Int64}(89, 209, 1), TPFA{Int64}(90, 210, 1), TPFA{Int64}(91, 211, 1), TPFA{Int64}(92, 212, 1), TPFA{Int64}(93, 213, 1), TPFA{Int64}(94, 214, 1), TPFA{Int64}(95, 215, 1), TPFA{Int64}(96, 216, 1), TPFA{Int64}(97, 217, 1), TPFA{Int64}(98, 218, 1), TPFA{Int64}(99, 219, 1), TPFA{Int64}(100, 220, 1), TPFA{Int64}(101, 221, 1), TPFA{Int64}(102, 222, 1), TPFA{Int64}(103, 223, 1), TPFA{Int64}(104, 224, 1), TPFA{Int64}(105, 225, 1), TPFA{Int64}(106, 226, 1), TPFA{Int64}(107, 227, 1), TPFA{Int64}(108, 228, 1), TPFA{Int64}(109, 229, 1), TPFA{Int64}(110, 230, 1), TPFA{Int64}(111, 231, 1), TPFA{Int64}(112, 232, 1), TPFA{Int64}(113, 233, 1), TPFA{Int64}(114, 234, 1), TPFA{Int64}(115, 235, 1), TPFA{Int64}(116, 236, 1), TPFA{Int64}(117, 237, 1), TPFA{Int64}(118, 238, 1), TPFA{Int64}(119, 239, 1), TPFA{Int64}(120, 240, 1)], SPU{Int64}[SPU{Int64}(4, 106), SPU{Int64}(5, 107), SPU{Int64}(6, 108), SPU{Int64}(7, 109), SPU{Int64}(8, 110), SPU{Int64}(9, 111), SPU{Int64}(10, 112), SPU{Int64}(11, 113), SPU{Int64}(12, 114), SPU{Int64}(13, 115), SPU{Int64}(14, 116), SPU{Int64}(15, 117), SPU{Int64}(16, 1), SPU{Int64}(17, 2), SPU{Int64}(18, 3), SPU{Int64}(19, 4), SPU{Int64}(20, 5), SPU{Int64}(21, 6), SPU{Int64}(22, 7), SPU{Int64}(23, 8), SPU{Int64}(24, 9), SPU{Int64}(25, 10), SPU{Int64}(26, 11), SPU{Int64}(27, 12), SPU{Int64}(28, 13), SPU{Int64}(29, 14), SPU{Int64}(30, 15), SPU{Int64}(31, 16), SPU{Int64}(32, 17), SPU{Int64}(33, 18), SPU{Int64}(34, 19), SPU{Int64}(35, 20), SPU{Int64}(36, 21), SPU{Int64}(37, 22), SPU{Int64}(38, 23), SPU{Int64}(39, 24), SPU{Int64}(40, 25), SPU{Int64}(41, 26), SPU{Int64}(42, 27), SPU{Int64}(43, 28), SPU{Int64}(44, 29), SPU{Int64}(45, 30), SPU{Int64}(46, 31), SPU{Int64}(47, 32), SPU{Int64}(48, 33), SPU{Int64}(49, 34), SPU{Int64}(50, 35), SPU{Int64}(51, 36), SPU{Int64}(52, 37), SPU{Int64}(53, 38), SPU{Int64}(54, 39), SPU{Int64}(55, 40), SPU{Int64}(56, 41), SPU{Int64}(57, 42), SPU{Int64}(58, 43), SPU{Int64}(59, 44), SPU{Int64}(60, 45), SPU{Int64}(61, 46), SPU{Int64}(62, 47), SPU{Int64}(63, 48), SPU{Int64}(64, 49), SPU{Int64}(65, 50), SPU{Int64}(66, 51), SPU{Int64}(67, 52), SPU{Int64}(68, 53), SPU{Int64}(69, 54), SPU{Int64}(70, 55), SPU{Int64}(71, 56), SPU{Int64}(72, 57), SPU{Int64}(73, 58), SPU{Int64}(74, 59), SPU{Int64}(75, 60), SPU{Int64}(76, 61), SPU{Int64}(77, 62), SPU{Int64}(78, 63), SPU{Int64}(79, 64), SPU{Int64}(80, 65), SPU{Int64}(81, 66), SPU{Int64}(82, 67), SPU{Int64}(83, 68), SPU{Int64}(84, 69), SPU{Int64}(85, 70), SPU{Int64}(86, 71), SPU{Int64}(87, 72), SPU{Int64}(88, 73), SPU{Int64}(89, 74), SPU{Int64}(90, 75), SPU{Int64}(91, 76), SPU{Int64}(92, 77), SPU{Int64}(93, 78), SPU{Int64}(94, 79), SPU{Int64}(95, 80), SPU{Int64}(96, 81), SPU{Int64}(97, 82), SPU{Int64}(98, 83), SPU{Int64}(99, 84), SPU{Int64}(100, 85), SPU{Int64}(101, 86), SPU{Int64}(102, 87), SPU{Int64}(103, 88), SPU{Int64}(104, 89), SPU{Int64}(105, 90), SPU{Int64}(106, 91), SPU{Int64}(107, 92), SPU{Int64}(108, 93), SPU{Int64}(109, 94), SPU{Int64}(110, 95), SPU{Int64}(111, 96), SPU{Int64}(112, 97), SPU{Int64}(113, 98), SPU{Int64}(114, 99), SPU{Int64}(115, 100), SPU{Int64}(116, 101), SPU{Int64}(117, 102), SPU{Int64}(118, 103), SPU{Int64}(119, 104), SPU{Int64}(120, 105), SPU{Int64}(1, 2), SPU{Int64}(2, 3), SPU{Int64}(4, 5), SPU{Int64}(5, 6), SPU{Int64}(7, 8), SPU{Int64}(8, 9), SPU{Int64}(10, 11), SPU{Int64}(11, 12), SPU{Int64}(13, 14), SPU{Int64}(14, 15), SPU{Int64}(16, 17), SPU{Int64}(17, 18), SPU{Int64}(19, 20), SPU{Int64}(20, 21), SPU{Int64}(22, 23), SPU{Int64}(23, 24), SPU{Int64}(25, 26), SPU{Int64}(26, 27), SPU{Int64}(28, 29), SPU{Int64}(29, 30), SPU{Int64}(31, 32), SPU{Int64}(32, 33), SPU{Int64}(34, 35), SPU{Int64}(35, 36), SPU{Int64}(37, 38), SPU{Int64}(38, 39), SPU{Int64}(40, 41), SPU{Int64}(41, 42), SPU{Int64}(43, 44), SPU{Int64}(44, 45), SPU{Int64}(46, 47), SPU{Int64}(47, 48), SPU{Int64}(49, 50), SPU{Int64}(50, 51), SPU{Int64}(52, 53), SPU{Int64}(53, 54), SPU{Int64}(55, 56), SPU{Int64}(56, 57), SPU{Int64}(58, 59), SPU{Int64}(59, 60), SPU{Int64}(61, 62), SPU{Int64}(62, 63), SPU{Int64}(64, 65), SPU{Int64}(65, 66), SPU{Int64}(67, 68), SPU{Int64}(68, 69), SPU{Int64}(70, 71), SPU{Int64}(71, 72), SPU{Int64}(73, 74), SPU{Int64}(74, 75), SPU{Int64}(76, 77), SPU{Int64}(77, 78), SPU{Int64}(79, 80), SPU{Int64}(80, 81), SPU{Int64}(82, 83), SPU{Int64}(83, 84), SPU{Int64}(85, 86), SPU{Int64}(86, 87), SPU{Int64}(88, 89), SPU{Int64}(89, 90), SPU{Int64}(91, 92), SPU{Int64}(92, 93), SPU{Int64}(94, 95), SPU{Int64}(95, 96), SPU{Int64}(97, 98), SPU{Int64}(98, 99), SPU{Int64}(100, 101), SPU{Int64}(101, 102), SPU{Int64}(103, 104), SPU{Int64}(104, 105), SPU{Int64}(106, 107), SPU{Int64}(107, 108), SPU{Int64}(109, 110), SPU{Int64}(110, 111), SPU{Int64}(112, 113), SPU{Int64}(113, 114), SPU{Int64}(115, 116), SPU{Int64}(116, 117), SPU{Int64}(118, 119), SPU{Int64}(119, 120), SPU{Int64}(124, 226), SPU{Int64}(125, 227), SPU{Int64}(126, 228), SPU{Int64}(127, 229), SPU{Int64}(128, 230), SPU{Int64}(129, 231), SPU{Int64}(130, 232), SPU{Int64}(131, 233), SPU{Int64}(132, 234), SPU{Int64}(133, 235), SPU{Int64}(134, 236), SPU{Int64}(135, 237), SPU{Int64}(136, 121), SPU{Int64}(137, 122), SPU{Int64}(138, 123), SPU{Int64}(139, 124), SPU{Int64}(140, 125), SPU{Int64}(141, 126), SPU{Int64}(142, 127), SPU{Int64}(143, 128), SPU{Int64}(144, 129), SPU{Int64}(145, 130), SPU{Int64}(146, 131), SPU{Int64}(147, 132), SPU{Int64}(148, 133), SPU{Int64}(149, 134), SPU{Int64}(150, 135), SPU{Int64}(151, 136), SPU{Int64}(152, 137), SPU{Int64}(153, 138), SPU{Int64}(154, 139), SPU{Int64}(155, 140), SPU{Int64}(156, 141), SPU{Int64}(157, 142), SPU{Int64}(158, 143), SPU{Int64}(159, 144), SPU{Int64}(160, 145), SPU{Int64}(161, 146), SPU{Int64}(162, 147), SPU{Int64}(163, 148), SPU{Int64}(164, 149), SPU{Int64}(165, 150), SPU{Int64}(166, 151), SPU{Int64}(167, 152), SPU{Int64}(168, 153), SPU{Int64}(169, 154), SPU{Int64}(170, 155), SPU{Int64}(171, 156), SPU{Int64}(172, 157), SPU{Int64}(173, 158), SPU{Int64}(174, 159), SPU{Int64}(175, 160), SPU{Int64}(176, 161), SPU{Int64}(177, 162), SPU{Int64}(178, 163), SPU{Int64}(179, 164), SPU{Int64}(180, 165), SPU{Int64}(181, 166), SPU{Int64}(182, 167), SPU{Int64}(183, 168), SPU{Int64}(184, 169), SPU{Int64}(185, 170), SPU{Int64}(186, 171), SPU{Int64}(187, 172), SPU{Int64}(188, 173), SPU{Int64}(189, 174), SPU{Int64}(190, 175), SPU{Int64}(191, 176), SPU{Int64}(192, 177), SPU{Int64}(193, 178), SPU{Int64}(194, 179), SPU{Int64}(195, 180), SPU{Int64}(196, 181), SPU{Int64}(197, 182), SPU{Int64}(198, 183), SPU{Int64}(199, 184), SPU{Int64}(200, 185), SPU{Int64}(201, 186), SPU{Int64}(202, 187), SPU{Int64}(203, 188), SPU{Int64}(204, 189), SPU{Int64}(205, 190), SPU{Int64}(206, 191), SPU{Int64}(207, 192), SPU{Int64}(208, 193), SPU{Int64}(209, 194), SPU{Int64}(210, 195), SPU{Int64}(211, 196), SPU{Int64}(212, 197), SPU{Int64}(213, 198), SPU{Int64}(214, 199), SPU{Int64}(215, 200), SPU{Int64}(216, 201), SPU{Int64}(217, 202), SPU{Int64}(218, 203), SPU{Int64}(219, 204), SPU{Int64}(220, 205), SPU{Int64}(221, 206), SPU{Int64}(222, 207), SPU{Int64}(223, 208), SPU{Int64}(224, 209), SPU{Int64}(225, 210), SPU{Int64}(226, 211), SPU{Int64}(227, 212), SPU{Int64}(228, 213), SPU{Int64}(229, 214), SPU{Int64}(230, 215), SPU{Int64}(231, 216), SPU{Int64}(232, 217), SPU{Int64}(233, 218), SPU{Int64}(234, 219), SPU{Int64}(235, 220), SPU{Int64}(236, 221), SPU{Int64}(237, 222), SPU{Int64}(238, 223), SPU{Int64}(239, 224), SPU{Int64}(240, 225), SPU{Int64}(121, 122), SPU{Int64}(122, 123), SPU{Int64}(124, 125), SPU{Int64}(125, 126), SPU{Int64}(127, 128), SPU{Int64}(128, 129), SPU{Int64}(130, 131), SPU{Int64}(131, 132), SPU{Int64}(133, 134), SPU{Int64}(134, 135), SPU{Int64}(136, 137), SPU{Int64}(137, 138), SPU{Int64}(139, 140), SPU{Int64}(140, 141), SPU{Int64}(142, 143), SPU{Int64}(143, 144), SPU{Int64}(145, 146), SPU{Int64}(146, 147), SPU{Int64}(148, 149), SPU{Int64}(149, 150), SPU{Int64}(151, 152), SPU{Int64}(152, 153), SPU{Int64}(154, 155), SPU{Int64}(155, 156), SPU{Int64}(157, 158), SPU{Int64}(158, 159), SPU{Int64}(160, 161), SPU{Int64}(161, 162), SPU{Int64}(163, 164), SPU{Int64}(164, 165), SPU{Int64}(166, 167), SPU{Int64}(167, 168), SPU{Int64}(169, 170), SPU{Int64}(170, 171), SPU{Int64}(172, 173), SPU{Int64}(173, 174), SPU{Int64}(175, 176), SPU{Int64}(176, 177), SPU{Int64}(178, 179), SPU{Int64}(179, 180), SPU{Int64}(181, 182), SPU{Int64}(182, 183), SPU{Int64}(184, 185), SPU{Int64}(185, 186), SPU{Int64}(187, 188), SPU{Int64}(188, 189), SPU{Int64}(190, 191), SPU{Int64}(191, 192), SPU{Int64}(193, 194), SPU{Int64}(194, 195), SPU{Int64}(196, 197), SPU{Int64}(197, 198), SPU{Int64}(199, 200), SPU{Int64}(200, 201), SPU{Int64}(202, 203), SPU{Int64}(203, 204), SPU{Int64}(205, 206), SPU{Int64}(206, 207), SPU{Int64}(208, 209), SPU{Int64}(209, 210), SPU{Int64}(211, 212), SPU{Int64}(212, 213), SPU{Int64}(214, 215), SPU{Int64}(215, 216), SPU{Int64}(217, 218), SPU{Int64}(218, 219), SPU{Int64}(220, 221), SPU{Int64}(221, 222), SPU{Int64}(223, 224), SPU{Int64}(224, 225), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(1, 121), SPU{Int64}(2, 122), SPU{Int64}(3, 123), SPU{Int64}(4, 124), SPU{Int64}(5, 125), SPU{Int64}(6, 126), SPU{Int64}(7, 127), SPU{Int64}(8, 128), SPU{Int64}(9, 129), SPU{Int64}(10, 130), SPU{Int64}(11, 131), SPU{Int64}(12, 132), SPU{Int64}(13, 133), SPU{Int64}(14, 134), SPU{Int64}(15, 135), SPU{Int64}(16, 136), SPU{Int64}(17, 137), SPU{Int64}(18, 138), SPU{Int64}(19, 139), SPU{Int64}(20, 140), SPU{Int64}(21, 141), SPU{Int64}(22, 142), SPU{Int64}(23, 143), SPU{Int64}(24, 144), SPU{Int64}(25, 145), SPU{Int64}(26, 146), SPU{Int64}(27, 147), SPU{Int64}(28, 148), SPU{Int64}(29, 149), SPU{Int64}(30, 150), SPU{Int64}(31, 151), SPU{Int64}(32, 152), SPU{Int64}(33, 153), SPU{Int64}(34, 154), SPU{Int64}(35, 155), SPU{Int64}(36, 156), SPU{Int64}(37, 157), SPU{Int64}(38, 158), SPU{Int64}(39, 159), SPU{Int64}(40, 160), SPU{Int64}(41, 161), SPU{Int64}(42, 162), SPU{Int64}(43, 163), SPU{Int64}(44, 164), SPU{Int64}(45, 165), SPU{Int64}(46, 166), SPU{Int64}(47, 167), SPU{Int64}(48, 168), SPU{Int64}(49, 169), SPU{Int64}(50, 170), SPU{Int64}(51, 171), SPU{Int64}(52, 172), SPU{Int64}(53, 173), SPU{Int64}(54, 174), SPU{Int64}(55, 175), SPU{Int64}(56, 176), SPU{Int64}(57, 177), SPU{Int64}(58, 178), SPU{Int64}(59, 179), SPU{Int64}(60, 180), SPU{Int64}(61, 181), SPU{Int64}(62, 182), SPU{Int64}(63, 183), SPU{Int64}(64, 184), SPU{Int64}(65, 185), SPU{Int64}(66, 186), SPU{Int64}(67, 187), SPU{Int64}(68, 188), SPU{Int64}(69, 189), SPU{Int64}(70, 190), SPU{Int64}(71, 191), SPU{Int64}(72, 192), SPU{Int64}(73, 193), SPU{Int64}(74, 194), SPU{Int64}(75, 195), SPU{Int64}(76, 196), SPU{Int64}(77, 197), SPU{Int64}(78, 198), SPU{Int64}(79, 199), SPU{Int64}(80, 200), SPU{Int64}(81, 201), SPU{Int64}(82, 202), SPU{Int64}(83, 203), SPU{Int64}(84, 204), SPU{Int64}(85, 205), SPU{Int64}(86, 206), SPU{Int64}(87, 207), SPU{Int64}(88, 208), SPU{Int64}(89, 209), SPU{Int64}(90, 210), SPU{Int64}(91, 211), SPU{Int64}(92, 212), SPU{Int64}(93, 213), SPU{Int64}(94, 214), SPU{Int64}(95, 215), SPU{Int64}(96, 216), SPU{Int64}(97, 217), SPU{Int64}(98, 218), SPU{Int64}(99, 219), SPU{Int64}(100, 220), SPU{Int64}(101, 221), SPU{Int64}(102, 222), SPU{Int64}(103, 223), 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, ActiveMaterial{nothing, BattMo.P2Ddiscretization{@NamedTuple{N::Int64, rp::Float64, hT::StaticArraysCore.SVector{6, Float64}, D::Float64, div::StaticArraysCore.SVector{8, Tuple{Int64, Int64, Int64}}, vols::StaticArraysCore.SVector{5, Float64}}}, JutulStorage{@NamedTuple{volume_fraction::Float64, volume_fractions::Vector{Float64}, effective_density::Int64, n_charge_carriers::Int64, maximum_concentration::Float64, volumetric_surface_area::Float64, theta0::Float64, theta100::Float64, reaction_rate_constant_func::BattMo.var"#102#108"{Int64, Float64}, ocp_funcexp::Bool, ocp_func::RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T, :refT, :cmax), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x794076a0, 0x184a47b1, 0xb07e4c53, 0xa7451ebb, 0x9f3f44ff), Expr}}}, Dict{Any, Any}}(JutulStorage{@NamedTuple{volume_fraction::Float64, volume_fractions::Vector{Float64}, effective_density::Int64, n_charge_carriers::Int64, maximum_concentration::Float64, volumetric_surface_area::Float64, theta0::Float64, theta100::Float64, reaction_rate_constant_func::BattMo.var"#102#108"{Int64, Float64}, ocp_funcexp::Bool, ocp_func::RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T, :refT, :cmax), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x794076a0, 0x184a47b1, 0xb07e4c53, 0xa7451ebb, 0x9f3f44ff), Expr}}}((volume_fraction = 0.75, volume_fractions = [1.0, 0.0, 0.0], effective_density = 1695, n_charge_carriers = 1, maximum_concentration = 33133.0, volumetric_surface_area = 383959.0, theta0 = 0.0279, theta100 = 0.9014, reaction_rate_constant_func = BattMo.var"#102#108"{Int64, Float64}(35000, 6.716e-12), ocp_funcexp = true, ocp_func = RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T, :refT, :cmax), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x794076a0, 0x184a47b1, 0xb07e4c53, 0xa7451ebb, 0x9f3f44ff), Expr}(quote
    #= none:1 =#
    #= none:1 =#
    return (((1.9793 * exp(-39.3631 * (c / cmax)) + 0.2482) - 0.0909 * tanh(29.8538 * (c / cmax - 0.1234))) - 0.04478 * tanh(14.9159 * (c / cmax - 0.2769))) - 0.0205 * tanh(30.4444 * (c / cmax - 0.6103))
end))), BattMo.P2Ddiscretization{@NamedTuple{N::Int64, rp::Float64, hT::StaticArraysCore.SVector{6, Float64}, D::Float64, div::StaticArraysCore.SVector{8, Tuple{Int64, Int64, Int64}}, vols::StaticArraysCore.SVector{5, Float64}}}((N = 5, rp = 5.86e-6, hT = [0.0, 2.94555727200579e-5, 0.0001178222908802316, 0.0002651001544805211, 0.0004712891635209264, 0.0007363893180014474], D = 3.3e-14, div = [(1, 1, 1), (2, 1, -1), (2, 2, 1), (3, 2, -1), (3, 3, 1), (4, 3, -1), (4, 4, 1), (5, 4, -1)], vols = [6.743283899851334e-18, 4.720298729895934e-17, 1.2812239409717533e-16, 2.495015042944994e-16, 4.1134031789093135e-16])), {
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1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(7, 211, 1), TPFA{Int64}(8, 212, 1), TPFA{Int64}(9, 213, 1), TPFA{Int64}(10, 214, 1), TPFA{Int64}(11, 215, 1), TPFA{Int64}(12, 216, 1), TPFA{Int64}(13, 217, 1), TPFA{Int64}(14, 218, 1), TPFA{Int64}(15, 219, 1), TPFA{Int64}(16, 220, 1), TPFA{Int64}(17, 221, 1), TPFA{Int64}(18, 222, 1), TPFA{Int64}(19, 223, 1), TPFA{Int64}(20, 224, 1), TPFA{Int64}(21, 225, 1), TPFA{Int64}(22, 226, 1), TPFA{Int64}(23, 227, 1), TPFA{Int64}(24, 228, 1), TPFA{Int64}(25, 229, 1), TPFA{Int64}(26, 230, 1), TPFA{Int64}(27, 231, 1), TPFA{Int64}(28, 232, 1), TPFA{Int64}(29, 233, 1), TPFA{Int64}(30, 234, 1), TPFA{Int64}(31, 1, 1), TPFA{Int64}(32, 2, 1), TPFA{Int64}(33, 3, 1), TPFA{Int64}(34, 4, 1), TPFA{Int64}(35, 5, 1), TPFA{Int64}(36, 6, 1), TPFA{Int64}(37, 7, 1), TPFA{Int64}(38, 8, 1), TPFA{Int64}(39, 9, 1), TPFA{Int64}(40, 10, 1), TPFA{Int64}(41, 11, 1), TPFA{Int64}(42, 12, 1), TPFA{Int64}(43, 13, 1), TPFA{Int64}(44, 14, 1), TPFA{Int64}(45, 15, 1), TPFA{Int64}(46, 16, 1), TPFA{Int64}(47, 17, 1), TPFA{Int64}(48, 18, 1), TPFA{Int64}(49, 19, 1), TPFA{Int64}(50, 20, 1), TPFA{Int64}(51, 21, 1), TPFA{Int64}(52, 22, 1), TPFA{Int64}(53, 23, 1), TPFA{Int64}(54, 24, 1), TPFA{Int64}(55, 25, 1), TPFA{Int64}(56, 26, 1), TPFA{Int64}(57, 27, 1), TPFA{Int64}(58, 28, 1), TPFA{Int64}(59, 29, 1), TPFA{Int64}(60, 30, 1), TPFA{Int64}(61, 31, 1), TPFA{Int64}(62, 32, 1), TPFA{Int64}(63, 33, 1), TPFA{Int64}(64, 34, 1), TPFA{Int64}(65, 35, 1), TPFA{Int64}(66, 36, 1), TPFA{Int64}(67, 37, 1), TPFA{Int64}(68, 38, 1), TPFA{Int64}(69, 39, 1), TPFA{Int64}(70, 40, 1), TPFA{Int64}(71, 41, 1), TPFA{Int64}(72, 42, 1), TPFA{Int64}(73, 43, 1), TPFA{Int64}(74, 44, 1), TPFA{Int64}(75, 45, 1), TPFA{Int64}(76, 46, 1), TPFA{Int64}(77, 47, 1), TPFA{Int64}(78, 48, 1), TPFA{Int64}(79, 49, 1), TPFA{Int64}(80, 50, 1), TPFA{Int64}(81, 51, 1), TPFA{Int64}(82, 52, 1), TPFA{Int64}(83, 53, 1), TPFA{Int64}(84, 54, 1), TPFA{Int64}(85, 55, 1), TPFA{Int64}(86, 56, 1), TPFA{Int64}(87, 57, 1), TPFA{Int64}(88, 58, 1), TPFA{Int64}(89, 59, 1), TPFA{Int64}(90, 60, 1), TPFA{Int64}(91, 61, 1), TPFA{Int64}(92, 62, 1), TPFA{Int64}(93, 63, 1), TPFA{Int64}(94, 64, 1), TPFA{Int64}(95, 65, 1), TPFA{Int64}(96, 66, 1), TPFA{Int64}(97, 67, 1), TPFA{Int64}(98, 68, 1), TPFA{Int64}(99, 69, 1), TPFA{Int64}(100, 70, 1), TPFA{Int64}(101, 71, 1), TPFA{Int64}(102, 72, 1), TPFA{Int64}(103, 73, 1), TPFA{Int64}(104, 74, 1), TPFA{Int64}(105, 75, 1), TPFA{Int64}(106, 76, 1), TPFA{Int64}(107, 77, 1), TPFA{Int64}(108, 78, 1), TPFA{Int64}(109, 79, 1), TPFA{Int64}(110, 80, 1), TPFA{Int64}(111, 81, 1), TPFA{Int64}(112, 82, 1), TPFA{Int64}(113, 83, 1), TPFA{Int64}(114, 84, 1), TPFA{Int64}(115, 85, 1), TPFA{Int64}(116, 86, 1), TPFA{Int64}(117, 87, 1), TPFA{Int64}(118, 88, 1), TPFA{Int64}(119, 89, 1), TPFA{Int64}(120, 90, 1), TPFA{Int64}(121, 91, 1), TPFA{Int64}(122, 92, 1), TPFA{Int64}(123, 93, 1), TPFA{Int64}(124, 94, 1), TPFA{Int64}(125, 95, 1), TPFA{Int64}(126, 96, 1), TPFA{Int64}(127, 97, 1), TPFA{Int64}(128, 98, 1), TPFA{Int64}(129, 99, 1), TPFA{Int64}(130, 100, 1), TPFA{Int64}(131, 101, 1), TPFA{Int64}(132, 102, 1), TPFA{Int64}(133, 103, 1), TPFA{Int64}(134, 104, 1), TPFA{Int64}(135, 105, 1), TPFA{Int64}(136, 106, 1), TPFA{Int64}(137, 107, 1), TPFA{Int64}(138, 108, 1), TPFA{Int64}(139, 109, 1), TPFA{Int64}(140, 110, 1), TPFA{Int64}(141, 111, 1), TPFA{Int64}(142, 112, 1), TPFA{Int64}(143, 113, 1), TPFA{Int64}(144, 114, 1), TPFA{Int64}(145, 115, 1), TPFA{Int64}(146, 116, 1), TPFA{Int64}(147, 117, 1), TPFA{Int64}(148, 118, 1), TPFA{Int64}(149, 119, 1), TPFA{Int64}(150, 120, 1), TPFA{Int64}(151, 121, 1), TPFA{Int64}(152, 122, 1), TPFA{Int64}(153, 123, 1), TPFA{Int64}(154, 124, 1), TPFA{Int64}(155, 125, 1), TPFA{Int64}(156, 126, 1), TPFA{Int64}(157, 127, 1), TPFA{Int64}(158, 128, 1), TPFA{Int64}(159, 129, 1), TPFA{Int64}(160, 130, 1), TPFA{Int64}(161, 131, 1), TPFA{Int64}(162, 132, 1), TPFA{Int64}(163, 133, 1), TPFA{Int64}(164, 134, 1), TPFA{Int64}(165, 135, 1), TPFA{Int64}(166, 136, 1), TPFA{Int64}(167, 137, 1), TPFA{Int64}(168, 138, 1), TPFA{Int64}(169, 139, 1), TPFA{Int64}(170, 140, 1), TPFA{Int64}(171, 141, 1), TPFA{Int64}(172, 142, 1), TPFA{Int64}(173, 143, 1), TPFA{Int64}(174, 144, 1), TPFA{Int64}(175, 145, 1), TPFA{Int64}(176, 146, 1), TPFA{Int64}(177, 147, 1), TPFA{Int64}(178, 148, 1), TPFA{Int64}(179, 149, 1), TPFA{Int64}(180, 150, 1), TPFA{Int64}(181, 151, 1), TPFA{Int64}(182, 152, 1), TPFA{Int64}(183, 153, 1), TPFA{Int64}(184, 154, 1), TPFA{Int64}(185, 155, 1), TPFA{Int64}(186, 156, 1), TPFA{Int64}(187, 157, 1), TPFA{Int64}(188, 158, 1), TPFA{Int64}(189, 159, 1), TPFA{Int64}(190, 160, 1), TPFA{Int64}(191, 161, 1), TPFA{Int64}(192, 162, 1), TPFA{Int64}(193, 163, 1), TPFA{Int64}(194, 164, 1), TPFA{Int64}(195, 165, 1), TPFA{Int64}(196, 166, 1), TPFA{Int64}(197, 167, 1), TPFA{Int64}(198, 168, 1), TPFA{Int64}(199, 169, 1), TPFA{Int64}(200, 170, 1), TPFA{Int64}(201, 171, 1), TPFA{Int64}(202, 172, 1), TPFA{Int64}(203, 173, 1), TPFA{Int64}(204, 174, 1), TPFA{Int64}(205, 175, 1), TPFA{Int64}(206, 176, 1), TPFA{Int64}(207, 177, 1), TPFA{Int64}(208, 178, 1), TPFA{Int64}(209, 179, 1), TPFA{Int64}(210, 180, 1), TPFA{Int64}(211, 181, 1), TPFA{Int64}(212, 182, 1), TPFA{Int64}(213, 183, 1), TPFA{Int64}(214, 184, 1), TPFA{Int64}(215, 185, 1), TPFA{Int64}(216, 186, 1), TPFA{Int64}(217, 187, 1), TPFA{Int64}(218, 188, 1), TPFA{Int64}(219, 189, 1), TPFA{Int64}(220, 190, 1), TPFA{Int64}(221, 191, 1), TPFA{Int64}(222, 192, 1), TPFA{Int64}(223, 193, 1), TPFA{Int64}(224, 194, 1), TPFA{Int64}(225, 195, 1), TPFA{Int64}(226, 196, 1), TPFA{Int64}(227, 197, 1), TPFA{Int64}(228, 198, 1), TPFA{Int64}(229, 199, 1), TPFA{Int64}(230, 200, 1), TPFA{Int64}(231, 201, 1), TPFA{Int64}(232, 202, 1), TPFA{Int64}(233, 203, 1), TPFA{Int64}(234, 204, 1), TPFA{Int64}(235, 205, 1), TPFA{Int64}(236, 206, 1), TPFA{Int64}(237, 207, 1), TPFA{Int64}(238, 208, 1), TPFA{Int64}(239, 209, 1), TPFA{Int64}(240, 210, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(247, 451, 1), TPFA{Int64}(248, 452, 1), TPFA{Int64}(249, 453, 1), TPFA{Int64}(250, 454, 1), TPFA{Int64}(251, 455, 1), TPFA{Int64}(252, 456, 1), TPFA{Int64}(253, 457, 1), TPFA{Int64}(254, 458, 1), TPFA{Int64}(255, 459, 1), TPFA{Int64}(256, 460, 1), TPFA{Int64}(257, 461, 1), TPFA{Int64}(258, 462, 1), TPFA{Int64}(259, 463, 1), TPFA{Int64}(260, 464, 1), TPFA{Int64}(261, 465, 1), TPFA{Int64}(262, 466, 1), TPFA{Int64}(263, 467, 1), TPFA{Int64}(264, 468, 1), TPFA{Int64}(265, 469, 1), TPFA{Int64}(266, 470, 1), TPFA{Int64}(267, 471, 1), TPFA{Int64}(268, 472, 1), TPFA{Int64}(269, 473, 1), TPFA{Int64}(270, 474, 1), TPFA{Int64}(271, 241, 1), TPFA{Int64}(272, 242, 1), TPFA{Int64}(273, 243, 1), TPFA{Int64}(274, 244, 1), TPFA{Int64}(275, 245, 1), TPFA{Int64}(276, 246, 1), TPFA{Int64}(277, 247, 1), TPFA{Int64}(278, 248, 1), TPFA{Int64}(279, 249, 1), TPFA{Int64}(280, 250, 1), TPFA{Int64}(281, 251, 1), TPFA{Int64}(282, 252, 1), TPFA{Int64}(283, 253, 1), TPFA{Int64}(284, 254, 1), TPFA{Int64}(285, 255, 1), TPFA{Int64}(286, 256, 1), TPFA{Int64}(287, 257, 1), TPFA{Int64}(288, 258, 1), TPFA{Int64}(289, 259, 1), TPFA{Int64}(290, 260, 1), TPFA{Int64}(291, 261, 1), TPFA{Int64}(292, 262, 1), TPFA{Int64}(293, 263, 1), TPFA{Int64}(294, 264, 1), TPFA{Int64}(295, 265, 1), TPFA{Int64}(296, 266, 1), TPFA{Int64}(297, 267, 1), TPFA{Int64}(298, 268, 1), TPFA{Int64}(299, 269, 1), TPFA{Int64}(300, 270, 1), TPFA{Int64}(301, 271, 1), TPFA{Int64}(302, 272, 1), TPFA{Int64}(303, 273, 1), TPFA{Int64}(304, 274, 1), TPFA{Int64}(305, 275, 1), TPFA{Int64}(306, 276, 1), TPFA{Int64}(307, 277, 1), TPFA{Int64}(308, 278, 1), TPFA{Int64}(309, 279, 1), TPFA{Int64}(310, 280, 1), TPFA{Int64}(311, 281, 1), TPFA{Int64}(312, 282, 1), TPFA{Int64}(313, 283, 1), TPFA{Int64}(314, 284, 1), TPFA{Int64}(315, 285, 1), TPFA{Int64}(316, 286, 1), TPFA{Int64}(317, 287, 1), TPFA{Int64}(318, 288, 1), TPFA{Int64}(319, 289, 1), TPFA{Int64}(320, 290, 1), TPFA{Int64}(321, 291, 1), TPFA{Int64}(322, 292, 1), TPFA{Int64}(323, 293, 1), TPFA{Int64}(324, 294, 1), TPFA{Int64}(325, 295, 1), TPFA{Int64}(326, 296, 1), TPFA{Int64}(327, 297, 1), TPFA{Int64}(328, 298, 1), TPFA{Int64}(329, 299, 1), TPFA{Int64}(330, 300, 1), TPFA{Int64}(331, 301, 1), TPFA{Int64}(332, 302, 1), TPFA{Int64}(333, 303, 1), TPFA{Int64}(334, 304, 1), TPFA{Int64}(335, 305, 1), TPFA{Int64}(336, 306, 1), TPFA{Int64}(337, 307, 1), TPFA{Int64}(338, 308, 1), TPFA{Int64}(339, 309, 1), TPFA{Int64}(340, 310, 1), TPFA{Int64}(341, 311, 1), TPFA{Int64}(342, 312, 1), TPFA{Int64}(343, 313, 1), TPFA{Int64}(344, 314, 1), TPFA{Int64}(345, 315, 1), TPFA{Int64}(346, 316, 1), TPFA{Int64}(347, 317, 1), TPFA{Int64}(348, 318, 1), TPFA{Int64}(349, 319, 1), TPFA{Int64}(350, 320, 1), TPFA{Int64}(351, 321, 1), TPFA{Int64}(352, 322, 1), TPFA{Int64}(353, 323, 1), TPFA{Int64}(354, 324, 1), TPFA{Int64}(355, 325, 1), TPFA{Int64}(356, 326, 1), TPFA{Int64}(357, 327, 1), TPFA{Int64}(358, 328, 1), TPFA{Int64}(359, 329, 1), TPFA{Int64}(360, 330, 1), TPFA{Int64}(361, 331, 1), TPFA{Int64}(362, 332, 1), TPFA{Int64}(363, 333, 1), TPFA{Int64}(364, 334, 1), TPFA{Int64}(365, 335, 1), TPFA{Int64}(366, 336, 1), TPFA{Int64}(367, 337, 1), TPFA{Int64}(368, 338, 1), TPFA{Int64}(369, 339, 1), TPFA{Int64}(370, 340, 1), TPFA{Int64}(371, 341, 1), TPFA{Int64}(372, 342, 1), TPFA{Int64}(373, 343, 1), TPFA{Int64}(374, 344, 1), TPFA{Int64}(375, 345, 1), TPFA{Int64}(376, 346, 1), TPFA{Int64}(377, 347, 1), TPFA{Int64}(378, 348, 1), TPFA{Int64}(379, 349, 1), TPFA{Int64}(380, 350, 1), TPFA{Int64}(381, 351, 1), TPFA{Int64}(382, 352, 1), TPFA{Int64}(383, 353, 1), TPFA{Int64}(384, 354, 1), TPFA{Int64}(385, 355, 1), TPFA{Int64}(386, 356, 1), TPFA{Int64}(387, 357, 1), TPFA{Int64}(388, 358, 1), TPFA{Int64}(389, 359, 1), TPFA{Int64}(390, 360, 1), TPFA{Int64}(391, 361, 1), TPFA{Int64}(392, 362, 1), TPFA{Int64}(393, 363, 1), TPFA{Int64}(394, 364, 1), TPFA{Int64}(395, 365, 1), TPFA{Int64}(396, 366, 1), TPFA{Int64}(397, 367, 1), TPFA{Int64}(398, 368, 1), TPFA{Int64}(399, 369, 1), TPFA{Int64}(400, 370, 1), TPFA{Int64}(401, 371, 1), TPFA{Int64}(402, 372, 1), TPFA{Int64}(403, 373, 1), TPFA{Int64}(404, 374, 1), TPFA{Int64}(405, 375, 1), TPFA{Int64}(406, 376, 1), TPFA{Int64}(407, 377, 1), TPFA{Int64}(408, 378, 1), TPFA{Int64}(409, 379, 1), TPFA{Int64}(410, 380, 1), TPFA{Int64}(411, 381, 1), TPFA{Int64}(412, 382, 1), TPFA{Int64}(413, 383, 1), TPFA{Int64}(414, 384, 1), TPFA{Int64}(415, 385, 1), TPFA{Int64}(416, 386, 1), TPFA{Int64}(417, 387, 1), TPFA{Int64}(418, 388, 1), TPFA{Int64}(419, 389, 1), TPFA{Int64}(420, 390, 1), TPFA{Int64}(421, 391, 1), TPFA{Int64}(422, 392, 1), TPFA{Int64}(423, 393, 1), TPFA{Int64}(424, 394, 1), TPFA{Int64}(425, 395, 1), TPFA{Int64}(426, 396, 1), TPFA{Int64}(427, 397, 1), TPFA{Int64}(428, 398, 1), TPFA{Int64}(429, 399, 1), TPFA{Int64}(430, 400, 1), TPFA{Int64}(431, 401, 1), TPFA{Int64}(432, 402, 1), TPFA{Int64}(433, 403, 1), TPFA{Int64}(434, 404, 1), TPFA{Int64}(435, 405, 1), TPFA{Int64}(436, 406, 1), TPFA{Int64}(437, 407, 1), TPFA{Int64}(438, 408, 1), TPFA{Int64}(439, 409, 1), TPFA{Int64}(440, 410, 1), TPFA{Int64}(441, 411, 1), TPFA{Int64}(442, 412, 1), TPFA{Int64}(443, 413, 1), TPFA{Int64}(444, 414, 1), TPFA{Int64}(445, 415, 1), TPFA{Int64}(446, 416, 1), TPFA{Int64}(447, 417, 1), TPFA{Int64}(448, 418, 1), TPFA{Int64}(449, 419, 1), TPFA{Int64}(450, 420, 1), TPFA{Int64}(451, 421, 1), TPFA{Int64}(452, 422, 1), TPFA{Int64}(453, 423, 1), TPFA{Int64}(454, 424, 1), TPFA{Int64}(455, 425, 1), TPFA{Int64}(456, 426, 1), TPFA{Int64}(457, 427, 1), TPFA{Int64}(458, 428, 1), TPFA{Int64}(459, 429, 1), TPFA{Int64}(460, 430, 1), TPFA{Int64}(461, 431, 1), TPFA{Int64}(462, 432, 1), TPFA{Int64}(463, 433, 1), TPFA{Int64}(464, 434, 1), TPFA{Int64}(465, 435, 1), TPFA{Int64}(466, 436, 1), TPFA{Int64}(467, 437, 1), TPFA{Int64}(468, 438, 1), TPFA{Int64}(469, 439, 1), TPFA{Int64}(470, 440, 1), TPFA{Int64}(471, 441, 1), TPFA{Int64}(472, 442, 1), TPFA{Int64}(473, 443, 1), TPFA{Int64}(474, 444, 1), TPFA{Int64}(475, 445, 1), TPFA{Int64}(476, 446, 1), TPFA{Int64}(477, 447, 1), TPFA{Int64}(478, 448, 1), TPFA{Int64}(479, 449, 1), TPFA{Int64}(480, 450, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(1, 241, 1), TPFA{Int64}(2, 242, 1), TPFA{Int64}(3, 243, 1), TPFA{Int64}(4, 244, 1), TPFA{Int64}(5, 245, 1), TPFA{Int64}(6, 246, 1), TPFA{Int64}(7, 247, 1), TPFA{Int64}(8, 248, 1), TPFA{Int64}(9, 249, 1), TPFA{Int64}(10, 250, 1), TPFA{Int64}(11, 251, 1), TPFA{Int64}(12, 252, 1), TPFA{Int64}(13, 253, 1), TPFA{Int64}(14, 254, 1), TPFA{Int64}(15, 255, 1), TPFA{Int64}(16, 256, 1), TPFA{Int64}(17, 257, 1), TPFA{Int64}(18, 258, 1), TPFA{Int64}(19, 259, 1), TPFA{Int64}(20, 260, 1), TPFA{Int64}(21, 261, 1), TPFA{Int64}(22, 262, 1), TPFA{Int64}(23, 263, 1), TPFA{Int64}(24, 264, 1), TPFA{Int64}(25, 265, 1), TPFA{Int64}(26, 266, 1), TPFA{Int64}(27, 267, 1), TPFA{Int64}(28, 268, 1), TPFA{Int64}(29, 269, 1), TPFA{Int64}(30, 270, 1), TPFA{Int64}(31, 271, 1), TPFA{Int64}(32, 272, 1), TPFA{Int64}(33, 273, 1), TPFA{Int64}(34, 274, 1), TPFA{Int64}(35, 275, 1), TPFA{Int64}(36, 276, 1), TPFA{Int64}(37, 277, 1), TPFA{Int64}(38, 278, 1), TPFA{Int64}(39, 279, 1), TPFA{Int64}(40, 280, 1), TPFA{Int64}(41, 281, 1), TPFA{Int64}(42, 282, 1), TPFA{Int64}(43, 283, 1), TPFA{Int64}(44, 284, 1), TPFA{Int64}(45, 285, 1), TPFA{Int64}(46, 286, 1), TPFA{Int64}(47, 287, 1), TPFA{Int64}(48, 288, 1), TPFA{Int64}(49, 289, 1), TPFA{Int64}(50, 290, 1), TPFA{Int64}(51, 291, 1), TPFA{Int64}(52, 292, 1), TPFA{Int64}(53, 293, 1), TPFA{Int64}(54, 294, 1), TPFA{Int64}(55, 295, 1), TPFA{Int64}(56, 296, 1), TPFA{Int64}(57, 297, 1), TPFA{Int64}(58, 298, 1), TPFA{Int64}(59, 299, 1), TPFA{Int64}(60, 300, 1), TPFA{Int64}(61, 301, 1), TPFA{Int64}(62, 302, 1), TPFA{Int64}(63, 303, 1), TPFA{Int64}(64, 304, 1), TPFA{Int64}(65, 305, 1), TPFA{Int64}(66, 306, 1), TPFA{Int64}(67, 307, 1), TPFA{Int64}(68, 308, 1), TPFA{Int64}(69, 309, 1), TPFA{Int64}(70, 310, 1), TPFA{Int64}(71, 311, 1), TPFA{Int64}(72, 312, 1), TPFA{Int64}(73, 313, 1), TPFA{Int64}(74, 314, 1), TPFA{Int64}(75, 315, 1), TPFA{Int64}(76, 316, 1), TPFA{Int64}(77, 317, 1), TPFA{Int64}(78, 318, 1), TPFA{Int64}(79, 319, 1), TPFA{Int64}(80, 320, 1), TPFA{Int64}(81, 321, 1), TPFA{Int64}(82, 322, 1), TPFA{Int64}(83, 323, 1), TPFA{Int64}(84, 324, 1), TPFA{Int64}(85, 325, 1), TPFA{Int64}(86, 326, 1), TPFA{Int64}(87, 327, 1), TPFA{Int64}(88, 328, 1), TPFA{Int64}(89, 329, 1), TPFA{Int64}(90, 330, 1), TPFA{Int64}(91, 331, 1), TPFA{Int64}(92, 332, 1), TPFA{Int64}(93, 333, 1), TPFA{Int64}(94, 334, 1), TPFA{Int64}(95, 335, 1), TPFA{Int64}(96, 336, 1), TPFA{Int64}(97, 337, 1), TPFA{Int64}(98, 338, 1), TPFA{Int64}(99, 339, 1), TPFA{Int64}(100, 340, 1), TPFA{Int64}(101, 341, 1), TPFA{Int64}(102, 342, 1), TPFA{Int64}(103, 343, 1), TPFA{Int64}(104, 344, 1), TPFA{Int64}(105, 345, 1), TPFA{Int64}(106, 346, 1), TPFA{Int64}(107, 347, 1), TPFA{Int64}(108, 348, 1), TPFA{Int64}(109, 349, 1), TPFA{Int64}(110, 350, 1), TPFA{Int64}(111, 351, 1), TPFA{Int64}(112, 352, 1), TPFA{Int64}(113, 353, 1), TPFA{Int64}(114, 354, 1), TPFA{Int64}(115, 355, 1), TPFA{Int64}(116, 356, 1), TPFA{Int64}(117, 357, 1), TPFA{Int64}(118, 358, 1), TPFA{Int64}(119, 359, 1), TPFA{Int64}(120, 360, 1), TPFA{Int64}(121, 361, 1), TPFA{Int64}(122, 362, 1), TPFA{Int64}(123, 363, 1), TPFA{Int64}(124, 364, 1), TPFA{Int64}(125, 365, 1), TPFA{Int64}(126, 366, 1), TPFA{Int64}(127, 367, 1), TPFA{Int64}(128, 368, 1), TPFA{Int64}(129, 369, 1), TPFA{Int64}(130, 370, 1), TPFA{Int64}(131, 371, 1), TPFA{Int64}(132, 372, 1), TPFA{Int64}(133, 373, 1), TPFA{Int64}(134, 374, 1), TPFA{Int64}(135, 375, 1), TPFA{Int64}(136, 376, 1), TPFA{Int64}(137, 377, 1), TPFA{Int64}(138, 378, 1), TPFA{Int64}(139, 379, 1), TPFA{Int64}(140, 380, 1), TPFA{Int64}(141, 381, 1), TPFA{Int64}(142, 382, 1), TPFA{Int64}(143, 383, 1), TPFA{Int64}(144, 384, 1), TPFA{Int64}(145, 385, 1), TPFA{Int64}(146, 386, 1), TPFA{Int64}(147, 387, 1), TPFA{Int64}(148, 388, 1), TPFA{Int64}(149, 389, 1), TPFA{Int64}(150, 390, 1), TPFA{Int64}(151, 391, 1), TPFA{Int64}(152, 392, 1), TPFA{Int64}(153, 393, 1), TPFA{Int64}(154, 394, 1), TPFA{Int64}(155, 395, 1), TPFA{Int64}(156, 396, 1), TPFA{Int64}(157, 397, 1), TPFA{Int64}(158, 398, 1), TPFA{Int64}(159, 399, 1), TPFA{Int64}(160, 400, 1), TPFA{Int64}(161, 401, 1), TPFA{Int64}(162, 402, 1), TPFA{Int64}(163, 403, 1), TPFA{Int64}(164, 404, 1), TPFA{Int64}(165, 405, 1), TPFA{Int64}(166, 406, 1), TPFA{Int64}(167, 407, 1), TPFA{Int64}(168, 408, 1), TPFA{Int64}(169, 409, 1), TPFA{Int64}(170, 410, 1), TPFA{Int64}(171, 411, 1), TPFA{Int64}(172, 412, 1), TPFA{Int64}(173, 413, 1), TPFA{Int64}(174, 414, 1), TPFA{Int64}(175, 415, 1), TPFA{Int64}(176, 416, 1), TPFA{Int64}(177, 417, 1), TPFA{Int64}(178, 418, 1), TPFA{Int64}(179, 419, 1), TPFA{Int64}(180, 420, 1), TPFA{Int64}(181, 421, 1), TPFA{Int64}(182, 422, 1), TPFA{Int64}(183, 423, 1), TPFA{Int64}(184, 424, 1), TPFA{Int64}(185, 425, 1), TPFA{Int64}(186, 426, 1), TPFA{Int64}(187, 427, 1), TPFA{Int64}(188, 428, 1), TPFA{Int64}(189, 429, 1), TPFA{Int64}(190, 430, 1), TPFA{Int64}(191, 431, 1), TPFA{Int64}(192, 432, 1), TPFA{Int64}(193, 433, 1), TPFA{Int64}(194, 434, 1), TPFA{Int64}(195, 435, 1), TPFA{Int64}(196, 436, 1), TPFA{Int64}(197, 437, 1), TPFA{Int64}(198, 438, 1), TPFA{Int64}(199, 439, 1), TPFA{Int64}(200, 440, 1), TPFA{Int64}(201, 441, 1), TPFA{Int64}(202, 442, 1), TPFA{Int64}(203, 443, 1), TPFA{Int64}(204, 444, 1), TPFA{Int64}(205, 445, 1), TPFA{Int64}(206, 446, 1), TPFA{Int64}(207, 447, 1), TPFA{Int64}(208, 448, 1), TPFA{Int64}(209, 449, 1), TPFA{Int64}(210, 450, 1), TPFA{Int64}(211, 451, 1), TPFA{Int64}(212, 452, 1), TPFA{Int64}(213, 453, 1), TPFA{Int64}(214, 454, 1), TPFA{Int64}(215, 455, 1), TPFA{Int64}(216, 456, 1), TPFA{Int64}(217, 457, 1), TPFA{Int64}(218, 458, 1), TPFA{Int64}(219, 459, 1), TPFA{Int64}(220, 460, 1), TPFA{Int64}(221, 461, 1), TPFA{Int64}(222, 462, 1), TPFA{Int64}(223, 463, 1), TPFA{Int64}(224, 464, 1), TPFA{Int64}(225, 465, 1), TPFA{Int64}(226, 466, 1), TPFA{Int64}(227, 467, 1), TPFA{Int64}(228, 468, 1), TPFA{Int64}(229, 469, 1), TPFA{Int64}(230, 470, 1), TPFA{Int64}(231, 471, 1), TPFA{Int64}(232, 472, 1), TPFA{Int64}(233, 473, 1), TPFA{Int64}(234, 474, 1), TPFA{Int64}(235, 475, 1), TPFA{Int64}(236, 476, 1), TPFA{Int64}(237, 477, 1), TPFA{Int64}(238, 478, 1), TPFA{Int64}(239, 479, 1), TPFA{Int64}(240, 480, 1)], SPU{Int64}[SPU{Int64}(7, 211), SPU{Int64}(8, 212), SPU{Int64}(9, 213), SPU{Int64}(10, 214), SPU{Int64}(11, 215), SPU{Int64}(12, 216), SPU{Int64}(13, 217), SPU{Int64}(14, 218), SPU{Int64}(15, 219), SPU{Int64}(16, 220), SPU{Int64}(17, 221), SPU{Int64}(18, 222), SPU{Int64}(19, 223), SPU{Int64}(20, 224), SPU{Int64}(21, 225), SPU{Int64}(22, 226), SPU{Int64}(23, 227), SPU{Int64}(24, 228), SPU{Int64}(25, 229), SPU{Int64}(26, 230), SPU{Int64}(27, 231), SPU{Int64}(28, 232), SPU{Int64}(29, 233), SPU{Int64}(30, 234), SPU{Int64}(31, 1), SPU{Int64}(32, 2), SPU{Int64}(33, 3), SPU{Int64}(34, 4), SPU{Int64}(35, 5), SPU{Int64}(36, 6), SPU{Int64}(37, 7), SPU{Int64}(38, 8), SPU{Int64}(39, 9), SPU{Int64}(40, 10), SPU{Int64}(41, 11), SPU{Int64}(42, 12), SPU{Int64}(43, 13), SPU{Int64}(44, 14), SPU{Int64}(45, 15), SPU{Int64}(46, 16), SPU{Int64}(47, 17), SPU{Int64}(48, 18), SPU{Int64}(49, 19), SPU{Int64}(50, 20), SPU{Int64}(51, 21), SPU{Int64}(52, 22), SPU{Int64}(53, 23), SPU{Int64}(54, 24), SPU{Int64}(55, 25), SPU{Int64}(56, 26), SPU{Int64}(57, 27), SPU{Int64}(58, 28), SPU{Int64}(59, 29), SPU{Int64}(60, 30), SPU{Int64}(61, 31), SPU{Int64}(62, 32), SPU{Int64}(63, 33), SPU{Int64}(64, 34), SPU{Int64}(65, 35), SPU{Int64}(66, 36), SPU{Int64}(67, 37), SPU{Int64}(68, 38), SPU{Int64}(69, 39), SPU{Int64}(70, 40), SPU{Int64}(71, 41), SPU{Int64}(72, 42), SPU{Int64}(73, 43), SPU{Int64}(74, 44), SPU{Int64}(75, 45), SPU{Int64}(76, 46), SPU{Int64}(77, 47), SPU{Int64}(78, 48), SPU{Int64}(79, 49), SPU{Int64}(80, 50), SPU{Int64}(81, 51), SPU{Int64}(82, 52), SPU{Int64}(83, 53), SPU{Int64}(84, 54), SPU{Int64}(85, 55), SPU{Int64}(86, 56), SPU{Int64}(87, 57), SPU{Int64}(88, 58), SPU{Int64}(89, 59), SPU{Int64}(90, 60), SPU{Int64}(91, 61), SPU{Int64}(92, 62), SPU{Int64}(93, 63), SPU{Int64}(94, 64), SPU{Int64}(95, 65), SPU{Int64}(96, 66), SPU{Int64}(97, 67), SPU{Int64}(98, 68), SPU{Int64}(99, 69), SPU{Int64}(100, 70), SPU{Int64}(101, 71), SPU{Int64}(102, 72), SPU{Int64}(103, 73), SPU{Int64}(104, 74), SPU{Int64}(105, 75), SPU{Int64}(106, 76), SPU{Int64}(107, 77), SPU{Int64}(108, 78), SPU{Int64}(109, 79), SPU{Int64}(110, 80), SPU{Int64}(111, 81), SPU{Int64}(112, 82), SPU{Int64}(113, 83), SPU{Int64}(114, 84), SPU{Int64}(115, 85), SPU{Int64}(116, 86), SPU{Int64}(117, 87), SPU{Int64}(118, 88), SPU{Int64}(119, 89), SPU{Int64}(120, 90), SPU{Int64}(121, 91), SPU{Int64}(122, 92), SPU{Int64}(123, 93), SPU{Int64}(124, 94), SPU{Int64}(125, 95), SPU{Int64}(126, 96), SPU{Int64}(127, 97), SPU{Int64}(128, 98), SPU{Int64}(129, 99), SPU{Int64}(130, 100), SPU{Int64}(131, 101), SPU{Int64}(132, 102), SPU{Int64}(133, 103), SPU{Int64}(134, 104), SPU{Int64}(135, 105), SPU{Int64}(136, 106), SPU{Int64}(137, 107), SPU{Int64}(138, 108), SPU{Int64}(139, 109), SPU{Int64}(140, 110), SPU{Int64}(141, 111), SPU{Int64}(142, 112), SPU{Int64}(143, 113), SPU{Int64}(144, 114), SPU{Int64}(145, 115), SPU{Int64}(146, 116), SPU{Int64}(147, 117), SPU{Int64}(148, 118), SPU{Int64}(149, 119), SPU{Int64}(150, 120), SPU{Int64}(151, 121), SPU{Int64}(152, 122), SPU{Int64}(153, 123), SPU{Int64}(154, 124), SPU{Int64}(155, 125), SPU{Int64}(156, 126), SPU{Int64}(157, 127), SPU{Int64}(158, 128), SPU{Int64}(159, 129), SPU{Int64}(160, 130), SPU{Int64}(161, 131), SPU{Int64}(162, 132), SPU{Int64}(163, 133), SPU{Int64}(164, 134), 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0.0, 0.53, 0.53, 0.53], Cells()))) and discretizations for flow
, Electrolyte{Dict{Any, Any}}(JutulStorage{Nothing}(OrderedCollections.OrderedDict{Symbol, Any}(:transference => 0.2594, :charge => 1, :separator_porosity => 0.47, :bruggeman => 1.5, :electrolyte_density => 0.47, :separator_density => 1200, :diffusivity_func => RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0xee2235f8, 0xd04ba524, 0x244c5077, 0x15da4b3a, 0xf624324c), Expr}(quote
    #= none:1 =#
    #= none:1 =#
    return (8.794 * 10 ^ -11 * (c / 1000) ^ 2 - 3.972 * 10 ^ -10 * (c / 1000)) + 4.862 * 10 ^ -10
end), :conductivity_func => RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x6d3933d7, 0x54a514ab, 0x5fe1ef12, 0x21826394, 0xabdf6a37), Expr}(quote
    #= none:1 =#
    #= none:1 =#
    return (0.1297 * (c / 1000) ^ 3 - 2.51 * (c / 1000) ^ 1.5) + 3.329 * (c / 1000)
end))), {
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0.0, 0.53, 0.53, 0.53], Cells()))), OrderedCollections.OrderedDict{Symbol, Any}(:Phi => Phi(), :C => C()), OrderedCollections.OrderedDict{Symbol, Any}(:Conductivity => BattMo.Conductivity(), :Diffusivity => BattMo.Diffusivity(), :DmuDc => DmuDc(), :ChemCoef => ChemCoef(), :Charge => Charge(), :Mass => Mass()), OrderedCollections.OrderedDict{Symbol, Any}(:ECTransmissibilities => BattMo.ECTransmissibilities(), :Volume => BattMo.Volume(), :Temperature => Temperature(), :BruggemanCoefficient => BattMo.BruggemanCoefficient(), :VolumeFraction => BattMo.VolumeFraction()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => ConservationLaw{:Charge, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(19, 631, 1), TPFA{Int64}(20, 632, 1), TPFA{Int64}(21, 633, 1), TPFA{Int64}(22, 634, 1), TPFA{Int64}(23, 635, 1), TPFA{Int64}(24, 636, 1), TPFA{Int64}(25, 637, 1), TPFA{Int64}(26, 638, 1), TPFA{Int64}(27, 639, 1), TPFA{Int64}(28, 640, 1), TPFA{Int64}(29, 641, 1), TPFA{Int64}(30, 642, 1), TPFA{Int64}(31, 643, 1), TPFA{Int64}(32, 644, 1), TPFA{Int64}(33, 645, 1), TPFA{Int64}(34, 646, 1), TPFA{Int64}(35, 647, 1), TPFA{Int64}(36, 648, 1), TPFA{Int64}(37, 649, 1), TPFA{Int64}(38, 650, 1), TPFA{Int64}(39, 651, 1), TPFA{Int64}(40, 652, 1), TPFA{Int64}(41, 653, 1), TPFA{Int64}(42, 654, 1), TPFA{Int64}(43, 655, 1), TPFA{Int64}(44, 656, 1), TPFA{Int64}(45, 657, 1), TPFA{Int64}(46, 658, 1), TPFA{Int64}(47, 659, 1), TPFA{Int64}(48, 660, 1), TPFA{Int64}(49, 661, 1), TPFA{Int64}(50, 662, 1), TPFA{Int64}(51, 663, 1), TPFA{Int64}(52, 664, 1), TPFA{Int64}(53, 665, 1), TPFA{Int64}(54, 666, 1), TPFA{Int64}(55, 667, 1), TPFA{Int64}(56, 668, 1), TPFA{Int64}(57, 669, 1), TPFA{Int64}(58, 670, 1), TPFA{Int64}(59, 671, 1), TPFA{Int64}(60, 672, 1), TPFA{Int64}(61, 673, 1), TPFA{Int64}(62, 674, 1), TPFA{Int64}(63, 675, 1), TPFA{Int64}(64, 676, 1), TPFA{Int64}(65, 677, 1), TPFA{Int64}(66, 678, 1), TPFA{Int64}(67, 679, 1), TPFA{Int64}(68, 680, 1), TPFA{Int64}(69, 681, 1), TPFA{Int64}(70, 682, 1), TPFA{Int64}(71, 683, 1), TPFA{Int64}(72, 684, 1), TPFA{Int64}(73, 685, 1), TPFA{Int64}(74, 686, 1), TPFA{Int64}(75, 687, 1), TPFA{Int64}(76, 688, 1), TPFA{Int64}(77, 689, 1), TPFA{Int64}(78, 690, 1), TPFA{Int64}(79, 691, 1), TPFA{Int64}(80, 692, 1), TPFA{Int64}(81, 693, 1), TPFA{Int64}(82, 694, 1), TPFA{Int64}(83, 695, 1), TPFA{Int64}(84, 696, 1), TPFA{Int64}(85, 697, 1), TPFA{Int64}(86, 698, 1), TPFA{Int64}(87, 699, 1), TPFA{Int64}(88, 700, 1), TPFA{Int64}(89, 701, 1), TPFA{Int64}(90, 702, 1), TPFA{Int64}(91, 1, 1), TPFA{Int64}(92, 2, 1), TPFA{Int64}(93, 3, 1), TPFA{Int64}(94, 4, 1), TPFA{Int64}(95, 5, 1), TPFA{Int64}(96, 6, 1), TPFA{Int64}(97, 7, 1), TPFA{Int64}(98, 8, 1), TPFA{Int64}(99, 9, 1), TPFA{Int64}(100, 10, 1), TPFA{Int64}(101, 11, 1), TPFA{Int64}(102, 12, 1), TPFA{Int64}(103, 13, 1), TPFA{Int64}(104, 14, 1), TPFA{Int64}(105, 15, 1), TPFA{Int64}(106, 16, 1), TPFA{Int64}(107, 17, 1), TPFA{Int64}(108, 18, 1), TPFA{Int64}(109, 19, 1), TPFA{Int64}(110, 20, 1), TPFA{Int64}(111, 21, 1), TPFA{Int64}(112, 22, 1), TPFA{Int64}(113, 23, 1), TPFA{Int64}(114, 24, 1), TPFA{Int64}(115, 25, 1), TPFA{Int64}(116, 26, 1), TPFA{Int64}(117, 27, 1), TPFA{Int64}(118, 28, 1), TPFA{Int64}(119, 29, 1), TPFA{Int64}(120, 30, 1), TPFA{Int64}(121, 31, 1), TPFA{Int64}(122, 32, 1), TPFA{Int64}(123, 33, 1), TPFA{Int64}(124, 34, 1), TPFA{Int64}(125, 35, 1), TPFA{Int64}(126, 36, 1), TPFA{Int64}(127, 37, 1), TPFA{Int64}(128, 38, 1), TPFA{Int64}(129, 39, 1), TPFA{Int64}(130, 40, 1), TPFA{Int64}(131, 41, 1), TPFA{Int64}(132, 42, 1), TPFA{Int64}(133, 43, 1), TPFA{Int64}(134, 44, 1), TPFA{Int64}(135, 45, 1), TPFA{Int64}(136, 46, 1), TPFA{Int64}(137, 47, 1), TPFA{Int64}(138, 48, 1), TPFA{Int64}(139, 49, 1), TPFA{Int64}(140, 50, 1), TPFA{Int64}(141, 51, 1), TPFA{Int64}(142, 52, 1), TPFA{Int64}(143, 53, 1), TPFA{Int64}(144, 54, 1), TPFA{Int64}(145, 55, 1), TPFA{Int64}(146, 56, 1), TPFA{Int64}(147, 57, 1), TPFA{Int64}(148, 58, 1), TPFA{Int64}(149, 59, 1), TPFA{Int64}(150, 60, 1), TPFA{Int64}(151, 61, 1), TPFA{Int64}(152, 62, 1), TPFA{Int64}(153, 63, 1), TPFA{Int64}(154, 64, 1), TPFA{Int64}(155, 65, 1), TPFA{Int64}(156, 66, 1), TPFA{Int64}(157, 67, 1), TPFA{Int64}(158, 68, 1), TPFA{Int64}(159, 69, 1), TPFA{Int64}(160, 70, 1), TPFA{Int64}(161, 71, 1), TPFA{Int64}(162, 72, 1), TPFA{Int64}(163, 73, 1), TPFA{Int64}(164, 74, 1), TPFA{Int64}(165, 75, 1), TPFA{Int64}(166, 76, 1), TPFA{Int64}(167, 77, 1), TPFA{Int64}(168, 78, 1), TPFA{Int64}(169, 79, 1), TPFA{Int64}(170, 80, 1), TPFA{Int64}(171, 81, 1), TPFA{Int64}(172, 82, 1), TPFA{Int64}(173, 83, 1), TPFA{Int64}(174, 84, 1), TPFA{Int64}(175, 85, 1), TPFA{Int64}(176, 86, 1), TPFA{Int64}(177, 87, 1), TPFA{Int64}(178, 88, 1), TPFA{Int64}(179, 89, 1), TPFA{Int64}(180, 90, 1), TPFA{Int64}(181, 91, 1), TPFA{Int64}(182, 92, 1), TPFA{Int64}(183, 93, 1), TPFA{Int64}(184, 94, 1), TPFA{Int64}(185, 95, 1), TPFA{Int64}(186, 96, 1), TPFA{Int64}(187, 97, 1), TPFA{Int64}(188, 98, 1), TPFA{Int64}(189, 99, 1), TPFA{Int64}(190, 100, 1), TPFA{Int64}(191, 101, 1), TPFA{Int64}(192, 102, 1), TPFA{Int64}(193, 103, 1), TPFA{Int64}(194, 104, 1), TPFA{Int64}(195, 105, 1), TPFA{Int64}(196, 106, 1), TPFA{Int64}(197, 107, 1), TPFA{Int64}(198, 108, 1), TPFA{Int64}(199, 109, 1), TPFA{Int64}(200, 110, 1), TPFA{Int64}(201, 111, 1), TPFA{Int64}(202, 112, 1), TPFA{Int64}(203, 113, 1), TPFA{Int64}(204, 114, 1), TPFA{Int64}(205, 115, 1), TPFA{Int64}(206, 116, 1), TPFA{Int64}(207, 117, 1), TPFA{Int64}(208, 118, 1), TPFA{Int64}(209, 119, 1), TPFA{Int64}(210, 120, 1), TPFA{Int64}(211, 121, 1), TPFA{Int64}(212, 122, 1), TPFA{Int64}(213, 123, 1), TPFA{Int64}(214, 124, 1), TPFA{Int64}(215, 125, 1), TPFA{Int64}(216, 126, 1), TPFA{Int64}(217, 127, 1), TPFA{Int64}(218, 128, 1), TPFA{Int64}(219, 129, 1), TPFA{Int64}(220, 130, 1), TPFA{Int64}(221, 131, 1), TPFA{Int64}(222, 132, 1), TPFA{Int64}(223, 133, 1), TPFA{Int64}(224, 134, 1), TPFA{Int64}(225, 135, 1), TPFA{Int64}(226, 136, 1), TPFA{Int64}(227, 137, 1), TPFA{Int64}(228, 138, 1), TPFA{Int64}(229, 139, 1), TPFA{Int64}(230, 140, 1), TPFA{Int64}(231, 141, 1), TPFA{Int64}(232, 142, 1), TPFA{Int64}(233, 143, 1), TPFA{Int64}(234, 144, 1), TPFA{Int64}(235, 145, 1), TPFA{Int64}(236, 146, 1), TPFA{Int64}(237, 147, 1), TPFA{Int64}(238, 148, 1), TPFA{Int64}(239, 149, 1), TPFA{Int64}(240, 150, 1), TPFA{Int64}(241, 151, 1), TPFA{Int64}(242, 152, 1), TPFA{Int64}(243, 153, 1), TPFA{Int64}(244, 154, 1), TPFA{Int64}(245, 155, 1), TPFA{Int64}(246, 156, 1), TPFA{Int64}(247, 157, 1), TPFA{Int64}(248, 158, 1), TPFA{Int64}(249, 159, 1), TPFA{Int64}(250, 160, 1), TPFA{Int64}(251, 161, 1), TPFA{Int64}(252, 162, 1), TPFA{Int64}(253, 163, 1), TPFA{Int64}(254, 164, 1), TPFA{Int64}(255, 165, 1), TPFA{Int64}(256, 166, 1), TPFA{Int64}(257, 167, 1), TPFA{Int64}(258, 168, 1), TPFA{Int64}(259, 169, 1), TPFA{Int64}(260, 170, 1), TPFA{Int64}(261, 171, 1), TPFA{Int64}(262, 172, 1), TPFA{Int64}(263, 173, 1), TPFA{Int64}(264, 174, 1), TPFA{Int64}(265, 175, 1), TPFA{Int64}(266, 176, 1), TPFA{Int64}(267, 177, 1), TPFA{Int64}(268, 178, 1), TPFA{Int64}(269, 179, 1), TPFA{Int64}(270, 180, 1), TPFA{Int64}(271, 181, 1), TPFA{Int64}(272, 182, 1), TPFA{Int64}(273, 183, 1), TPFA{Int64}(274, 184, 1), TPFA{Int64}(275, 185, 1), TPFA{Int64}(276, 186, 1), TPFA{Int64}(277, 187, 1), TPFA{Int64}(278, 188, 1), TPFA{Int64}(279, 189, 1), TPFA{Int64}(280, 190, 1), TPFA{Int64}(281, 191, 1), TPFA{Int64}(282, 192, 1), TPFA{Int64}(283, 193, 1), TPFA{Int64}(284, 194, 1), TPFA{Int64}(285, 195, 1), TPFA{Int64}(286, 196, 1), TPFA{Int64}(287, 197, 1), TPFA{Int64}(288, 198, 1), TPFA{Int64}(289, 199, 1), TPFA{Int64}(290, 200, 1), TPFA{Int64}(291, 201, 1), TPFA{Int64}(292, 202, 1), TPFA{Int64}(293, 203, 1), TPFA{Int64}(294, 204, 1), TPFA{Int64}(295, 205, 1), TPFA{Int64}(296, 206, 1), TPFA{Int64}(297, 207, 1), TPFA{Int64}(298, 208, 1), TPFA{Int64}(299, 209, 1), TPFA{Int64}(300, 210, 1), TPFA{Int64}(301, 211, 1), TPFA{Int64}(302, 212, 1), TPFA{Int64}(303, 213, 1), TPFA{Int64}(304, 214, 1), TPFA{Int64}(305, 215, 1), TPFA{Int64}(306, 216, 1), TPFA{Int64}(307, 217, 1), TPFA{Int64}(308, 218, 1), TPFA{Int64}(309, 219, 1), TPFA{Int64}(310, 220, 1), TPFA{Int64}(311, 221, 1), TPFA{Int64}(312, 222, 1), TPFA{Int64}(313, 223, 1), TPFA{Int64}(314, 224, 1), TPFA{Int64}(315, 225, 1), TPFA{Int64}(316, 226, 1), TPFA{Int64}(317, 227, 1), TPFA{Int64}(318, 228, 1), TPFA{Int64}(319, 229, 1), TPFA{Int64}(320, 230, 1), TPFA{Int64}(321, 231, 1), TPFA{Int64}(322, 232, 1), TPFA{Int64}(323, 233, 1), TPFA{Int64}(324, 234, 1), TPFA{Int64}(325, 235, 1), TPFA{Int64}(326, 236, 1), TPFA{Int64}(327, 237, 1), TPFA{Int64}(328, 238, 1), TPFA{Int64}(329, 239, 1), TPFA{Int64}(330, 240, 1), TPFA{Int64}(331, 241, 1), TPFA{Int64}(332, 242, 1), TPFA{Int64}(333, 243, 1), TPFA{Int64}(334, 244, 1), TPFA{Int64}(335, 245, 1), TPFA{Int64}(336, 246, 1), TPFA{Int64}(337, 247, 1), TPFA{Int64}(338, 248, 1), TPFA{Int64}(339, 249, 1), TPFA{Int64}(340, 250, 1), TPFA{Int64}(341, 251, 1), TPFA{Int64}(342, 252, 1), TPFA{Int64}(343, 253, 1), TPFA{Int64}(344, 254, 1), TPFA{Int64}(345, 255, 1), TPFA{Int64}(346, 256, 1), TPFA{Int64}(347, 257, 1), TPFA{Int64}(348, 258, 1), TPFA{Int64}(349, 259, 1), TPFA{Int64}(350, 260, 1), TPFA{Int64}(351, 261, 1), TPFA{Int64}(352, 262, 1), TPFA{Int64}(353, 263, 1), TPFA{Int64}(354, 264, 1), TPFA{Int64}(355, 265, 1), TPFA{Int64}(356, 266, 1), TPFA{Int64}(357, 267, 1), TPFA{Int64}(358, 268, 1), TPFA{Int64}(359, 269, 1), TPFA{Int64}(360, 270, 1), TPFA{Int64}(361, 271, 1), TPFA{Int64}(362, 272, 1), TPFA{Int64}(363, 273, 1), TPFA{Int64}(364, 274, 1), TPFA{Int64}(365, 275, 1), TPFA{Int64}(366, 276, 1), TPFA{Int64}(367, 277, 1), TPFA{Int64}(368, 278, 1), TPFA{Int64}(369, 279, 1), TPFA{Int64}(370, 280, 1), TPFA{Int64}(371, 281, 1), TPFA{Int64}(372, 282, 1), TPFA{Int64}(373, 283, 1), TPFA{Int64}(374, 284, 1), TPFA{Int64}(375, 285, 1), TPFA{Int64}(376, 286, 1), TPFA{Int64}(377, 287, 1), TPFA{Int64}(378, 288, 1), TPFA{Int64}(379, 289, 1), TPFA{Int64}(380, 290, 1), TPFA{Int64}(381, 291, 1), TPFA{Int64}(382, 292, 1), TPFA{Int64}(383, 293, 1), TPFA{Int64}(384, 294, 1), TPFA{Int64}(385, 295, 1), TPFA{Int64}(386, 296, 1), TPFA{Int64}(387, 297, 1), TPFA{Int64}(388, 298, 1), TPFA{Int64}(389, 299, 1), TPFA{Int64}(390, 300, 1), TPFA{Int64}(391, 301, 1), TPFA{Int64}(392, 302, 1), TPFA{Int64}(393, 303, 1), TPFA{Int64}(394, 304, 1), TPFA{Int64}(395, 305, 1), TPFA{Int64}(396, 306, 1), TPFA{Int64}(397, 307, 1), TPFA{Int64}(398, 308, 1), TPFA{Int64}(399, 309, 1), TPFA{Int64}(400, 310, 1), TPFA{Int64}(401, 311, 1), TPFA{Int64}(402, 312, 1), TPFA{Int64}(403, 313, 1), TPFA{Int64}(404, 314, 1), TPFA{Int64}(405, 315, 1), TPFA{Int64}(406, 316, 1), TPFA{Int64}(407, 317, 1), TPFA{Int64}(408, 318, 1), TPFA{Int64}(409, 319, 1), TPFA{Int64}(410, 320, 1), TPFA{Int64}(411, 321, 1), TPFA{Int64}(412, 322, 1), TPFA{Int64}(413, 323, 1), TPFA{Int64}(414, 324, 1), TPFA{Int64}(415, 325, 1), TPFA{Int64}(416, 326, 1), TPFA{Int64}(417, 327, 1), TPFA{Int64}(418, 328, 1), TPFA{Int64}(419, 329, 1), TPFA{Int64}(420, 330, 1), TPFA{Int64}(421, 331, 1), TPFA{Int64}(422, 332, 1), TPFA{Int64}(423, 333, 1), TPFA{Int64}(424, 334, 1), TPFA{Int64}(425, 335, 1), TPFA{Int64}(426, 336, 1), TPFA{Int64}(427, 337, 1), TPFA{Int64}(428, 338, 1), TPFA{Int64}(429, 339, 1), TPFA{Int64}(430, 340, 1), TPFA{Int64}(431, 341, 1), TPFA{Int64}(432, 342, 1), TPFA{Int64}(433, 343, 1), TPFA{Int64}(434, 344, 1), TPFA{Int64}(435, 345, 1), TPFA{Int64}(436, 346, 1), TPFA{Int64}(437, 347, 1), TPFA{Int64}(438, 348, 1), TPFA{Int64}(439, 349, 1), TPFA{Int64}(440, 350, 1), TPFA{Int64}(441, 351, 1), TPFA{Int64}(442, 352, 1), TPFA{Int64}(443, 353, 1), TPFA{Int64}(444, 354, 1), TPFA{Int64}(445, 355, 1), TPFA{Int64}(446, 356, 1), TPFA{Int64}(447, 357, 1), TPFA{Int64}(448, 358, 1), TPFA{Int64}(449, 359, 1), TPFA{Int64}(450, 360, 1), TPFA{Int64}(451, 361, 1), TPFA{Int64}(452, 362, 1), TPFA{Int64}(453, 363, 1), TPFA{Int64}(454, 364, 1), TPFA{Int64}(455, 365, 1), TPFA{Int64}(456, 366, 1), TPFA{Int64}(457, 367, 1), TPFA{Int64}(458, 368, 1), TPFA{Int64}(459, 369, 1), TPFA{Int64}(460, 370, 1), TPFA{Int64}(461, 371, 1), TPFA{Int64}(462, 372, 1), TPFA{Int64}(463, 373, 1), TPFA{Int64}(464, 374, 1), TPFA{Int64}(465, 375, 1), TPFA{Int64}(466, 376, 1), TPFA{Int64}(467, 377, 1), TPFA{Int64}(468, 378, 1), TPFA{Int64}(469, 379, 1), TPFA{Int64}(470, 380, 1), TPFA{Int64}(471, 381, 1), TPFA{Int64}(472, 382, 1), TPFA{Int64}(473, 383, 1), TPFA{Int64}(474, 384, 1), TPFA{Int64}(475, 385, 1), TPFA{Int64}(476, 386, 1), TPFA{Int64}(477, 387, 1), TPFA{Int64}(478, 388, 1), TPFA{Int64}(479, 389, 1), TPFA{Int64}(480, 390, 1), TPFA{Int64}(481, 391, 1), TPFA{Int64}(482, 392, 1), TPFA{Int64}(483, 393, 1), TPFA{Int64}(484, 394, 1), TPFA{Int64}(485, 395, 1), TPFA{Int64}(486, 396, 1), TPFA{Int64}(487, 397, 1), TPFA{Int64}(488, 398, 1), TPFA{Int64}(489, 399, 1), TPFA{Int64}(490, 400, 1), TPFA{Int64}(491, 401, 1), TPFA{Int64}(492, 402, 1), TPFA{Int64}(493, 403, 1), TPFA{Int64}(494, 404, 1), TPFA{Int64}(495, 405, 1), TPFA{Int64}(496, 406, 1), TPFA{Int64}(497, 407, 1), TPFA{Int64}(498, 408, 1), TPFA{Int64}(499, 409, 1), TPFA{Int64}(500, 410, 1), TPFA{Int64}(501, 411, 1), TPFA{Int64}(502, 412, 1), TPFA{Int64}(503, 413, 1), TPFA{Int64}(504, 414, 1), TPFA{Int64}(505, 415, 1), TPFA{Int64}(506, 416, 1), TPFA{Int64}(507, 417, 1), TPFA{Int64}(508, 418, 1), TPFA{Int64}(509, 419, 1), TPFA{Int64}(510, 420, 1), TPFA{Int64}(511, 421, 1), TPFA{Int64}(512, 422, 1), TPFA{Int64}(513, 423, 1), TPFA{Int64}(514, 424, 1), TPFA{Int64}(515, 425, 1), TPFA{Int64}(516, 426, 1), TPFA{Int64}(517, 427, 1), TPFA{Int64}(518, 428, 1), TPFA{Int64}(519, 429, 1), TPFA{Int64}(520, 430, 1), TPFA{Int64}(521, 431, 1), TPFA{Int64}(522, 432, 1), TPFA{Int64}(523, 433, 1), TPFA{Int64}(524, 434, 1), TPFA{Int64}(525, 435, 1), TPFA{Int64}(526, 436, 1), TPFA{Int64}(527, 437, 1), TPFA{Int64}(528, 438, 1), TPFA{Int64}(529, 439, 1), TPFA{Int64}(530, 440, 1), TPFA{Int64}(531, 441, 1), TPFA{Int64}(532, 442, 1), TPFA{Int64}(533, 443, 1), TPFA{Int64}(534, 444, 1), TPFA{Int64}(535, 445, 1), TPFA{Int64}(536, 446, 1), TPFA{Int64}(537, 447, 1), TPFA{Int64}(538, 448, 1), TPFA{Int64}(539, 449, 1), TPFA{Int64}(540, 450, 1), TPFA{Int64}(541, 451, 1), TPFA{Int64}(542, 452, 1), TPFA{Int64}(543, 453, 1), TPFA{Int64}(544, 454, 1), TPFA{Int64}(545, 455, 1), TPFA{Int64}(546, 456, 1), TPFA{Int64}(547, 457, 1), TPFA{Int64}(548, 458, 1), TPFA{Int64}(549, 459, 1), TPFA{Int64}(550, 460, 1), TPFA{Int64}(551, 461, 1), TPFA{Int64}(552, 462, 1), TPFA{Int64}(553, 463, 1), TPFA{Int64}(554, 464, 1), TPFA{Int64}(555, 465, 1), TPFA{Int64}(556, 466, 1), TPFA{Int64}(557, 467, 1), TPFA{Int64}(558, 468, 1), TPFA{Int64}(559, 469, 1), TPFA{Int64}(560, 470, 1), TPFA{Int64}(561, 471, 1), TPFA{Int64}(562, 472, 1), TPFA{Int64}(563, 473, 1), TPFA{Int64}(564, 474, 1), TPFA{Int64}(565, 475, 1), TPFA{Int64}(566, 476, 1), TPFA{Int64}(567, 477, 1), TPFA{Int64}(568, 478, 1), TPFA{Int64}(569, 479, 1), TPFA{Int64}(570, 480, 1), TPFA{Int64}(571, 481, 1), TPFA{Int64}(572, 482, 1), TPFA{Int64}(573, 483, 1), TPFA{Int64}(574, 484, 1), TPFA{Int64}(575, 485, 1), TPFA{Int64}(576, 486, 1), TPFA{Int64}(577, 487, 1), TPFA{Int64}(578, 488, 1), TPFA{Int64}(579, 489, 1), TPFA{Int64}(580, 490, 1), TPFA{Int64}(581, 491, 1), TPFA{Int64}(582, 492, 1), TPFA{Int64}(583, 493, 1), TPFA{Int64}(584, 494, 1), TPFA{Int64}(585, 495, 1), TPFA{Int64}(586, 496, 1), TPFA{Int64}(587, 497, 1), TPFA{Int64}(588, 498, 1), TPFA{Int64}(589, 499, 1), TPFA{Int64}(590, 500, 1), TPFA{Int64}(591, 501, 1), TPFA{Int64}(592, 502, 1), TPFA{Int64}(593, 503, 1), TPFA{Int64}(594, 504, 1), TPFA{Int64}(595, 505, 1), TPFA{Int64}(596, 506, 1), TPFA{Int64}(597, 507, 1), TPFA{Int64}(598, 508, 1), TPFA{Int64}(599, 509, 1), TPFA{Int64}(600, 510, 1), TPFA{Int64}(601, 511, 1), TPFA{Int64}(602, 512, 1), TPFA{Int64}(603, 513, 1), TPFA{Int64}(604, 514, 1), TPFA{Int64}(605, 515, 1), TPFA{Int64}(606, 516, 1), TPFA{Int64}(607, 517, 1), TPFA{Int64}(608, 518, 1), TPFA{Int64}(609, 519, 1), TPFA{Int64}(610, 520, 1), TPFA{Int64}(611, 521, 1), TPFA{Int64}(612, 522, 1), TPFA{Int64}(613, 523, 1), TPFA{Int64}(614, 524, 1), TPFA{Int64}(615, 525, 1), TPFA{Int64}(616, 526, 1), TPFA{Int64}(617, 527, 1), TPFA{Int64}(618, 528, 1), TPFA{Int64}(619, 529, 1), TPFA{Int64}(620, 530, 1), TPFA{Int64}(621, 531, 1), TPFA{Int64}(622, 532, 1), TPFA{Int64}(623, 533, 1), TPFA{Int64}(624, 534, 1), TPFA{Int64}(625, 535, 1), TPFA{Int64}(626, 536, 1), TPFA{Int64}(627, 537, 1), TPFA{Int64}(628, 538, 1), TPFA{Int64}(629, 539, 1), TPFA{Int64}(630, 540, 1), TPFA{Int64}(631, 541, 1), TPFA{Int64}(632, 542, 1), TPFA{Int64}(633, 543, 1), TPFA{Int64}(634, 544, 1), TPFA{Int64}(635, 545, 1), TPFA{Int64}(636, 546, 1), TPFA{Int64}(637, 547, 1), TPFA{Int64}(638, 548, 1), TPFA{Int64}(639, 549, 1), TPFA{Int64}(640, 550, 1), TPFA{Int64}(641, 551, 1), TPFA{Int64}(642, 552, 1), TPFA{Int64}(643, 553, 1), TPFA{Int64}(644, 554, 1), TPFA{Int64}(645, 555, 1), TPFA{Int64}(646, 556, 1), TPFA{Int64}(647, 557, 1), TPFA{Int64}(648, 558, 1), TPFA{Int64}(649, 559, 1), TPFA{Int64}(650, 560, 1), TPFA{Int64}(651, 561, 1), TPFA{Int64}(652, 562, 1), TPFA{Int64}(653, 563, 1), TPFA{Int64}(654, 564, 1), TPFA{Int64}(655, 565, 1), TPFA{Int64}(656, 566, 1), TPFA{Int64}(657, 567, 1), TPFA{Int64}(658, 568, 1), TPFA{Int64}(659, 569, 1), TPFA{Int64}(660, 570, 1), TPFA{Int64}(661, 571, 1), TPFA{Int64}(662, 572, 1), TPFA{Int64}(663, 573, 1), TPFA{Int64}(664, 574, 1), TPFA{Int64}(665, 575, 1), TPFA{Int64}(666, 576, 1), TPFA{Int64}(667, 577, 1), TPFA{Int64}(668, 578, 1), TPFA{Int64}(669, 579, 1), TPFA{Int64}(670, 580, 1), TPFA{Int64}(671, 581, 1), TPFA{Int64}(672, 582, 1), TPFA{Int64}(673, 583, 1), TPFA{Int64}(674, 584, 1), TPFA{Int64}(675, 585, 1), TPFA{Int64}(676, 586, 1), TPFA{Int64}(677, 587, 1), TPFA{Int64}(678, 588, 1), TPFA{Int64}(679, 589, 1), TPFA{Int64}(680, 590, 1), TPFA{Int64}(681, 591, 1), TPFA{Int64}(682, 592, 1), TPFA{Int64}(683, 593, 1), TPFA{Int64}(684, 594, 1), TPFA{Int64}(685, 595, 1), TPFA{Int64}(686, 596, 1), TPFA{Int64}(687, 597, 1), TPFA{Int64}(688, 598, 1), TPFA{Int64}(689, 599, 1), TPFA{Int64}(690, 600, 1), TPFA{Int64}(691, 601, 1), TPFA{Int64}(692, 602, 1), TPFA{Int64}(693, 603, 1), TPFA{Int64}(694, 604, 1), TPFA{Int64}(695, 605, 1), TPFA{Int64}(696, 606, 1), TPFA{Int64}(697, 607, 1), TPFA{Int64}(698, 608, 1), TPFA{Int64}(699, 609, 1), TPFA{Int64}(700, 610, 1), TPFA{Int64}(701, 611, 1), TPFA{Int64}(702, 612, 1), TPFA{Int64}(703, 613, 1), TPFA{Int64}(704, 614, 1), TPFA{Int64}(705, 615, 1), TPFA{Int64}(706, 616, 1), TPFA{Int64}(707, 617, 1), TPFA{Int64}(708, 618, 1), TPFA{Int64}(709, 619, 1), TPFA{Int64}(710, 620, 1), TPFA{Int64}(711, 621, 1), TPFA{Int64}(712, 622, 1), TPFA{Int64}(713, 623, 1), TPFA{Int64}(714, 624, 1), TPFA{Int64}(715, 625, 1), TPFA{Int64}(716, 626, 1), TPFA{Int64}(717, 627, 1), TPFA{Int64}(718, 628, 1), TPFA{Int64}(719, 629, 1), TPFA{Int64}(720, 630, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(6, 7, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(9, 10, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(15, 16, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(18, 19, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(24, 25, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(27, 28, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(33, 34, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(36, 37, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(42, 43, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(45, 46, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(51, 52, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(54, 55, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(60, 61, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(63, 64, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(69, 70, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(72, 73, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(78, 79, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(81, 82, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(87, 88, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(96, 97, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(99, 100, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(105, 106, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(108, 109, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(114, 115, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(117, 118, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(123, 124, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(126, 127, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(132, 133, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(135, 136, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(141, 142, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(144, 145, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(150, 151, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(153, 154, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(159, 160, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(162, 163, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(168, 169, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(171, 172, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(177, 178, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(186, 187, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(189, 190, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(195, 196, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(198, 199, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(204, 205, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(207, 208, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(213, 214, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(216, 217, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(222, 223, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(225, 226, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(231, 232, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(234, 235, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(240, 241, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(243, 244, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(249, 250, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(252, 253, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(258, 259, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(261, 262, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(267, 268, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(276, 277, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(279, 280, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(285, 286, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(288, 289, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(294, 295, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(297, 298, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(303, 304, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(306, 307, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(312, 313, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(315, 316, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(321, 322, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(324, 325, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(330, 331, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(333, 334, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(339, 340, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(342, 343, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(348, 349, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(351, 352, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(357, 358, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(366, 367, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(369, 370, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(375, 376, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(378, 379, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(384, 385, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(387, 388, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(393, 394, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(396, 397, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(402, 403, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(405, 406, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(411, 412, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(414, 415, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(420, 421, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(423, 424, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(429, 430, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(432, 433, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(438, 439, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(441, 442, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(447, 448, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(456, 457, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(459, 460, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(465, 466, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(468, 469, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(474, 475, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(477, 478, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(481, 482, 1), TPFA{Int64}(482, 483, 1), TPFA{Int64}(483, 484, 1), TPFA{Int64}(484, 485, 1), TPFA{Int64}(485, 486, 1), TPFA{Int64}(486, 487, 1), TPFA{Int64}(487, 488, 1), TPFA{Int64}(488, 489, 1), TPFA{Int64}(490, 491, 1), TPFA{Int64}(491, 492, 1), TPFA{Int64}(492, 493, 1), TPFA{Int64}(493, 494, 1), TPFA{Int64}(494, 495, 1), TPFA{Int64}(495, 496, 1), TPFA{Int64}(496, 497, 1), TPFA{Int64}(497, 498, 1), TPFA{Int64}(499, 500, 1), TPFA{Int64}(500, 501, 1), TPFA{Int64}(501, 502, 1), TPFA{Int64}(502, 503, 1), TPFA{Int64}(503, 504, 1), TPFA{Int64}(504, 505, 1), TPFA{Int64}(505, 506, 1), TPFA{Int64}(506, 507, 1), TPFA{Int64}(508, 509, 1), TPFA{Int64}(509, 510, 1), TPFA{Int64}(510, 511, 1), TPFA{Int64}(511, 512, 1), TPFA{Int64}(512, 513, 1), TPFA{Int64}(513, 514, 1), TPFA{Int64}(514, 515, 1), TPFA{Int64}(515, 516, 1), TPFA{Int64}(517, 518, 1), TPFA{Int64}(518, 519, 1), TPFA{Int64}(519, 520, 1), TPFA{Int64}(520, 521, 1), TPFA{Int64}(521, 522, 1), TPFA{Int64}(522, 523, 1), TPFA{Int64}(523, 524, 1), TPFA{Int64}(524, 525, 1), TPFA{Int64}(526, 527, 1), TPFA{Int64}(527, 528, 1), TPFA{Int64}(528, 529, 1), TPFA{Int64}(529, 530, 1), TPFA{Int64}(530, 531, 1), TPFA{Int64}(531, 532, 1), TPFA{Int64}(532, 533, 1), TPFA{Int64}(533, 534, 1), TPFA{Int64}(535, 536, 1), TPFA{Int64}(536, 537, 1), TPFA{Int64}(537, 538, 1), TPFA{Int64}(538, 539, 1), TPFA{Int64}(539, 540, 1), TPFA{Int64}(541, 542, 1), TPFA{Int64}(542, 543, 1), TPFA{Int64}(544, 545, 1), TPFA{Int64}(545, 546, 1), TPFA{Int64}(546, 547, 1), TPFA{Int64}(547, 548, 1), TPFA{Int64}(548, 549, 1), TPFA{Int64}(549, 550, 1), TPFA{Int64}(550, 551, 1), TPFA{Int64}(551, 552, 1), TPFA{Int64}(553, 554, 1), TPFA{Int64}(554, 555, 1), TPFA{Int64}(555, 556, 1), TPFA{Int64}(556, 557, 1), TPFA{Int64}(557, 558, 1), TPFA{Int64}(558, 559, 1), TPFA{Int64}(559, 560, 1), TPFA{Int64}(560, 561, 1), TPFA{Int64}(562, 563, 1), TPFA{Int64}(563, 564, 1), TPFA{Int64}(564, 565, 1), TPFA{Int64}(565, 566, 1), TPFA{Int64}(566, 567, 1), TPFA{Int64}(567, 568, 1), TPFA{Int64}(568, 569, 1), TPFA{Int64}(569, 570, 1), TPFA{Int64}(571, 572, 1), TPFA{Int64}(572, 573, 1), TPFA{Int64}(573, 574, 1), TPFA{Int64}(574, 575, 1), TPFA{Int64}(575, 576, 1), TPFA{Int64}(576, 577, 1), TPFA{Int64}(577, 578, 1), TPFA{Int64}(578, 579, 1), TPFA{Int64}(580, 581, 1), TPFA{Int64}(581, 582, 1), TPFA{Int64}(582, 583, 1), TPFA{Int64}(583, 584, 1), TPFA{Int64}(584, 585, 1), TPFA{Int64}(585, 586, 1), TPFA{Int64}(586, 587, 1), TPFA{Int64}(587, 588, 1), TPFA{Int64}(589, 590, 1), TPFA{Int64}(590, 591, 1), TPFA{Int64}(591, 592, 1), TPFA{Int64}(592, 593, 1), TPFA{Int64}(593, 594, 1), TPFA{Int64}(594, 595, 1), TPFA{Int64}(595, 596, 1), TPFA{Int64}(596, 597, 1), TPFA{Int64}(598, 599, 1), TPFA{Int64}(599, 600, 1), TPFA{Int64}(600, 601, 1), TPFA{Int64}(601, 602, 1), TPFA{Int64}(602, 603, 1), TPFA{Int64}(603, 604, 1), TPFA{Int64}(604, 605, 1), TPFA{Int64}(605, 606, 1), TPFA{Int64}(607, 608, 1), TPFA{Int64}(608, 609, 1), TPFA{Int64}(609, 610, 1), TPFA{Int64}(610, 611, 1), TPFA{Int64}(611, 612, 1), TPFA{Int64}(612, 613, 1), TPFA{Int64}(613, 614, 1), TPFA{Int64}(614, 615, 1), TPFA{Int64}(616, 617, 1), TPFA{Int64}(617, 618, 1), TPFA{Int64}(618, 619, 1), TPFA{Int64}(619, 620, 1), TPFA{Int64}(620, 621, 1), TPFA{Int64}(621, 622, 1), TPFA{Int64}(622, 623, 1), TPFA{Int64}(623, 624, 1), TPFA{Int64}(625, 626, 1), TPFA{Int64}(626, 627, 1), TPFA{Int64}(627, 628, 1), TPFA{Int64}(628, 629, 1), TPFA{Int64}(629, 630, 1), TPFA{Int64}(631, 632, 1), TPFA{Int64}(632, 633, 1), TPFA{Int64}(634, 635, 1), TPFA{Int64}(635, 636, 1), TPFA{Int64}(636, 637, 1), TPFA{Int64}(637, 638, 1), TPFA{Int64}(638, 639, 1), TPFA{Int64}(639, 640, 1), TPFA{Int64}(640, 641, 1), TPFA{Int64}(641, 642, 1), TPFA{Int64}(643, 644, 1), TPFA{Int64}(644, 645, 1), TPFA{Int64}(645, 646, 1), TPFA{Int64}(646, 647, 1), TPFA{Int64}(647, 648, 1), TPFA{Int64}(648, 649, 1), TPFA{Int64}(649, 650, 1), TPFA{Int64}(650, 651, 1), TPFA{Int64}(652, 653, 1), TPFA{Int64}(653, 654, 1), TPFA{Int64}(654, 655, 1), TPFA{Int64}(655, 656, 1), TPFA{Int64}(656, 657, 1), TPFA{Int64}(657, 658, 1), TPFA{Int64}(658, 659, 1), TPFA{Int64}(659, 660, 1), TPFA{Int64}(661, 662, 1), TPFA{Int64}(662, 663, 1), TPFA{Int64}(663, 664, 1), TPFA{Int64}(664, 665, 1), TPFA{Int64}(665, 666, 1), TPFA{Int64}(666, 667, 1), TPFA{Int64}(667, 668, 1), TPFA{Int64}(668, 669, 1), TPFA{Int64}(670, 671, 1), TPFA{Int64}(671, 672, 1), TPFA{Int64}(672, 673, 1), TPFA{Int64}(673, 674, 1), TPFA{Int64}(674, 675, 1), TPFA{Int64}(675, 676, 1), TPFA{Int64}(676, 677, 1), TPFA{Int64}(677, 678, 1), TPFA{Int64}(679, 680, 1), TPFA{Int64}(680, 681, 1), TPFA{Int64}(681, 682, 1), TPFA{Int64}(682, 683, 1), TPFA{Int64}(683, 684, 1), TPFA{Int64}(684, 685, 1), TPFA{Int64}(685, 686, 1), TPFA{Int64}(686, 687, 1), TPFA{Int64}(688, 689, 1), TPFA{Int64}(689, 690, 1), TPFA{Int64}(690, 691, 1), TPFA{Int64}(691, 692, 1), TPFA{Int64}(692, 693, 1), TPFA{Int64}(693, 694, 1), TPFA{Int64}(694, 695, 1), TPFA{Int64}(695, 696, 1), TPFA{Int64}(697, 698, 1), TPFA{Int64}(698, 699, 1), TPFA{Int64}(699, 700, 1), TPFA{Int64}(700, 701, 1), TPFA{Int64}(701, 702, 1), TPFA{Int64}(702, 703, 1), TPFA{Int64}(703, 704, 1), TPFA{Int64}(704, 705, 1), TPFA{Int64}(706, 707, 1), TPFA{Int64}(707, 708, 1), TPFA{Int64}(708, 709, 1), TPFA{Int64}(709, 710, 1), TPFA{Int64}(710, 711, 1), TPFA{Int64}(711, 712, 1), TPFA{Int64}(712, 713, 1), TPFA{Int64}(713, 714, 1), TPFA{Int64}(715, 716, 1), TPFA{Int64}(716, 717, 1), TPFA{Int64}(717, 718, 1), TPFA{Int64}(718, 719, 1), TPFA{Int64}(719, 720, 1), TPFA{Int64}(739, 1351, 1), TPFA{Int64}(740, 1352, 1), TPFA{Int64}(741, 1353, 1), TPFA{Int64}(742, 1354, 1), TPFA{Int64}(743, 1355, 1), TPFA{Int64}(744, 1356, 1), TPFA{Int64}(745, 1357, 1), TPFA{Int64}(746, 1358, 1), TPFA{Int64}(747, 1359, 1), TPFA{Int64}(748, 1360, 1), TPFA{Int64}(749, 1361, 1), TPFA{Int64}(750, 1362, 1), TPFA{Int64}(751, 1363, 1), TPFA{Int64}(752, 1364, 1), TPFA{Int64}(753, 1365, 1), TPFA{Int64}(754, 1366, 1), TPFA{Int64}(755, 1367, 1), TPFA{Int64}(756, 1368, 1), TPFA{Int64}(757, 1369, 1), TPFA{Int64}(758, 1370, 1), TPFA{Int64}(759, 1371, 1), TPFA{Int64}(760, 1372, 1), TPFA{Int64}(761, 1373, 1), TPFA{Int64}(762, 1374, 1), TPFA{Int64}(763, 1375, 1), TPFA{Int64}(764, 1376, 1), TPFA{Int64}(765, 1377, 1), TPFA{Int64}(766, 1378, 1), TPFA{Int64}(767, 1379, 1), TPFA{Int64}(768, 1380, 1), TPFA{Int64}(769, 1381, 1), TPFA{Int64}(770, 1382, 1), TPFA{Int64}(771, 1383, 1), TPFA{Int64}(772, 1384, 1), TPFA{Int64}(773, 1385, 1), TPFA{Int64}(774, 1386, 1), TPFA{Int64}(775, 1387, 1), TPFA{Int64}(776, 1388, 1), TPFA{Int64}(777, 1389, 1), TPFA{Int64}(778, 1390, 1), TPFA{Int64}(779, 1391, 1), TPFA{Int64}(780, 1392, 1), TPFA{Int64}(781, 1393, 1), TPFA{Int64}(782, 1394, 1), TPFA{Int64}(783, 1395, 1), TPFA{Int64}(784, 1396, 1), TPFA{Int64}(785, 1397, 1), TPFA{Int64}(786, 1398, 1), TPFA{Int64}(787, 1399, 1), TPFA{Int64}(788, 1400, 1), TPFA{Int64}(789, 1401, 1), TPFA{Int64}(790, 1402, 1), TPFA{Int64}(791, 1403, 1), TPFA{Int64}(792, 1404, 1), TPFA{Int64}(793, 1405, 1), TPFA{Int64}(794, 1406, 1), TPFA{Int64}(795, 1407, 1), TPFA{Int64}(796, 1408, 1), TPFA{Int64}(797, 1409, 1), TPFA{Int64}(798, 1410, 1), TPFA{Int64}(799, 1411, 1), TPFA{Int64}(800, 1412, 1), TPFA{Int64}(801, 1413, 1), TPFA{Int64}(802, 1414, 1), TPFA{Int64}(803, 1415, 1), TPFA{Int64}(804, 1416, 1), TPFA{Int64}(805, 1417, 1), TPFA{Int64}(806, 1418, 1), TPFA{Int64}(807, 1419, 1), TPFA{Int64}(808, 1420, 1), TPFA{Int64}(809, 1421, 1), TPFA{Int64}(810, 1422, 1), TPFA{Int64}(811, 721, 1), TPFA{Int64}(812, 722, 1), TPFA{Int64}(813, 723, 1), TPFA{Int64}(814, 724, 1), TPFA{Int64}(815, 725, 1), TPFA{Int64}(816, 726, 1), TPFA{Int64}(817, 727, 1), TPFA{Int64}(818, 728, 1), TPFA{Int64}(819, 729, 1), TPFA{Int64}(820, 730, 1), TPFA{Int64}(821, 731, 1), TPFA{Int64}(822, 732, 1), TPFA{Int64}(823, 733, 1), TPFA{Int64}(824, 734, 1), TPFA{Int64}(825, 735, 1), TPFA{Int64}(826, 736, 1), TPFA{Int64}(827, 737, 1), TPFA{Int64}(828, 738, 1), TPFA{Int64}(829, 739, 1), TPFA{Int64}(830, 740, 1), TPFA{Int64}(831, 741, 1), TPFA{Int64}(832, 742, 1), TPFA{Int64}(833, 743, 1), TPFA{Int64}(834, 744, 1), TPFA{Int64}(835, 745, 1), TPFA{Int64}(836, 746, 1), TPFA{Int64}(837, 747, 1), TPFA{Int64}(838, 748, 1), TPFA{Int64}(839, 749, 1), TPFA{Int64}(840, 750, 1), TPFA{Int64}(841, 751, 1), TPFA{Int64}(842, 752, 1), TPFA{Int64}(843, 753, 1), TPFA{Int64}(844, 754, 1), TPFA{Int64}(845, 755, 1), TPFA{Int64}(846, 756, 1), TPFA{Int64}(847, 757, 1), TPFA{Int64}(848, 758, 1), TPFA{Int64}(849, 759, 1), TPFA{Int64}(850, 760, 1), TPFA{Int64}(851, 761, 1), TPFA{Int64}(852, 762, 1), TPFA{Int64}(853, 763, 1), TPFA{Int64}(854, 764, 1), TPFA{Int64}(855, 765, 1), TPFA{Int64}(856, 766, 1), TPFA{Int64}(857, 767, 1), TPFA{Int64}(858, 768, 1), TPFA{Int64}(859, 769, 1), TPFA{Int64}(860, 770, 1), TPFA{Int64}(861, 771, 1), TPFA{Int64}(862, 772, 1), TPFA{Int64}(863, 773, 1), TPFA{Int64}(864, 774, 1), TPFA{Int64}(865, 775, 1), TPFA{Int64}(866, 776, 1), TPFA{Int64}(867, 777, 1), TPFA{Int64}(868, 778, 1), TPFA{Int64}(869, 779, 1), TPFA{Int64}(870, 780, 1), TPFA{Int64}(871, 781, 1), TPFA{Int64}(872, 782, 1), TPFA{Int64}(873, 783, 1), TPFA{Int64}(874, 784, 1), TPFA{Int64}(875, 785, 1), TPFA{Int64}(876, 786, 1), TPFA{Int64}(877, 787, 1), TPFA{Int64}(878, 788, 1), TPFA{Int64}(879, 789, 1), TPFA{Int64}(880, 790, 1), TPFA{Int64}(881, 791, 1), TPFA{Int64}(882, 792, 1), TPFA{Int64}(883, 793, 1), TPFA{Int64}(884, 794, 1), TPFA{Int64}(885, 795, 1), TPFA{Int64}(886, 796, 1), TPFA{Int64}(887, 797, 1), TPFA{Int64}(888, 798, 1), TPFA{Int64}(889, 799, 1), TPFA{Int64}(890, 800, 1), TPFA{Int64}(891, 801, 1), TPFA{Int64}(892, 802, 1), TPFA{Int64}(893, 803, 1), TPFA{Int64}(894, 804, 1), TPFA{Int64}(895, 805, 1), TPFA{Int64}(896, 806, 1), TPFA{Int64}(897, 807, 1), TPFA{Int64}(898, 808, 1), TPFA{Int64}(899, 809, 1), TPFA{Int64}(900, 810, 1), TPFA{Int64}(901, 811, 1), TPFA{Int64}(902, 812, 1), TPFA{Int64}(903, 813, 1), TPFA{Int64}(904, 814, 1), TPFA{Int64}(905, 815, 1), TPFA{Int64}(906, 816, 1), TPFA{Int64}(907, 817, 1), TPFA{Int64}(908, 818, 1), TPFA{Int64}(909, 819, 1), TPFA{Int64}(910, 820, 1), TPFA{Int64}(911, 821, 1), TPFA{Int64}(912, 822, 1), TPFA{Int64}(913, 823, 1), TPFA{Int64}(914, 824, 1), TPFA{Int64}(915, 825, 1), TPFA{Int64}(916, 826, 1), TPFA{Int64}(917, 827, 1), TPFA{Int64}(918, 828, 1), TPFA{Int64}(919, 829, 1), TPFA{Int64}(920, 830, 1), TPFA{Int64}(921, 831, 1), TPFA{Int64}(922, 832, 1), TPFA{Int64}(923, 833, 1), TPFA{Int64}(924, 834, 1), TPFA{Int64}(925, 835, 1), TPFA{Int64}(926, 836, 1), TPFA{Int64}(927, 837, 1), TPFA{Int64}(928, 838, 1), TPFA{Int64}(929, 839, 1), TPFA{Int64}(930, 840, 1), TPFA{Int64}(931, 841, 1), TPFA{Int64}(932, 842, 1), TPFA{Int64}(933, 843, 1), TPFA{Int64}(934, 844, 1), TPFA{Int64}(935, 845, 1), TPFA{Int64}(936, 846, 1), TPFA{Int64}(937, 847, 1), TPFA{Int64}(938, 848, 1), TPFA{Int64}(939, 849, 1), TPFA{Int64}(940, 850, 1), TPFA{Int64}(941, 851, 1), TPFA{Int64}(942, 852, 1), TPFA{Int64}(943, 853, 1), TPFA{Int64}(944, 854, 1), TPFA{Int64}(945, 855, 1), TPFA{Int64}(946, 856, 1), TPFA{Int64}(947, 857, 1), TPFA{Int64}(948, 858, 1), TPFA{Int64}(949, 859, 1), TPFA{Int64}(950, 860, 1), TPFA{Int64}(951, 861, 1), TPFA{Int64}(952, 862, 1), TPFA{Int64}(953, 863, 1), TPFA{Int64}(954, 864, 1), TPFA{Int64}(955, 865, 1), TPFA{Int64}(956, 866, 1), TPFA{Int64}(957, 867, 1), TPFA{Int64}(958, 868, 1), TPFA{Int64}(959, 869, 1), TPFA{Int64}(960, 870, 1), TPFA{Int64}(961, 871, 1), TPFA{Int64}(962, 872, 1), TPFA{Int64}(963, 873, 1), TPFA{Int64}(964, 874, 1), TPFA{Int64}(965, 875, 1), TPFA{Int64}(966, 876, 1), TPFA{Int64}(967, 877, 1), TPFA{Int64}(968, 878, 1), TPFA{Int64}(969, 879, 1), TPFA{Int64}(970, 880, 1), TPFA{Int64}(971, 881, 1), TPFA{Int64}(972, 882, 1), TPFA{Int64}(973, 883, 1), TPFA{Int64}(974, 884, 1), TPFA{Int64}(975, 885, 1), TPFA{Int64}(976, 886, 1), TPFA{Int64}(977, 887, 1), TPFA{Int64}(978, 888, 1), TPFA{Int64}(979, 889, 1), TPFA{Int64}(980, 890, 1), TPFA{Int64}(981, 891, 1), TPFA{Int64}(982, 892, 1), TPFA{Int64}(983, 893, 1), TPFA{Int64}(984, 894, 1), TPFA{Int64}(985, 895, 1), TPFA{Int64}(986, 896, 1), TPFA{Int64}(987, 897, 1), TPFA{Int64}(988, 898, 1), TPFA{Int64}(989, 899, 1), TPFA{Int64}(990, 900, 1), TPFA{Int64}(991, 901, 1), TPFA{Int64}(992, 902, 1), TPFA{Int64}(993, 903, 1), TPFA{Int64}(994, 904, 1), TPFA{Int64}(995, 905, 1), TPFA{Int64}(996, 906, 1), TPFA{Int64}(997, 907, 1), TPFA{Int64}(998, 908, 1), TPFA{Int64}(999, 909, 1), TPFA{Int64}(1000, 910, 1), TPFA{Int64}(1001, 911, 1), TPFA{Int64}(1002, 912, 1), TPFA{Int64}(1003, 913, 1), TPFA{Int64}(1004, 914, 1), TPFA{Int64}(1005, 915, 1), TPFA{Int64}(1006, 916, 1), TPFA{Int64}(1007, 917, 1), TPFA{Int64}(1008, 918, 1), TPFA{Int64}(1009, 919, 1), TPFA{Int64}(1010, 920, 1), TPFA{Int64}(1011, 921, 1), TPFA{Int64}(1012, 922, 1), TPFA{Int64}(1013, 923, 1), TPFA{Int64}(1014, 924, 1), TPFA{Int64}(1015, 925, 1), TPFA{Int64}(1016, 926, 1), TPFA{Int64}(1017, 927, 1), TPFA{Int64}(1018, 928, 1), TPFA{Int64}(1019, 929, 1), TPFA{Int64}(1020, 930, 1), TPFA{Int64}(1021, 931, 1), TPFA{Int64}(1022, 932, 1), TPFA{Int64}(1023, 933, 1), TPFA{Int64}(1024, 934, 1), TPFA{Int64}(1025, 935, 1), TPFA{Int64}(1026, 936, 1), TPFA{Int64}(1027, 937, 1), TPFA{Int64}(1028, 938, 1), TPFA{Int64}(1029, 939, 1), TPFA{Int64}(1030, 940, 1), TPFA{Int64}(1031, 941, 1), TPFA{Int64}(1032, 942, 1), TPFA{Int64}(1033, 943, 1), TPFA{Int64}(1034, 944, 1), TPFA{Int64}(1035, 945, 1), TPFA{Int64}(1036, 946, 1), TPFA{Int64}(1037, 947, 1), TPFA{Int64}(1038, 948, 1), TPFA{Int64}(1039, 949, 1), TPFA{Int64}(1040, 950, 1), TPFA{Int64}(1041, 951, 1), TPFA{Int64}(1042, 952, 1), TPFA{Int64}(1043, 953, 1), TPFA{Int64}(1044, 954, 1), TPFA{Int64}(1045, 955, 1), TPFA{Int64}(1046, 956, 1), TPFA{Int64}(1047, 957, 1), TPFA{Int64}(1048, 958, 1), TPFA{Int64}(1049, 959, 1), TPFA{Int64}(1050, 960, 1), TPFA{Int64}(1051, 961, 1), TPFA{Int64}(1052, 962, 1), TPFA{Int64}(1053, 963, 1), TPFA{Int64}(1054, 964, 1), TPFA{Int64}(1055, 965, 1), TPFA{Int64}(1056, 966, 1), TPFA{Int64}(1057, 967, 1), TPFA{Int64}(1058, 968, 1), TPFA{Int64}(1059, 969, 1), TPFA{Int64}(1060, 970, 1), TPFA{Int64}(1061, 971, 1), TPFA{Int64}(1062, 972, 1), TPFA{Int64}(1063, 973, 1), TPFA{Int64}(1064, 974, 1), TPFA{Int64}(1065, 975, 1), TPFA{Int64}(1066, 976, 1), TPFA{Int64}(1067, 977, 1), TPFA{Int64}(1068, 978, 1), TPFA{Int64}(1069, 979, 1), TPFA{Int64}(1070, 980, 1), TPFA{Int64}(1071, 981, 1), TPFA{Int64}(1072, 982, 1), TPFA{Int64}(1073, 983, 1), TPFA{Int64}(1074, 984, 1), TPFA{Int64}(1075, 985, 1), TPFA{Int64}(1076, 986, 1), TPFA{Int64}(1077, 987, 1), TPFA{Int64}(1078, 988, 1), TPFA{Int64}(1079, 989, 1), TPFA{Int64}(1080, 990, 1), TPFA{Int64}(1081, 991, 1), TPFA{Int64}(1082, 992, 1), TPFA{Int64}(1083, 993, 1), TPFA{Int64}(1084, 994, 1), TPFA{Int64}(1085, 995, 1), TPFA{Int64}(1086, 996, 1), TPFA{Int64}(1087, 997, 1), TPFA{Int64}(1088, 998, 1), TPFA{Int64}(1089, 999, 1), TPFA{Int64}(1090, 1000, 1), TPFA{Int64}(1091, 1001, 1), TPFA{Int64}(1092, 1002, 1), TPFA{Int64}(1093, 1003, 1), TPFA{Int64}(1094, 1004, 1), TPFA{Int64}(1095, 1005, 1), TPFA{Int64}(1096, 1006, 1), TPFA{Int64}(1097, 1007, 1), TPFA{Int64}(1098, 1008, 1), TPFA{Int64}(1099, 1009, 1), TPFA{Int64}(1100, 1010, 1), TPFA{Int64}(1101, 1011, 1), TPFA{Int64}(1102, 1012, 1), TPFA{Int64}(1103, 1013, 1), TPFA{Int64}(1104, 1014, 1), TPFA{Int64}(1105, 1015, 1), TPFA{Int64}(1106, 1016, 1), TPFA{Int64}(1107, 1017, 1), TPFA{Int64}(1108, 1018, 1), TPFA{Int64}(1109, 1019, 1), TPFA{Int64}(1110, 1020, 1), TPFA{Int64}(1111, 1021, 1), TPFA{Int64}(1112, 1022, 1), TPFA{Int64}(1113, 1023, 1), TPFA{Int64}(1114, 1024, 1), TPFA{Int64}(1115, 1025, 1), TPFA{Int64}(1116, 1026, 1), TPFA{Int64}(1117, 1027, 1), TPFA{Int64}(1118, 1028, 1), TPFA{Int64}(1119, 1029, 1), TPFA{Int64}(1120, 1030, 1), TPFA{Int64}(1121, 1031, 1), TPFA{Int64}(1122, 1032, 1), TPFA{Int64}(1123, 1033, 1), TPFA{Int64}(1124, 1034, 1), TPFA{Int64}(1125, 1035, 1), TPFA{Int64}(1126, 1036, 1), TPFA{Int64}(1127, 1037, 1), TPFA{Int64}(1128, 1038, 1), TPFA{Int64}(1129, 1039, 1), TPFA{Int64}(1130, 1040, 1), TPFA{Int64}(1131, 1041, 1), TPFA{Int64}(1132, 1042, 1), TPFA{Int64}(1133, 1043, 1), TPFA{Int64}(1134, 1044, 1), TPFA{Int64}(1135, 1045, 1), TPFA{Int64}(1136, 1046, 1), TPFA{Int64}(1137, 1047, 1), TPFA{Int64}(1138, 1048, 1), TPFA{Int64}(1139, 1049, 1), TPFA{Int64}(1140, 1050, 1), TPFA{Int64}(1141, 1051, 1), TPFA{Int64}(1142, 1052, 1), TPFA{Int64}(1143, 1053, 1), TPFA{Int64}(1144, 1054, 1), TPFA{Int64}(1145, 1055, 1), TPFA{Int64}(1146, 1056, 1), TPFA{Int64}(1147, 1057, 1), TPFA{Int64}(1148, 1058, 1), TPFA{Int64}(1149, 1059, 1), TPFA{Int64}(1150, 1060, 1), TPFA{Int64}(1151, 1061, 1), TPFA{Int64}(1152, 1062, 1), TPFA{Int64}(1153, 1063, 1), TPFA{Int64}(1154, 1064, 1), TPFA{Int64}(1155, 1065, 1), TPFA{Int64}(1156, 1066, 1), TPFA{Int64}(1157, 1067, 1), TPFA{Int64}(1158, 1068, 1), TPFA{Int64}(1159, 1069, 1), TPFA{Int64}(1160, 1070, 1), TPFA{Int64}(1161, 1071, 1), TPFA{Int64}(1162, 1072, 1), TPFA{Int64}(1163, 1073, 1), TPFA{Int64}(1164, 1074, 1), TPFA{Int64}(1165, 1075, 1), TPFA{Int64}(1166, 1076, 1), TPFA{Int64}(1167, 1077, 1), TPFA{Int64}(1168, 1078, 1), TPFA{Int64}(1169, 1079, 1), TPFA{Int64}(1170, 1080, 1), TPFA{Int64}(1171, 1081, 1), TPFA{Int64}(1172, 1082, 1), TPFA{Int64}(1173, 1083, 1), TPFA{Int64}(1174, 1084, 1), TPFA{Int64}(1175, 1085, 1), TPFA{Int64}(1176, 1086, 1), TPFA{Int64}(1177, 1087, 1), TPFA{Int64}(1178, 1088, 1), TPFA{Int64}(1179, 1089, 1), TPFA{Int64}(1180, 1090, 1), TPFA{Int64}(1181, 1091, 1), TPFA{Int64}(1182, 1092, 1), TPFA{Int64}(1183, 1093, 1), TPFA{Int64}(1184, 1094, 1), TPFA{Int64}(1185, 1095, 1), TPFA{Int64}(1186, 1096, 1), TPFA{Int64}(1187, 1097, 1), TPFA{Int64}(1188, 1098, 1), TPFA{Int64}(1189, 1099, 1), TPFA{Int64}(1190, 1100, 1), TPFA{Int64}(1191, 1101, 1), TPFA{Int64}(1192, 1102, 1), TPFA{Int64}(1193, 1103, 1), TPFA{Int64}(1194, 1104, 1), TPFA{Int64}(1195, 1105, 1), TPFA{Int64}(1196, 1106, 1), TPFA{Int64}(1197, 1107, 1), TPFA{Int64}(1198, 1108, 1), TPFA{Int64}(1199, 1109, 1), TPFA{Int64}(1200, 1110, 1), TPFA{Int64}(1201, 1111, 1), TPFA{Int64}(1202, 1112, 1), TPFA{Int64}(1203, 1113, 1), TPFA{Int64}(1204, 1114, 1), TPFA{Int64}(1205, 1115, 1), TPFA{Int64}(1206, 1116, 1), TPFA{Int64}(1207, 1117, 1), TPFA{Int64}(1208, 1118, 1), TPFA{Int64}(1209, 1119, 1), TPFA{Int64}(1210, 1120, 1), TPFA{Int64}(1211, 1121, 1), TPFA{Int64}(1212, 1122, 1), TPFA{Int64}(1213, 1123, 1), TPFA{Int64}(1214, 1124, 1), TPFA{Int64}(1215, 1125, 1), TPFA{Int64}(1216, 1126, 1), TPFA{Int64}(1217, 1127, 1), TPFA{Int64}(1218, 1128, 1), TPFA{Int64}(1219, 1129, 1), TPFA{Int64}(1220, 1130, 1), TPFA{Int64}(1221, 1131, 1), TPFA{Int64}(1222, 1132, 1), TPFA{Int64}(1223, 1133, 1), TPFA{Int64}(1224, 1134, 1), TPFA{Int64}(1225, 1135, 1), TPFA{Int64}(1226, 1136, 1), TPFA{Int64}(1227, 1137, 1), TPFA{Int64}(1228, 1138, 1), TPFA{Int64}(1229, 1139, 1), TPFA{Int64}(1230, 1140, 1), TPFA{Int64}(1231, 1141, 1), TPFA{Int64}(1232, 1142, 1), TPFA{Int64}(1233, 1143, 1), TPFA{Int64}(1234, 1144, 1), TPFA{Int64}(1235, 1145, 1), TPFA{Int64}(1236, 1146, 1), TPFA{Int64}(1237, 1147, 1), TPFA{Int64}(1238, 1148, 1), TPFA{Int64}(1239, 1149, 1), TPFA{Int64}(1240, 1150, 1), TPFA{Int64}(1241, 1151, 1), TPFA{Int64}(1242, 1152, 1), TPFA{Int64}(1243, 1153, 1), TPFA{Int64}(1244, 1154, 1), TPFA{Int64}(1245, 1155, 1), TPFA{Int64}(1246, 1156, 1), TPFA{Int64}(1247, 1157, 1), TPFA{Int64}(1248, 1158, 1), TPFA{Int64}(1249, 1159, 1), TPFA{Int64}(1250, 1160, 1), TPFA{Int64}(1251, 1161, 1), TPFA{Int64}(1252, 1162, 1), TPFA{Int64}(1253, 1163, 1), TPFA{Int64}(1254, 1164, 1), TPFA{Int64}(1255, 1165, 1), TPFA{Int64}(1256, 1166, 1), TPFA{Int64}(1257, 1167, 1), TPFA{Int64}(1258, 1168, 1), TPFA{Int64}(1259, 1169, 1), TPFA{Int64}(1260, 1170, 1), TPFA{Int64}(1261, 1171, 1), TPFA{Int64}(1262, 1172, 1), TPFA{Int64}(1263, 1173, 1), TPFA{Int64}(1264, 1174, 1), TPFA{Int64}(1265, 1175, 1), TPFA{Int64}(1266, 1176, 1), TPFA{Int64}(1267, 1177, 1), TPFA{Int64}(1268, 1178, 1), TPFA{Int64}(1269, 1179, 1), TPFA{Int64}(1270, 1180, 1), TPFA{Int64}(1271, 1181, 1), TPFA{Int64}(1272, 1182, 1), TPFA{Int64}(1273, 1183, 1), TPFA{Int64}(1274, 1184, 1), TPFA{Int64}(1275, 1185, 1), TPFA{Int64}(1276, 1186, 1), TPFA{Int64}(1277, 1187, 1), TPFA{Int64}(1278, 1188, 1), TPFA{Int64}(1279, 1189, 1), TPFA{Int64}(1280, 1190, 1), TPFA{Int64}(1281, 1191, 1), TPFA{Int64}(1282, 1192, 1), TPFA{Int64}(1283, 1193, 1), TPFA{Int64}(1284, 1194, 1), TPFA{Int64}(1285, 1195, 1), TPFA{Int64}(1286, 1196, 1), TPFA{Int64}(1287, 1197, 1), TPFA{Int64}(1288, 1198, 1), TPFA{Int64}(1289, 1199, 1), TPFA{Int64}(1290, 1200, 1), TPFA{Int64}(1291, 1201, 1), TPFA{Int64}(1292, 1202, 1), TPFA{Int64}(1293, 1203, 1), TPFA{Int64}(1294, 1204, 1), TPFA{Int64}(1295, 1205, 1), TPFA{Int64}(1296, 1206, 1), TPFA{Int64}(1297, 1207, 1), TPFA{Int64}(1298, 1208, 1), TPFA{Int64}(1299, 1209, 1), TPFA{Int64}(1300, 1210, 1), TPFA{Int64}(1301, 1211, 1), TPFA{Int64}(1302, 1212, 1), TPFA{Int64}(1303, 1213, 1), TPFA{Int64}(1304, 1214, 1), TPFA{Int64}(1305, 1215, 1), TPFA{Int64}(1306, 1216, 1), TPFA{Int64}(1307, 1217, 1), TPFA{Int64}(1308, 1218, 1), TPFA{Int64}(1309, 1219, 1), TPFA{Int64}(1310, 1220, 1), TPFA{Int64}(1311, 1221, 1), TPFA{Int64}(1312, 1222, 1), TPFA{Int64}(1313, 1223, 1), TPFA{Int64}(1314, 1224, 1), TPFA{Int64}(1315, 1225, 1), TPFA{Int64}(1316, 1226, 1), TPFA{Int64}(1317, 1227, 1), TPFA{Int64}(1318, 1228, 1), TPFA{Int64}(1319, 1229, 1), TPFA{Int64}(1320, 1230, 1), TPFA{Int64}(1321, 1231, 1), TPFA{Int64}(1322, 1232, 1), TPFA{Int64}(1323, 1233, 1), TPFA{Int64}(1324, 1234, 1), TPFA{Int64}(1325, 1235, 1), TPFA{Int64}(1326, 1236, 1), TPFA{Int64}(1327, 1237, 1), TPFA{Int64}(1328, 1238, 1), TPFA{Int64}(1329, 1239, 1), TPFA{Int64}(1330, 1240, 1), TPFA{Int64}(1331, 1241, 1), TPFA{Int64}(1332, 1242, 1), TPFA{Int64}(1333, 1243, 1), TPFA{Int64}(1334, 1244, 1), TPFA{Int64}(1335, 1245, 1), TPFA{Int64}(1336, 1246, 1), TPFA{Int64}(1337, 1247, 1), TPFA{Int64}(1338, 1248, 1), TPFA{Int64}(1339, 1249, 1), TPFA{Int64}(1340, 1250, 1), TPFA{Int64}(1341, 1251, 1), TPFA{Int64}(1342, 1252, 1), TPFA{Int64}(1343, 1253, 1), TPFA{Int64}(1344, 1254, 1), TPFA{Int64}(1345, 1255, 1), TPFA{Int64}(1346, 1256, 1), TPFA{Int64}(1347, 1257, 1), TPFA{Int64}(1348, 1258, 1), TPFA{Int64}(1349, 1259, 1), TPFA{Int64}(1350, 1260, 1), TPFA{Int64}(1351, 1261, 1), TPFA{Int64}(1352, 1262, 1), TPFA{Int64}(1353, 1263, 1), TPFA{Int64}(1354, 1264, 1), TPFA{Int64}(1355, 1265, 1), TPFA{Int64}(1356, 1266, 1), TPFA{Int64}(1357, 1267, 1), TPFA{Int64}(1358, 1268, 1), TPFA{Int64}(1359, 1269, 1), TPFA{Int64}(1360, 1270, 1), TPFA{Int64}(1361, 1271, 1), TPFA{Int64}(1362, 1272, 1), TPFA{Int64}(1363, 1273, 1), TPFA{Int64}(1364, 1274, 1), TPFA{Int64}(1365, 1275, 1), TPFA{Int64}(1366, 1276, 1), TPFA{Int64}(1367, 1277, 1), TPFA{Int64}(1368, 1278, 1), TPFA{Int64}(1369, 1279, 1), TPFA{Int64}(1370, 1280, 1), TPFA{Int64}(1371, 1281, 1), TPFA{Int64}(1372, 1282, 1), TPFA{Int64}(1373, 1283, 1), TPFA{Int64}(1374, 1284, 1), TPFA{Int64}(1375, 1285, 1), TPFA{Int64}(1376, 1286, 1), TPFA{Int64}(1377, 1287, 1), TPFA{Int64}(1378, 1288, 1), TPFA{Int64}(1379, 1289, 1), TPFA{Int64}(1380, 1290, 1), TPFA{Int64}(1381, 1291, 1), TPFA{Int64}(1382, 1292, 1), TPFA{Int64}(1383, 1293, 1), TPFA{Int64}(1384, 1294, 1), TPFA{Int64}(1385, 1295, 1), TPFA{Int64}(1386, 1296, 1), TPFA{Int64}(1387, 1297, 1), TPFA{Int64}(1388, 1298, 1), TPFA{Int64}(1389, 1299, 1), TPFA{Int64}(1390, 1300, 1), TPFA{Int64}(1391, 1301, 1), TPFA{Int64}(1392, 1302, 1), TPFA{Int64}(1393, 1303, 1), TPFA{Int64}(1394, 1304, 1), TPFA{Int64}(1395, 1305, 1), TPFA{Int64}(1396, 1306, 1), TPFA{Int64}(1397, 1307, 1), TPFA{Int64}(1398, 1308, 1), TPFA{Int64}(1399, 1309, 1), TPFA{Int64}(1400, 1310, 1), TPFA{Int64}(1401, 1311, 1), TPFA{Int64}(1402, 1312, 1), TPFA{Int64}(1403, 1313, 1), TPFA{Int64}(1404, 1314, 1), TPFA{Int64}(1405, 1315, 1), TPFA{Int64}(1406, 1316, 1), TPFA{Int64}(1407, 1317, 1), TPFA{Int64}(1408, 1318, 1), TPFA{Int64}(1409, 1319, 1), TPFA{Int64}(1410, 1320, 1), TPFA{Int64}(1411, 1321, 1), TPFA{Int64}(1412, 1322, 1), TPFA{Int64}(1413, 1323, 1), TPFA{Int64}(1414, 1324, 1), TPFA{Int64}(1415, 1325, 1), TPFA{Int64}(1416, 1326, 1), TPFA{Int64}(1417, 1327, 1), TPFA{Int64}(1418, 1328, 1), TPFA{Int64}(1419, 1329, 1), TPFA{Int64}(1420, 1330, 1), TPFA{Int64}(1421, 1331, 1), TPFA{Int64}(1422, 1332, 1), TPFA{Int64}(1423, 1333, 1), TPFA{Int64}(1424, 1334, 1), TPFA{Int64}(1425, 1335, 1), TPFA{Int64}(1426, 1336, 1), TPFA{Int64}(1427, 1337, 1), TPFA{Int64}(1428, 1338, 1), TPFA{Int64}(1429, 1339, 1), TPFA{Int64}(1430, 1340, 1), TPFA{Int64}(1431, 1341, 1), TPFA{Int64}(1432, 1342, 1), TPFA{Int64}(1433, 1343, 1), TPFA{Int64}(1434, 1344, 1), TPFA{Int64}(1435, 1345, 1), TPFA{Int64}(1436, 1346, 1), TPFA{Int64}(1437, 1347, 1), TPFA{Int64}(1438, 1348, 1), TPFA{Int64}(1439, 1349, 1), TPFA{Int64}(1440, 1350, 1), TPFA{Int64}(721, 722, 1), TPFA{Int64}(722, 723, 1), TPFA{Int64}(724, 725, 1), TPFA{Int64}(725, 726, 1), TPFA{Int64}(726, 727, 1), TPFA{Int64}(727, 728, 1), TPFA{Int64}(728, 729, 1), TPFA{Int64}(729, 730, 1), TPFA{Int64}(730, 731, 1), TPFA{Int64}(731, 732, 1), TPFA{Int64}(733, 734, 1), TPFA{Int64}(734, 735, 1), TPFA{Int64}(735, 736, 1), TPFA{Int64}(736, 737, 1), TPFA{Int64}(737, 738, 1), TPFA{Int64}(738, 739, 1), TPFA{Int64}(739, 740, 1), TPFA{Int64}(740, 741, 1), TPFA{Int64}(742, 743, 1), TPFA{Int64}(743, 744, 1), TPFA{Int64}(744, 745, 1), TPFA{Int64}(745, 746, 1), TPFA{Int64}(746, 747, 1), TPFA{Int64}(747, 748, 1), TPFA{Int64}(748, 749, 1), TPFA{Int64}(749, 750, 1), TPFA{Int64}(751, 752, 1), TPFA{Int64}(752, 753, 1), TPFA{Int64}(753, 754, 1), TPFA{Int64}(754, 755, 1), TPFA{Int64}(755, 756, 1), TPFA{Int64}(756, 757, 1), TPFA{Int64}(757, 758, 1), TPFA{Int64}(758, 759, 1), TPFA{Int64}(760, 761, 1), TPFA{Int64}(761, 762, 1), TPFA{Int64}(762, 763, 1), TPFA{Int64}(763, 764, 1), TPFA{Int64}(764, 765, 1), TPFA{Int64}(765, 766, 1), TPFA{Int64}(766, 767, 1), TPFA{Int64}(767, 768, 1), TPFA{Int64}(769, 770, 1), TPFA{Int64}(770, 771, 1), TPFA{Int64}(771, 772, 1), TPFA{Int64}(772, 773, 1), TPFA{Int64}(773, 774, 1), TPFA{Int64}(774, 775, 1), TPFA{Int64}(775, 776, 1), TPFA{Int64}(776, 777, 1), TPFA{Int64}(778, 779, 1), TPFA{Int64}(779, 780, 1), TPFA{Int64}(780, 781, 1), TPFA{Int64}(781, 782, 1), TPFA{Int64}(782, 783, 1), TPFA{Int64}(783, 784, 1), TPFA{Int64}(784, 785, 1), TPFA{Int64}(785, 786, 1), TPFA{Int64}(787, 788, 1), TPFA{Int64}(788, 789, 1), TPFA{Int64}(789, 790, 1), TPFA{Int64}(790, 791, 1), TPFA{Int64}(791, 792, 1), TPFA{Int64}(792, 793, 1), TPFA{Int64}(793, 794, 1), TPFA{Int64}(794, 795, 1), TPFA{Int64}(796, 797, 1), TPFA{Int64}(797, 798, 1), TPFA{Int64}(798, 799, 1), TPFA{Int64}(799, 800, 1), TPFA{Int64}(800, 801, 1), TPFA{Int64}(801, 802, 1), TPFA{Int64}(802, 803, 1), TPFA{Int64}(803, 804, 1), TPFA{Int64}(805, 806, 1), TPFA{Int64}(806, 807, 1), TPFA{Int64}(807, 808, 1), TPFA{Int64}(808, 809, 1), TPFA{Int64}(809, 810, 1), TPFA{Int64}(811, 812, 1), TPFA{Int64}(812, 813, 1), TPFA{Int64}(814, 815, 1), TPFA{Int64}(815, 816, 1), TPFA{Int64}(816, 817, 1), TPFA{Int64}(817, 818, 1), TPFA{Int64}(818, 819, 1), TPFA{Int64}(819, 820, 1), TPFA{Int64}(820, 821, 1), TPFA{Int64}(821, 822, 1), TPFA{Int64}(823, 824, 1), TPFA{Int64}(824, 825, 1), TPFA{Int64}(825, 826, 1), TPFA{Int64}(826, 827, 1), TPFA{Int64}(827, 828, 1), TPFA{Int64}(828, 829, 1), TPFA{Int64}(829, 830, 1), TPFA{Int64}(830, 831, 1), TPFA{Int64}(832, 833, 1), TPFA{Int64}(833, 834, 1), TPFA{Int64}(834, 835, 1), TPFA{Int64}(835, 836, 1), TPFA{Int64}(836, 837, 1), TPFA{Int64}(837, 838, 1), TPFA{Int64}(838, 839, 1), TPFA{Int64}(839, 840, 1), TPFA{Int64}(841, 842, 1), TPFA{Int64}(842, 843, 1), TPFA{Int64}(843, 844, 1), TPFA{Int64}(844, 845, 1), TPFA{Int64}(845, 846, 1), TPFA{Int64}(846, 847, 1), TPFA{Int64}(847, 848, 1), TPFA{Int64}(848, 849, 1), TPFA{Int64}(850, 851, 1), TPFA{Int64}(851, 852, 1), TPFA{Int64}(852, 853, 1), TPFA{Int64}(853, 854, 1), TPFA{Int64}(854, 855, 1), TPFA{Int64}(855, 856, 1), TPFA{Int64}(856, 857, 1), TPFA{Int64}(857, 858, 1), TPFA{Int64}(859, 860, 1), TPFA{Int64}(860, 861, 1), TPFA{Int64}(861, 862, 1), TPFA{Int64}(862, 863, 1), TPFA{Int64}(863, 864, 1), TPFA{Int64}(864, 865, 1), TPFA{Int64}(865, 866, 1), TPFA{Int64}(866, 867, 1), TPFA{Int64}(868, 869, 1), TPFA{Int64}(869, 870, 1), TPFA{Int64}(870, 871, 1), TPFA{Int64}(871, 872, 1), TPFA{Int64}(872, 873, 1), TPFA{Int64}(873, 874, 1), TPFA{Int64}(874, 875, 1), TPFA{Int64}(875, 876, 1), TPFA{Int64}(877, 878, 1), TPFA{Int64}(878, 879, 1), TPFA{Int64}(879, 880, 1), TPFA{Int64}(880, 881, 1), TPFA{Int64}(881, 882, 1), TPFA{Int64}(882, 883, 1), TPFA{Int64}(883, 884, 1), TPFA{Int64}(884, 885, 1), TPFA{Int64}(886, 887, 1), TPFA{Int64}(887, 888, 1), TPFA{Int64}(888, 889, 1), TPFA{Int64}(889, 890, 1), TPFA{Int64}(890, 891, 1), TPFA{Int64}(891, 892, 1), TPFA{Int64}(892, 893, 1), TPFA{Int64}(893, 894, 1), TPFA{Int64}(895, 896, 1), TPFA{Int64}(896, 897, 1), TPFA{Int64}(897, 898, 1), TPFA{Int64}(898, 899, 1), TPFA{Int64}(899, 900, 1), TPFA{Int64}(901, 902, 1), TPFA{Int64}(902, 903, 1), TPFA{Int64}(904, 905, 1), TPFA{Int64}(905, 906, 1), TPFA{Int64}(906, 907, 1), TPFA{Int64}(907, 908, 1), TPFA{Int64}(908, 909, 1), TPFA{Int64}(909, 910, 1), TPFA{Int64}(910, 911, 1), TPFA{Int64}(911, 912, 1), TPFA{Int64}(913, 914, 1), TPFA{Int64}(914, 915, 1), TPFA{Int64}(915, 916, 1), TPFA{Int64}(916, 917, 1), TPFA{Int64}(917, 918, 1), TPFA{Int64}(918, 919, 1), TPFA{Int64}(919, 920, 1), TPFA{Int64}(920, 921, 1), TPFA{Int64}(922, 923, 1), TPFA{Int64}(923, 924, 1), TPFA{Int64}(924, 925, 1), TPFA{Int64}(925, 926, 1), TPFA{Int64}(926, 927, 1), TPFA{Int64}(927, 928, 1), TPFA{Int64}(928, 929, 1), TPFA{Int64}(929, 930, 1), TPFA{Int64}(931, 932, 1), TPFA{Int64}(932, 933, 1), TPFA{Int64}(933, 934, 1), TPFA{Int64}(934, 935, 1), TPFA{Int64}(935, 936, 1), TPFA{Int64}(936, 937, 1), TPFA{Int64}(937, 938, 1), TPFA{Int64}(938, 939, 1), TPFA{Int64}(940, 941, 1), TPFA{Int64}(941, 942, 1), TPFA{Int64}(942, 943, 1), TPFA{Int64}(943, 944, 1), TPFA{Int64}(944, 945, 1), TPFA{Int64}(945, 946, 1), TPFA{Int64}(946, 947, 1), TPFA{Int64}(947, 948, 1), TPFA{Int64}(949, 950, 1), TPFA{Int64}(950, 951, 1), TPFA{Int64}(951, 952, 1), TPFA{Int64}(952, 953, 1), TPFA{Int64}(953, 954, 1), TPFA{Int64}(954, 955, 1), TPFA{Int64}(955, 956, 1), TPFA{Int64}(956, 957, 1), TPFA{Int64}(958, 959, 1), TPFA{Int64}(959, 960, 1), TPFA{Int64}(960, 961, 1), TPFA{Int64}(961, 962, 1), TPFA{Int64}(962, 963, 1), TPFA{Int64}(963, 964, 1), TPFA{Int64}(964, 965, 1), TPFA{Int64}(965, 966, 1), TPFA{Int64}(967, 968, 1), TPFA{Int64}(968, 969, 1), TPFA{Int64}(969, 970, 1), TPFA{Int64}(970, 971, 1), TPFA{Int64}(971, 972, 1), TPFA{Int64}(972, 973, 1), TPFA{Int64}(973, 974, 1), TPFA{Int64}(974, 975, 1), TPFA{Int64}(976, 977, 1), TPFA{Int64}(977, 978, 1), TPFA{Int64}(978, 979, 1), TPFA{Int64}(979, 980, 1), TPFA{Int64}(980, 981, 1), TPFA{Int64}(981, 982, 1), TPFA{Int64}(982, 983, 1), TPFA{Int64}(983, 984, 1), TPFA{Int64}(985, 986, 1), TPFA{Int64}(986, 987, 1), TPFA{Int64}(987, 988, 1), TPFA{Int64}(988, 989, 1), TPFA{Int64}(989, 990, 1), TPFA{Int64}(991, 992, 1), TPFA{Int64}(992, 993, 1), TPFA{Int64}(994, 995, 1), TPFA{Int64}(995, 996, 1), TPFA{Int64}(996, 997, 1), TPFA{Int64}(997, 998, 1), TPFA{Int64}(998, 999, 1), TPFA{Int64}(999, 1000, 1), TPFA{Int64}(1000, 1001, 1), TPFA{Int64}(1001, 1002, 1), TPFA{Int64}(1003, 1004, 1), TPFA{Int64}(1004, 1005, 1), TPFA{Int64}(1005, 1006, 1), TPFA{Int64}(1006, 1007, 1), TPFA{Int64}(1007, 1008, 1), TPFA{Int64}(1008, 1009, 1), TPFA{Int64}(1009, 1010, 1), TPFA{Int64}(1010, 1011, 1), TPFA{Int64}(1012, 1013, 1), TPFA{Int64}(1013, 1014, 1), TPFA{Int64}(1014, 1015, 1), TPFA{Int64}(1015, 1016, 1), TPFA{Int64}(1016, 1017, 1), TPFA{Int64}(1017, 1018, 1), TPFA{Int64}(1018, 1019, 1), TPFA{Int64}(1019, 1020, 1), TPFA{Int64}(1021, 1022, 1), TPFA{Int64}(1022, 1023, 1), TPFA{Int64}(1023, 1024, 1), TPFA{Int64}(1024, 1025, 1), TPFA{Int64}(1025, 1026, 1), TPFA{Int64}(1026, 1027, 1), TPFA{Int64}(1027, 1028, 1), TPFA{Int64}(1028, 1029, 1), TPFA{Int64}(1030, 1031, 1), TPFA{Int64}(1031, 1032, 1), TPFA{Int64}(1032, 1033, 1), TPFA{Int64}(1033, 1034, 1), TPFA{Int64}(1034, 1035, 1), TPFA{Int64}(1035, 1036, 1), TPFA{Int64}(1036, 1037, 1), TPFA{Int64}(1037, 1038, 1), TPFA{Int64}(1039, 1040, 1), TPFA{Int64}(1040, 1041, 1), TPFA{Int64}(1041, 1042, 1), TPFA{Int64}(1042, 1043, 1), TPFA{Int64}(1043, 1044, 1), TPFA{Int64}(1044, 1045, 1), TPFA{Int64}(1045, 1046, 1), TPFA{Int64}(1046, 1047, 1), TPFA{Int64}(1048, 1049, 1), TPFA{Int64}(1049, 1050, 1), TPFA{Int64}(1050, 1051, 1), TPFA{Int64}(1051, 1052, 1), TPFA{Int64}(1052, 1053, 1), TPFA{Int64}(1053, 1054, 1), TPFA{Int64}(1054, 1055, 1), TPFA{Int64}(1055, 1056, 1), TPFA{Int64}(1057, 1058, 1), TPFA{Int64}(1058, 1059, 1), TPFA{Int64}(1059, 1060, 1), TPFA{Int64}(1060, 1061, 1), TPFA{Int64}(1061, 1062, 1), TPFA{Int64}(1062, 1063, 1), TPFA{Int64}(1063, 1064, 1), TPFA{Int64}(1064, 1065, 1), TPFA{Int64}(1066, 1067, 1), TPFA{Int64}(1067, 1068, 1), TPFA{Int64}(1068, 1069, 1), TPFA{Int64}(1069, 1070, 1), TPFA{Int64}(1070, 1071, 1), TPFA{Int64}(1071, 1072, 1), TPFA{Int64}(1072, 1073, 1), TPFA{Int64}(1073, 1074, 1), TPFA{Int64}(1075, 1076, 1), TPFA{Int64}(1076, 1077, 1), TPFA{Int64}(1077, 1078, 1), TPFA{Int64}(1078, 1079, 1), TPFA{Int64}(1079, 1080, 1), TPFA{Int64}(1081, 1082, 1), TPFA{Int64}(1082, 1083, 1), TPFA{Int64}(1084, 1085, 1), TPFA{Int64}(1085, 1086, 1), TPFA{Int64}(1086, 1087, 1), TPFA{Int64}(1087, 1088, 1), TPFA{Int64}(1088, 1089, 1), TPFA{Int64}(1089, 1090, 1), TPFA{Int64}(1090, 1091, 1), TPFA{Int64}(1091, 1092, 1), TPFA{Int64}(1093, 1094, 1), TPFA{Int64}(1094, 1095, 1), TPFA{Int64}(1095, 1096, 1), TPFA{Int64}(1096, 1097, 1), TPFA{Int64}(1097, 1098, 1), TPFA{Int64}(1098, 1099, 1), TPFA{Int64}(1099, 1100, 1), TPFA{Int64}(1100, 1101, 1), TPFA{Int64}(1102, 1103, 1), TPFA{Int64}(1103, 1104, 1), TPFA{Int64}(1104, 1105, 1), TPFA{Int64}(1105, 1106, 1), TPFA{Int64}(1106, 1107, 1), TPFA{Int64}(1107, 1108, 1), TPFA{Int64}(1108, 1109, 1), TPFA{Int64}(1109, 1110, 1), TPFA{Int64}(1111, 1112, 1), TPFA{Int64}(1112, 1113, 1), TPFA{Int64}(1113, 1114, 1), TPFA{Int64}(1114, 1115, 1), TPFA{Int64}(1115, 1116, 1), TPFA{Int64}(1116, 1117, 1), TPFA{Int64}(1117, 1118, 1), TPFA{Int64}(1118, 1119, 1), TPFA{Int64}(1120, 1121, 1), TPFA{Int64}(1121, 1122, 1), TPFA{Int64}(1122, 1123, 1), TPFA{Int64}(1123, 1124, 1), TPFA{Int64}(1124, 1125, 1), TPFA{Int64}(1125, 1126, 1), TPFA{Int64}(1126, 1127, 1), TPFA{Int64}(1127, 1128, 1), TPFA{Int64}(1129, 1130, 1), TPFA{Int64}(1130, 1131, 1), TPFA{Int64}(1131, 1132, 1), TPFA{Int64}(1132, 1133, 1), TPFA{Int64}(1133, 1134, 1), TPFA{Int64}(1134, 1135, 1), TPFA{Int64}(1135, 1136, 1), TPFA{Int64}(1136, 1137, 1), TPFA{Int64}(1138, 1139, 1), TPFA{Int64}(1139, 1140, 1), TPFA{Int64}(1140, 1141, 1), TPFA{Int64}(1141, 1142, 1), TPFA{Int64}(1142, 1143, 1), TPFA{Int64}(1143, 1144, 1), TPFA{Int64}(1144, 1145, 1), TPFA{Int64}(1145, 1146, 1), TPFA{Int64}(1147, 1148, 1), TPFA{Int64}(1148, 1149, 1), TPFA{Int64}(1149, 1150, 1), TPFA{Int64}(1150, 1151, 1), TPFA{Int64}(1151, 1152, 1), TPFA{Int64}(1152, 1153, 1), TPFA{Int64}(1153, 1154, 1), TPFA{Int64}(1154, 1155, 1), TPFA{Int64}(1156, 1157, 1), TPFA{Int64}(1157, 1158, 1), TPFA{Int64}(1158, 1159, 1), TPFA{Int64}(1159, 1160, 1), TPFA{Int64}(1160, 1161, 1), TPFA{Int64}(1161, 1162, 1), TPFA{Int64}(1162, 1163, 1), TPFA{Int64}(1163, 1164, 1), TPFA{Int64}(1165, 1166, 1), TPFA{Int64}(1166, 1167, 1), TPFA{Int64}(1167, 1168, 1), TPFA{Int64}(1168, 1169, 1), TPFA{Int64}(1169, 1170, 1), TPFA{Int64}(1171, 1172, 1), TPFA{Int64}(1172, 1173, 1), TPFA{Int64}(1174, 1175, 1), TPFA{Int64}(1175, 1176, 1), TPFA{Int64}(1176, 1177, 1), TPFA{Int64}(1177, 1178, 1), TPFA{Int64}(1178, 1179, 1), TPFA{Int64}(1179, 1180, 1), TPFA{Int64}(1180, 1181, 1), TPFA{Int64}(1181, 1182, 1), TPFA{Int64}(1183, 1184, 1), TPFA{Int64}(1184, 1185, 1), TPFA{Int64}(1185, 1186, 1), TPFA{Int64}(1186, 1187, 1), TPFA{Int64}(1187, 1188, 1), TPFA{Int64}(1188, 1189, 1), TPFA{Int64}(1189, 1190, 1), TPFA{Int64}(1190, 1191, 1), TPFA{Int64}(1192, 1193, 1), TPFA{Int64}(1193, 1194, 1), TPFA{Int64}(1194, 1195, 1), TPFA{Int64}(1195, 1196, 1), TPFA{Int64}(1196, 1197, 1), TPFA{Int64}(1197, 1198, 1), TPFA{Int64}(1198, 1199, 1), TPFA{Int64}(1199, 1200, 1), TPFA{Int64}(1201, 1202, 1), TPFA{Int64}(1202, 1203, 1), TPFA{Int64}(1203, 1204, 1), TPFA{Int64}(1204, 1205, 1), TPFA{Int64}(1205, 1206, 1), TPFA{Int64}(1206, 1207, 1), TPFA{Int64}(1207, 1208, 1), TPFA{Int64}(1208, 1209, 1), TPFA{Int64}(1210, 1211, 1), TPFA{Int64}(1211, 1212, 1), TPFA{Int64}(1212, 1213, 1), TPFA{Int64}(1213, 1214, 1), TPFA{Int64}(1214, 1215, 1), TPFA{Int64}(1215, 1216, 1), TPFA{Int64}(1216, 1217, 1), TPFA{Int64}(1217, 1218, 1), TPFA{Int64}(1219, 1220, 1), TPFA{Int64}(1220, 1221, 1), TPFA{Int64}(1221, 1222, 1), TPFA{Int64}(1222, 1223, 1), TPFA{Int64}(1223, 1224, 1), TPFA{Int64}(1224, 1225, 1), TPFA{Int64}(1225, 1226, 1), TPFA{Int64}(1226, 1227, 1), TPFA{Int64}(1228, 1229, 1), TPFA{Int64}(1229, 1230, 1), TPFA{Int64}(1230, 1231, 1), TPFA{Int64}(1231, 1232, 1), TPFA{Int64}(1232, 1233, 1), TPFA{Int64}(1233, 1234, 1), TPFA{Int64}(1234, 1235, 1), TPFA{Int64}(1235, 1236, 1), TPFA{Int64}(1237, 1238, 1), TPFA{Int64}(1238, 1239, 1), TPFA{Int64}(1239, 1240, 1), TPFA{Int64}(1240, 1241, 1), TPFA{Int64}(1241, 1242, 1), TPFA{Int64}(1242, 1243, 1), TPFA{Int64}(1243, 1244, 1), TPFA{Int64}(1244, 1245, 1), TPFA{Int64}(1246, 1247, 1), TPFA{Int64}(1247, 1248, 1), TPFA{Int64}(1248, 1249, 1), TPFA{Int64}(1249, 1250, 1), TPFA{Int64}(1250, 1251, 1), TPFA{Int64}(1251, 1252, 1), TPFA{Int64}(1252, 1253, 1), TPFA{Int64}(1253, 1254, 1), TPFA{Int64}(1255, 1256, 1), TPFA{Int64}(1256, 1257, 1), TPFA{Int64}(1257, 1258, 1), TPFA{Int64}(1258, 1259, 1), TPFA{Int64}(1259, 1260, 1), TPFA{Int64}(1261, 1262, 1), TPFA{Int64}(1262, 1263, 1), TPFA{Int64}(1264, 1265, 1), TPFA{Int64}(1265, 1266, 1), TPFA{Int64}(1266, 1267, 1), TPFA{Int64}(1267, 1268, 1), TPFA{Int64}(1268, 1269, 1), TPFA{Int64}(1269, 1270, 1), TPFA{Int64}(1270, 1271, 1), TPFA{Int64}(1271, 1272, 1), TPFA{Int64}(1273, 1274, 1), TPFA{Int64}(1274, 1275, 1), TPFA{Int64}(1275, 1276, 1), TPFA{Int64}(1276, 1277, 1), TPFA{Int64}(1277, 1278, 1), TPFA{Int64}(1278, 1279, 1), TPFA{Int64}(1279, 1280, 1), TPFA{Int64}(1280, 1281, 1), TPFA{Int64}(1282, 1283, 1), TPFA{Int64}(1283, 1284, 1), TPFA{Int64}(1284, 1285, 1), TPFA{Int64}(1285, 1286, 1), TPFA{Int64}(1286, 1287, 1), TPFA{Int64}(1287, 1288, 1), TPFA{Int64}(1288, 1289, 1), TPFA{Int64}(1289, 1290, 1), TPFA{Int64}(1291, 1292, 1), TPFA{Int64}(1292, 1293, 1), TPFA{Int64}(1293, 1294, 1), TPFA{Int64}(1294, 1295, 1), TPFA{Int64}(1295, 1296, 1), TPFA{Int64}(1296, 1297, 1), TPFA{Int64}(1297, 1298, 1), TPFA{Int64}(1298, 1299, 1), TPFA{Int64}(1300, 1301, 1), TPFA{Int64}(1301, 1302, 1), TPFA{Int64}(1302, 1303, 1), TPFA{Int64}(1303, 1304, 1), TPFA{Int64}(1304, 1305, 1), TPFA{Int64}(1305, 1306, 1), TPFA{Int64}(1306, 1307, 1), TPFA{Int64}(1307, 1308, 1), TPFA{Int64}(1309, 1310, 1), TPFA{Int64}(1310, 1311, 1), TPFA{Int64}(1311, 1312, 1), TPFA{Int64}(1312, 1313, 1), TPFA{Int64}(1313, 1314, 1), TPFA{Int64}(1314, 1315, 1), TPFA{Int64}(1315, 1316, 1), TPFA{Int64}(1316, 1317, 1), TPFA{Int64}(1318, 1319, 1), TPFA{Int64}(1319, 1320, 1), TPFA{Int64}(1320, 1321, 1), TPFA{Int64}(1321, 1322, 1), TPFA{Int64}(1322, 1323, 1), TPFA{Int64}(1323, 1324, 1), TPFA{Int64}(1324, 1325, 1), TPFA{Int64}(1325, 1326, 1), TPFA{Int64}(1327, 1328, 1), TPFA{Int64}(1328, 1329, 1), TPFA{Int64}(1329, 1330, 1), TPFA{Int64}(1330, 1331, 1), TPFA{Int64}(1331, 1332, 1), TPFA{Int64}(1332, 1333, 1), TPFA{Int64}(1333, 1334, 1), TPFA{Int64}(1334, 1335, 1), TPFA{Int64}(1336, 1337, 1), TPFA{Int64}(1337, 1338, 1), TPFA{Int64}(1338, 1339, 1), TPFA{Int64}(1339, 1340, 1), TPFA{Int64}(1340, 1341, 1), TPFA{Int64}(1341, 1342, 1), TPFA{Int64}(1342, 1343, 1), TPFA{Int64}(1343, 1344, 1), TPFA{Int64}(1345, 1346, 1), TPFA{Int64}(1346, 1347, 1), TPFA{Int64}(1347, 1348, 1), TPFA{Int64}(1348, 1349, 1), TPFA{Int64}(1349, 1350, 1), TPFA{Int64}(1351, 1352, 1), TPFA{Int64}(1352, 1353, 1), TPFA{Int64}(1354, 1355, 1), TPFA{Int64}(1355, 1356, 1), TPFA{Int64}(1356, 1357, 1), TPFA{Int64}(1357, 1358, 1), TPFA{Int64}(1358, 1359, 1), TPFA{Int64}(1359, 1360, 1), TPFA{Int64}(1360, 1361, 1), TPFA{Int64}(1361, 1362, 1), TPFA{Int64}(1363, 1364, 1), TPFA{Int64}(1364, 1365, 1), TPFA{Int64}(1365, 1366, 1), TPFA{Int64}(1366, 1367, 1), TPFA{Int64}(1367, 1368, 1), TPFA{Int64}(1368, 1369, 1), TPFA{Int64}(1369, 1370, 1), TPFA{Int64}(1370, 1371, 1), TPFA{Int64}(1372, 1373, 1), TPFA{Int64}(1373, 1374, 1), TPFA{Int64}(1374, 1375, 1), TPFA{Int64}(1375, 1376, 1), TPFA{Int64}(1376, 1377, 1), TPFA{Int64}(1377, 1378, 1), TPFA{Int64}(1378, 1379, 1), TPFA{Int64}(1379, 1380, 1), TPFA{Int64}(1381, 1382, 1), TPFA{Int64}(1382, 1383, 1), TPFA{Int64}(1383, 1384, 1), TPFA{Int64}(1384, 1385, 1), TPFA{Int64}(1385, 1386, 1), TPFA{Int64}(1386, 1387, 1), TPFA{Int64}(1387, 1388, 1), TPFA{Int64}(1388, 1389, 1), TPFA{Int64}(1390, 1391, 1), TPFA{Int64}(1391, 1392, 1), TPFA{Int64}(1392, 1393, 1), TPFA{Int64}(1393, 1394, 1), TPFA{Int64}(1394, 1395, 1), TPFA{Int64}(1395, 1396, 1), TPFA{Int64}(1396, 1397, 1), TPFA{Int64}(1397, 1398, 1), TPFA{Int64}(1399, 1400, 1), TPFA{Int64}(1400, 1401, 1), TPFA{Int64}(1401, 1402, 1), TPFA{Int64}(1402, 1403, 1), TPFA{Int64}(1403, 1404, 1), TPFA{Int64}(1404, 1405, 1), TPFA{Int64}(1405, 1406, 1), TPFA{Int64}(1406, 1407, 1), TPFA{Int64}(1408, 1409, 1), TPFA{Int64}(1409, 1410, 1), TPFA{Int64}(1410, 1411, 1), TPFA{Int64}(1411, 1412, 1), TPFA{Int64}(1412, 1413, 1), TPFA{Int64}(1413, 1414, 1), TPFA{Int64}(1414, 1415, 1), TPFA{Int64}(1415, 1416, 1), TPFA{Int64}(1417, 1418, 1), TPFA{Int64}(1418, 1419, 1), TPFA{Int64}(1419, 1420, 1), TPFA{Int64}(1420, 1421, 1), TPFA{Int64}(1421, 1422, 1), TPFA{Int64}(1422, 1423, 1), TPFA{Int64}(1423, 1424, 1), TPFA{Int64}(1424, 1425, 1), TPFA{Int64}(1426, 1427, 1), TPFA{Int64}(1427, 1428, 1), TPFA{Int64}(1428, 1429, 1), TPFA{Int64}(1429, 1430, 1), TPFA{Int64}(1430, 1431, 1), TPFA{Int64}(1431, 1432, 1), TPFA{Int64}(1432, 1433, 1), TPFA{Int64}(1433, 1434, 1), TPFA{Int64}(1435, 1436, 1), TPFA{Int64}(1436, 1437, 1), TPFA{Int64}(1437, 1438, 1), TPFA{Int64}(1438, 1439, 1), TPFA{Int64}(1439, 1440, 1), TPFA{Int64}(1, 721, 1), TPFA{Int64}(2, 722, 1), TPFA{Int64}(3, 723, 1), TPFA{Int64}(4, 724, 1), TPFA{Int64}(5, 725, 1), TPFA{Int64}(6, 726, 1), TPFA{Int64}(7, 727, 1), TPFA{Int64}(8, 728, 1), TPFA{Int64}(9, 729, 1), TPFA{Int64}(10, 730, 1), TPFA{Int64}(11, 731, 1), TPFA{Int64}(12, 732, 1), TPFA{Int64}(13, 733, 1), TPFA{Int64}(14, 734, 1), TPFA{Int64}(15, 735, 1), TPFA{Int64}(16, 736, 1), TPFA{Int64}(17, 737, 1), TPFA{Int64}(18, 738, 1), TPFA{Int64}(19, 739, 1), TPFA{Int64}(20, 740, 1), TPFA{Int64}(21, 741, 1), TPFA{Int64}(22, 742, 1), TPFA{Int64}(23, 743, 1), TPFA{Int64}(24, 744, 1), TPFA{Int64}(25, 745, 1), TPFA{Int64}(26, 746, 1), TPFA{Int64}(27, 747, 1), TPFA{Int64}(28, 748, 1), TPFA{Int64}(29, 749, 1), TPFA{Int64}(30, 750, 1), TPFA{Int64}(31, 751, 1), TPFA{Int64}(32, 752, 1), TPFA{Int64}(33, 753, 1), TPFA{Int64}(34, 754, 1), TPFA{Int64}(35, 755, 1), TPFA{Int64}(36, 756, 1), TPFA{Int64}(37, 757, 1), TPFA{Int64}(38, 758, 1), TPFA{Int64}(39, 759, 1), TPFA{Int64}(40, 760, 1), TPFA{Int64}(41, 761, 1), TPFA{Int64}(42, 762, 1), TPFA{Int64}(43, 763, 1), TPFA{Int64}(44, 764, 1), TPFA{Int64}(45, 765, 1), TPFA{Int64}(46, 766, 1), TPFA{Int64}(47, 767, 1), TPFA{Int64}(48, 768, 1), TPFA{Int64}(49, 769, 1), TPFA{Int64}(50, 770, 1), TPFA{Int64}(51, 771, 1), TPFA{Int64}(52, 772, 1), TPFA{Int64}(53, 773, 1), TPFA{Int64}(54, 774, 1), TPFA{Int64}(55, 775, 1), TPFA{Int64}(56, 776, 1), TPFA{Int64}(57, 777, 1), TPFA{Int64}(58, 778, 1), TPFA{Int64}(59, 779, 1), TPFA{Int64}(60, 780, 1), TPFA{Int64}(61, 781, 1), TPFA{Int64}(62, 782, 1), TPFA{Int64}(63, 783, 1), TPFA{Int64}(64, 784, 1), TPFA{Int64}(65, 785, 1), TPFA{Int64}(66, 786, 1), TPFA{Int64}(67, 787, 1), TPFA{Int64}(68, 788, 1), TPFA{Int64}(69, 789, 1), TPFA{Int64}(70, 790, 1), TPFA{Int64}(71, 791, 1), TPFA{Int64}(72, 792, 1), TPFA{Int64}(73, 793, 1), TPFA{Int64}(74, 794, 1), TPFA{Int64}(75, 795, 1), TPFA{Int64}(76, 796, 1), TPFA{Int64}(77, 797, 1), TPFA{Int64}(78, 798, 1), TPFA{Int64}(79, 799, 1), TPFA{Int64}(80, 800, 1), TPFA{Int64}(81, 801, 1), TPFA{Int64}(82, 802, 1), TPFA{Int64}(83, 803, 1), TPFA{Int64}(84, 804, 1), TPFA{Int64}(85, 805, 1), TPFA{Int64}(86, 806, 1), TPFA{Int64}(87, 807, 1), TPFA{Int64}(88, 808, 1), TPFA{Int64}(89, 809, 1), TPFA{Int64}(90, 810, 1), TPFA{Int64}(91, 811, 1), TPFA{Int64}(92, 812, 1), TPFA{Int64}(93, 813, 1), TPFA{Int64}(94, 814, 1), TPFA{Int64}(95, 815, 1), TPFA{Int64}(96, 816, 1), TPFA{Int64}(97, 817, 1), TPFA{Int64}(98, 818, 1), TPFA{Int64}(99, 819, 1), TPFA{Int64}(100, 820, 1), TPFA{Int64}(101, 821, 1), TPFA{Int64}(102, 822, 1), TPFA{Int64}(103, 823, 1), TPFA{Int64}(104, 824, 1), TPFA{Int64}(105, 825, 1), TPFA{Int64}(106, 826, 1), TPFA{Int64}(107, 827, 1), TPFA{Int64}(108, 828, 1), TPFA{Int64}(109, 829, 1), TPFA{Int64}(110, 830, 1), TPFA{Int64}(111, 831, 1), TPFA{Int64}(112, 832, 1), TPFA{Int64}(113, 833, 1), TPFA{Int64}(114, 834, 1), TPFA{Int64}(115, 835, 1), TPFA{Int64}(116, 836, 1), TPFA{Int64}(117, 837, 1), TPFA{Int64}(118, 838, 1), TPFA{Int64}(119, 839, 1), TPFA{Int64}(120, 840, 1), TPFA{Int64}(121, 841, 1), TPFA{Int64}(122, 842, 1), TPFA{Int64}(123, 843, 1), TPFA{Int64}(124, 844, 1), TPFA{Int64}(125, 845, 1), TPFA{Int64}(126, 846, 1), TPFA{Int64}(127, 847, 1), TPFA{Int64}(128, 848, 1), TPFA{Int64}(129, 849, 1), TPFA{Int64}(130, 850, 1), TPFA{Int64}(131, 851, 1), TPFA{Int64}(132, 852, 1), TPFA{Int64}(133, 853, 1), TPFA{Int64}(134, 854, 1), TPFA{Int64}(135, 855, 1), TPFA{Int64}(136, 856, 1), TPFA{Int64}(137, 857, 1), TPFA{Int64}(138, 858, 1), TPFA{Int64}(139, 859, 1), TPFA{Int64}(140, 860, 1), TPFA{Int64}(141, 861, 1), TPFA{Int64}(142, 862, 1), TPFA{Int64}(143, 863, 1), TPFA{Int64}(144, 864, 1), TPFA{Int64}(145, 865, 1), TPFA{Int64}(146, 866, 1), TPFA{Int64}(147, 867, 1), TPFA{Int64}(148, 868, 1), TPFA{Int64}(149, 869, 1), TPFA{Int64}(150, 870, 1), TPFA{Int64}(151, 871, 1), TPFA{Int64}(152, 872, 1), TPFA{Int64}(153, 873, 1), TPFA{Int64}(154, 874, 1), TPFA{Int64}(155, 875, 1), TPFA{Int64}(156, 876, 1), TPFA{Int64}(157, 877, 1), TPFA{Int64}(158, 878, 1), TPFA{Int64}(159, 879, 1), TPFA{Int64}(160, 880, 1), TPFA{Int64}(161, 881, 1), TPFA{Int64}(162, 882, 1), TPFA{Int64}(163, 883, 1), TPFA{Int64}(164, 884, 1), TPFA{Int64}(165, 885, 1), TPFA{Int64}(166, 886, 1), TPFA{Int64}(167, 887, 1), TPFA{Int64}(168, 888, 1), TPFA{Int64}(169, 889, 1), TPFA{Int64}(170, 890, 1), TPFA{Int64}(171, 891, 1), TPFA{Int64}(172, 892, 1), TPFA{Int64}(173, 893, 1), TPFA{Int64}(174, 894, 1), TPFA{Int64}(175, 895, 1), TPFA{Int64}(176, 896, 1), TPFA{Int64}(177, 897, 1), TPFA{Int64}(178, 898, 1), TPFA{Int64}(179, 899, 1), TPFA{Int64}(180, 900, 1), TPFA{Int64}(181, 901, 1), TPFA{Int64}(182, 902, 1), TPFA{Int64}(183, 903, 1), TPFA{Int64}(184, 904, 1), TPFA{Int64}(185, 905, 1), TPFA{Int64}(186, 906, 1), TPFA{Int64}(187, 907, 1), TPFA{Int64}(188, 908, 1), TPFA{Int64}(189, 909, 1), TPFA{Int64}(190, 910, 1), TPFA{Int64}(191, 911, 1), TPFA{Int64}(192, 912, 1), TPFA{Int64}(193, 913, 1), TPFA{Int64}(194, 914, 1), TPFA{Int64}(195, 915, 1), TPFA{Int64}(196, 916, 1), TPFA{Int64}(197, 917, 1), TPFA{Int64}(198, 918, 1), TPFA{Int64}(199, 919, 1), TPFA{Int64}(200, 920, 1), TPFA{Int64}(201, 921, 1), TPFA{Int64}(202, 922, 1), TPFA{Int64}(203, 923, 1), TPFA{Int64}(204, 924, 1), TPFA{Int64}(205, 925, 1), TPFA{Int64}(206, 926, 1), TPFA{Int64}(207, 927, 1), TPFA{Int64}(208, 928, 1), TPFA{Int64}(209, 929, 1), TPFA{Int64}(210, 930, 1), TPFA{Int64}(211, 931, 1), TPFA{Int64}(212, 932, 1), TPFA{Int64}(213, 933, 1), TPFA{Int64}(214, 934, 1), TPFA{Int64}(215, 935, 1), TPFA{Int64}(216, 936, 1), TPFA{Int64}(217, 937, 1), TPFA{Int64}(218, 938, 1), TPFA{Int64}(219, 939, 1), TPFA{Int64}(220, 940, 1), TPFA{Int64}(221, 941, 1), TPFA{Int64}(222, 942, 1), TPFA{Int64}(223, 943, 1), TPFA{Int64}(224, 944, 1), TPFA{Int64}(225, 945, 1), TPFA{Int64}(226, 946, 1), TPFA{Int64}(227, 947, 1), TPFA{Int64}(228, 948, 1), TPFA{Int64}(229, 949, 1), TPFA{Int64}(230, 950, 1), TPFA{Int64}(231, 951, 1), TPFA{Int64}(232, 952, 1), TPFA{Int64}(233, 953, 1), TPFA{Int64}(234, 954, 1), TPFA{Int64}(235, 955, 1), TPFA{Int64}(236, 956, 1), TPFA{Int64}(237, 957, 1), TPFA{Int64}(238, 958, 1), TPFA{Int64}(239, 959, 1), TPFA{Int64}(240, 960, 1), TPFA{Int64}(241, 961, 1), TPFA{Int64}(242, 962, 1), TPFA{Int64}(243, 963, 1), TPFA{Int64}(244, 964, 1), TPFA{Int64}(245, 965, 1), TPFA{Int64}(246, 966, 1), TPFA{Int64}(247, 967, 1), TPFA{Int64}(248, 968, 1), TPFA{Int64}(249, 969, 1), TPFA{Int64}(250, 970, 1), TPFA{Int64}(251, 971, 1), TPFA{Int64}(252, 972, 1), TPFA{Int64}(253, 973, 1), TPFA{Int64}(254, 974, 1), TPFA{Int64}(255, 975, 1), TPFA{Int64}(256, 976, 1), TPFA{Int64}(257, 977, 1), TPFA{Int64}(258, 978, 1), TPFA{Int64}(259, 979, 1), TPFA{Int64}(260, 980, 1), TPFA{Int64}(261, 981, 1), TPFA{Int64}(262, 982, 1), TPFA{Int64}(263, 983, 1), TPFA{Int64}(264, 984, 1), TPFA{Int64}(265, 985, 1), TPFA{Int64}(266, 986, 1), TPFA{Int64}(267, 987, 1), TPFA{Int64}(268, 988, 1), TPFA{Int64}(269, 989, 1), TPFA{Int64}(270, 990, 1), TPFA{Int64}(271, 991, 1), TPFA{Int64}(272, 992, 1), TPFA{Int64}(273, 993, 1), TPFA{Int64}(274, 994, 1), TPFA{Int64}(275, 995, 1), TPFA{Int64}(276, 996, 1), TPFA{Int64}(277, 997, 1), TPFA{Int64}(278, 998, 1), TPFA{Int64}(279, 999, 1), TPFA{Int64}(280, 1000, 1), TPFA{Int64}(281, 1001, 1), TPFA{Int64}(282, 1002, 1), TPFA{Int64}(283, 1003, 1), TPFA{Int64}(284, 1004, 1), TPFA{Int64}(285, 1005, 1), TPFA{Int64}(286, 1006, 1), TPFA{Int64}(287, 1007, 1), TPFA{Int64}(288, 1008, 1), TPFA{Int64}(289, 1009, 1), TPFA{Int64}(290, 1010, 1), TPFA{Int64}(291, 1011, 1), TPFA{Int64}(292, 1012, 1), TPFA{Int64}(293, 1013, 1), TPFA{Int64}(294, 1014, 1), TPFA{Int64}(295, 1015, 1), TPFA{Int64}(296, 1016, 1), TPFA{Int64}(297, 1017, 1), TPFA{Int64}(298, 1018, 1), TPFA{Int64}(299, 1019, 1), TPFA{Int64}(300, 1020, 1), TPFA{Int64}(301, 1021, 1), TPFA{Int64}(302, 1022, 1), TPFA{Int64}(303, 1023, 1), TPFA{Int64}(304, 1024, 1), TPFA{Int64}(305, 1025, 1), TPFA{Int64}(306, 1026, 1), TPFA{Int64}(307, 1027, 1), TPFA{Int64}(308, 1028, 1), TPFA{Int64}(309, 1029, 1), TPFA{Int64}(310, 1030, 1), TPFA{Int64}(311, 1031, 1), TPFA{Int64}(312, 1032, 1), TPFA{Int64}(313, 1033, 1), TPFA{Int64}(314, 1034, 1), TPFA{Int64}(315, 1035, 1), TPFA{Int64}(316, 1036, 1), TPFA{Int64}(317, 1037, 1), TPFA{Int64}(318, 1038, 1), TPFA{Int64}(319, 1039, 1), TPFA{Int64}(320, 1040, 1), TPFA{Int64}(321, 1041, 1), TPFA{Int64}(322, 1042, 1), TPFA{Int64}(323, 1043, 1), TPFA{Int64}(324, 1044, 1), TPFA{Int64}(325, 1045, 1), TPFA{Int64}(326, 1046, 1), TPFA{Int64}(327, 1047, 1), TPFA{Int64}(328, 1048, 1), TPFA{Int64}(329, 1049, 1), TPFA{Int64}(330, 1050, 1), TPFA{Int64}(331, 1051, 1), TPFA{Int64}(332, 1052, 1), TPFA{Int64}(333, 1053, 1), TPFA{Int64}(334, 1054, 1), TPFA{Int64}(335, 1055, 1), TPFA{Int64}(336, 1056, 1), TPFA{Int64}(337, 1057, 1), TPFA{Int64}(338, 1058, 1), TPFA{Int64}(339, 1059, 1), TPFA{Int64}(340, 1060, 1), TPFA{Int64}(341, 1061, 1), TPFA{Int64}(342, 1062, 1), TPFA{Int64}(343, 1063, 1), TPFA{Int64}(344, 1064, 1), TPFA{Int64}(345, 1065, 1), TPFA{Int64}(346, 1066, 1), TPFA{Int64}(347, 1067, 1), TPFA{Int64}(348, 1068, 1), TPFA{Int64}(349, 1069, 1), TPFA{Int64}(350, 1070, 1), TPFA{Int64}(351, 1071, 1), TPFA{Int64}(352, 1072, 1), TPFA{Int64}(353, 1073, 1), TPFA{Int64}(354, 1074, 1), TPFA{Int64}(355, 1075, 1), TPFA{Int64}(356, 1076, 1), TPFA{Int64}(357, 1077, 1), TPFA{Int64}(358, 1078, 1), TPFA{Int64}(359, 1079, 1), TPFA{Int64}(360, 1080, 1), TPFA{Int64}(361, 1081, 1), TPFA{Int64}(362, 1082, 1), TPFA{Int64}(363, 1083, 1), TPFA{Int64}(364, 1084, 1), TPFA{Int64}(365, 1085, 1), TPFA{Int64}(366, 1086, 1), TPFA{Int64}(367, 1087, 1), TPFA{Int64}(368, 1088, 1), TPFA{Int64}(369, 1089, 1), TPFA{Int64}(370, 1090, 1), TPFA{Int64}(371, 1091, 1), TPFA{Int64}(372, 1092, 1), TPFA{Int64}(373, 1093, 1), TPFA{Int64}(374, 1094, 1), TPFA{Int64}(375, 1095, 1), TPFA{Int64}(376, 1096, 1), TPFA{Int64}(377, 1097, 1), TPFA{Int64}(378, 1098, 1), TPFA{Int64}(379, 1099, 1), TPFA{Int64}(380, 1100, 1), TPFA{Int64}(381, 1101, 1), TPFA{Int64}(382, 1102, 1), TPFA{Int64}(383, 1103, 1), TPFA{Int64}(384, 1104, 1), TPFA{Int64}(385, 1105, 1), TPFA{Int64}(386, 1106, 1), TPFA{Int64}(387, 1107, 1), TPFA{Int64}(388, 1108, 1), TPFA{Int64}(389, 1109, 1), TPFA{Int64}(390, 1110, 1), TPFA{Int64}(391, 1111, 1), TPFA{Int64}(392, 1112, 1), TPFA{Int64}(393, 1113, 1), TPFA{Int64}(394, 1114, 1), TPFA{Int64}(395, 1115, 1), TPFA{Int64}(396, 1116, 1), TPFA{Int64}(397, 1117, 1), TPFA{Int64}(398, 1118, 1), TPFA{Int64}(399, 1119, 1), TPFA{Int64}(400, 1120, 1), TPFA{Int64}(401, 1121, 1), TPFA{Int64}(402, 1122, 1), TPFA{Int64}(403, 1123, 1), TPFA{Int64}(404, 1124, 1), TPFA{Int64}(405, 1125, 1), TPFA{Int64}(406, 1126, 1), TPFA{Int64}(407, 1127, 1), TPFA{Int64}(408, 1128, 1), TPFA{Int64}(409, 1129, 1), TPFA{Int64}(410, 1130, 1), TPFA{Int64}(411, 1131, 1), TPFA{Int64}(412, 1132, 1), TPFA{Int64}(413, 1133, 1), TPFA{Int64}(414, 1134, 1), TPFA{Int64}(415, 1135, 1), TPFA{Int64}(416, 1136, 1), TPFA{Int64}(417, 1137, 1), TPFA{Int64}(418, 1138, 1), TPFA{Int64}(419, 1139, 1), TPFA{Int64}(420, 1140, 1), TPFA{Int64}(421, 1141, 1), TPFA{Int64}(422, 1142, 1), TPFA{Int64}(423, 1143, 1), TPFA{Int64}(424, 1144, 1), TPFA{Int64}(425, 1145, 1), TPFA{Int64}(426, 1146, 1), TPFA{Int64}(427, 1147, 1), TPFA{Int64}(428, 1148, 1), TPFA{Int64}(429, 1149, 1), TPFA{Int64}(430, 1150, 1), TPFA{Int64}(431, 1151, 1), TPFA{Int64}(432, 1152, 1), TPFA{Int64}(433, 1153, 1), TPFA{Int64}(434, 1154, 1), TPFA{Int64}(435, 1155, 1), TPFA{Int64}(436, 1156, 1), TPFA{Int64}(437, 1157, 1), TPFA{Int64}(438, 1158, 1), TPFA{Int64}(439, 1159, 1), TPFA{Int64}(440, 1160, 1), TPFA{Int64}(441, 1161, 1), TPFA{Int64}(442, 1162, 1), TPFA{Int64}(443, 1163, 1), TPFA{Int64}(444, 1164, 1), TPFA{Int64}(445, 1165, 1), TPFA{Int64}(446, 1166, 1), TPFA{Int64}(447, 1167, 1), TPFA{Int64}(448, 1168, 1), TPFA{Int64}(449, 1169, 1), TPFA{Int64}(450, 1170, 1), TPFA{Int64}(451, 1171, 1), TPFA{Int64}(452, 1172, 1), TPFA{Int64}(453, 1173, 1), TPFA{Int64}(454, 1174, 1), TPFA{Int64}(455, 1175, 1), TPFA{Int64}(456, 1176, 1), TPFA{Int64}(457, 1177, 1), TPFA{Int64}(458, 1178, 1), TPFA{Int64}(459, 1179, 1), TPFA{Int64}(460, 1180, 1), TPFA{Int64}(461, 1181, 1), TPFA{Int64}(462, 1182, 1), TPFA{Int64}(463, 1183, 1), TPFA{Int64}(464, 1184, 1), TPFA{Int64}(465, 1185, 1), TPFA{Int64}(466, 1186, 1), TPFA{Int64}(467, 1187, 1), TPFA{Int64}(468, 1188, 1), TPFA{Int64}(469, 1189, 1), TPFA{Int64}(470, 1190, 1), TPFA{Int64}(471, 1191, 1), TPFA{Int64}(472, 1192, 1), TPFA{Int64}(473, 1193, 1), TPFA{Int64}(474, 1194, 1), TPFA{Int64}(475, 1195, 1), TPFA{Int64}(476, 1196, 1), TPFA{Int64}(477, 1197, 1), TPFA{Int64}(478, 1198, 1), TPFA{Int64}(479, 1199, 1), TPFA{Int64}(480, 1200, 1), TPFA{Int64}(481, 1201, 1), TPFA{Int64}(482, 1202, 1), TPFA{Int64}(483, 1203, 1), TPFA{Int64}(484, 1204, 1), TPFA{Int64}(485, 1205, 1), TPFA{Int64}(486, 1206, 1), TPFA{Int64}(487, 1207, 1), TPFA{Int64}(488, 1208, 1), TPFA{Int64}(489, 1209, 1), TPFA{Int64}(490, 1210, 1), TPFA{Int64}(491, 1211, 1), TPFA{Int64}(492, 1212, 1), TPFA{Int64}(493, 1213, 1), TPFA{Int64}(494, 1214, 1), TPFA{Int64}(495, 1215, 1), TPFA{Int64}(496, 1216, 1), TPFA{Int64}(497, 1217, 1), TPFA{Int64}(498, 1218, 1), TPFA{Int64}(499, 1219, 1), TPFA{Int64}(500, 1220, 1), TPFA{Int64}(501, 1221, 1), TPFA{Int64}(502, 1222, 1), TPFA{Int64}(503, 1223, 1), TPFA{Int64}(504, 1224, 1), TPFA{Int64}(505, 1225, 1), TPFA{Int64}(506, 1226, 1), TPFA{Int64}(507, 1227, 1), TPFA{Int64}(508, 1228, 1), TPFA{Int64}(509, 1229, 1), TPFA{Int64}(510, 1230, 1), TPFA{Int64}(511, 1231, 1), TPFA{Int64}(512, 1232, 1), TPFA{Int64}(513, 1233, 1), TPFA{Int64}(514, 1234, 1), TPFA{Int64}(515, 1235, 1), TPFA{Int64}(516, 1236, 1), TPFA{Int64}(517, 1237, 1), TPFA{Int64}(518, 1238, 1), TPFA{Int64}(519, 1239, 1), TPFA{Int64}(520, 1240, 1), TPFA{Int64}(521, 1241, 1), TPFA{Int64}(522, 1242, 1), TPFA{Int64}(523, 1243, 1), TPFA{Int64}(524, 1244, 1), TPFA{Int64}(525, 1245, 1), TPFA{Int64}(526, 1246, 1), TPFA{Int64}(527, 1247, 1), TPFA{Int64}(528, 1248, 1), TPFA{Int64}(529, 1249, 1), TPFA{Int64}(530, 1250, 1), TPFA{Int64}(531, 1251, 1), TPFA{Int64}(532, 1252, 1), TPFA{Int64}(533, 1253, 1), TPFA{Int64}(534, 1254, 1), TPFA{Int64}(535, 1255, 1), TPFA{Int64}(536, 1256, 1), TPFA{Int64}(537, 1257, 1), TPFA{Int64}(538, 1258, 1), TPFA{Int64}(539, 1259, 1), TPFA{Int64}(540, 1260, 1), TPFA{Int64}(541, 1261, 1), TPFA{Int64}(542, 1262, 1), TPFA{Int64}(543, 1263, 1), TPFA{Int64}(544, 1264, 1), TPFA{Int64}(545, 1265, 1), TPFA{Int64}(546, 1266, 1), TPFA{Int64}(547, 1267, 1), TPFA{Int64}(548, 1268, 1), TPFA{Int64}(549, 1269, 1), TPFA{Int64}(550, 1270, 1), TPFA{Int64}(551, 1271, 1), TPFA{Int64}(552, 1272, 1), TPFA{Int64}(553, 1273, 1), TPFA{Int64}(554, 1274, 1), TPFA{Int64}(555, 1275, 1), TPFA{Int64}(556, 1276, 1), TPFA{Int64}(557, 1277, 1), TPFA{Int64}(558, 1278, 1), TPFA{Int64}(559, 1279, 1), TPFA{Int64}(560, 1280, 1), TPFA{Int64}(561, 1281, 1), TPFA{Int64}(562, 1282, 1), TPFA{Int64}(563, 1283, 1), TPFA{Int64}(564, 1284, 1), TPFA{Int64}(565, 1285, 1), TPFA{Int64}(566, 1286, 1), TPFA{Int64}(567, 1287, 1), TPFA{Int64}(568, 1288, 1), TPFA{Int64}(569, 1289, 1), TPFA{Int64}(570, 1290, 1), TPFA{Int64}(571, 1291, 1), TPFA{Int64}(572, 1292, 1), TPFA{Int64}(573, 1293, 1), TPFA{Int64}(574, 1294, 1), TPFA{Int64}(575, 1295, 1), TPFA{Int64}(576, 1296, 1), TPFA{Int64}(577, 1297, 1), TPFA{Int64}(578, 1298, 1), TPFA{Int64}(579, 1299, 1), TPFA{Int64}(580, 1300, 1), TPFA{Int64}(581, 1301, 1), TPFA{Int64}(582, 1302, 1), TPFA{Int64}(583, 1303, 1), TPFA{Int64}(584, 1304, 1), TPFA{Int64}(585, 1305, 1), TPFA{Int64}(586, 1306, 1), TPFA{Int64}(587, 1307, 1), TPFA{Int64}(588, 1308, 1), TPFA{Int64}(589, 1309, 1), TPFA{Int64}(590, 1310, 1), TPFA{Int64}(591, 1311, 1), TPFA{Int64}(592, 1312, 1), TPFA{Int64}(593, 1313, 1), TPFA{Int64}(594, 1314, 1), TPFA{Int64}(595, 1315, 1), TPFA{Int64}(596, 1316, 1), TPFA{Int64}(597, 1317, 1), TPFA{Int64}(598, 1318, 1), TPFA{Int64}(599, 1319, 1), TPFA{Int64}(600, 1320, 1), TPFA{Int64}(601, 1321, 1), TPFA{Int64}(602, 1322, 1), TPFA{Int64}(603, 1323, 1), TPFA{Int64}(604, 1324, 1), TPFA{Int64}(605, 1325, 1), TPFA{Int64}(606, 1326, 1), TPFA{Int64}(607, 1327, 1), TPFA{Int64}(608, 1328, 1), TPFA{Int64}(609, 1329, 1), TPFA{Int64}(610, 1330, 1), TPFA{Int64}(611, 1331, 1), TPFA{Int64}(612, 1332, 1), TPFA{Int64}(613, 1333, 1), TPFA{Int64}(614, 1334, 1), TPFA{Int64}(615, 1335, 1), TPFA{Int64}(616, 1336, 1), TPFA{Int64}(617, 1337, 1), TPFA{Int64}(618, 1338, 1), TPFA{Int64}(619, 1339, 1), TPFA{Int64}(620, 1340, 1), TPFA{Int64}(621, 1341, 1), TPFA{Int64}(622, 1342, 1), TPFA{Int64}(623, 1343, 1), TPFA{Int64}(624, 1344, 1), TPFA{Int64}(625, 1345, 1), TPFA{Int64}(626, 1346, 1), TPFA{Int64}(627, 1347, 1), TPFA{Int64}(628, 1348, 1), TPFA{Int64}(629, 1349, 1), TPFA{Int64}(630, 1350, 1), TPFA{Int64}(631, 1351, 1), TPFA{Int64}(632, 1352, 1), TPFA{Int64}(633, 1353, 1), TPFA{Int64}(634, 1354, 1), TPFA{Int64}(635, 1355, 1), TPFA{Int64}(636, 1356, 1), TPFA{Int64}(637, 1357, 1), TPFA{Int64}(638, 1358, 1), TPFA{Int64}(639, 1359, 1), TPFA{Int64}(640, 1360, 1), TPFA{Int64}(641, 1361, 1), TPFA{Int64}(642, 1362, 1), TPFA{Int64}(643, 1363, 1), TPFA{Int64}(644, 1364, 1), TPFA{Int64}(645, 1365, 1), TPFA{Int64}(646, 1366, 1), TPFA{Int64}(647, 1367, 1), TPFA{Int64}(648, 1368, 1), TPFA{Int64}(649, 1369, 1), TPFA{Int64}(650, 1370, 1), TPFA{Int64}(651, 1371, 1), TPFA{Int64}(652, 1372, 1), TPFA{Int64}(653, 1373, 1), TPFA{Int64}(654, 1374, 1), TPFA{Int64}(655, 1375, 1), TPFA{Int64}(656, 1376, 1), TPFA{Int64}(657, 1377, 1), TPFA{Int64}(658, 1378, 1), TPFA{Int64}(659, 1379, 1), TPFA{Int64}(660, 1380, 1), TPFA{Int64}(661, 1381, 1), TPFA{Int64}(662, 1382, 1), TPFA{Int64}(663, 1383, 1), TPFA{Int64}(664, 1384, 1), TPFA{Int64}(665, 1385, 1), TPFA{Int64}(666, 1386, 1), TPFA{Int64}(667, 1387, 1), TPFA{Int64}(668, 1388, 1), TPFA{Int64}(669, 1389, 1), TPFA{Int64}(670, 1390, 1), TPFA{Int64}(671, 1391, 1), TPFA{Int64}(672, 1392, 1), TPFA{Int64}(673, 1393, 1), TPFA{Int64}(674, 1394, 1), TPFA{Int64}(675, 1395, 1), TPFA{Int64}(676, 1396, 1), TPFA{Int64}(677, 1397, 1), TPFA{Int64}(678, 1398, 1), TPFA{Int64}(679, 1399, 1), TPFA{Int64}(680, 1400, 1), TPFA{Int64}(681, 1401, 1), TPFA{Int64}(682, 1402, 1), TPFA{Int64}(683, 1403, 1), TPFA{Int64}(684, 1404, 1), TPFA{Int64}(685, 1405, 1), TPFA{Int64}(686, 1406, 1), TPFA{Int64}(687, 1407, 1), TPFA{Int64}(688, 1408, 1), TPFA{Int64}(689, 1409, 1), TPFA{Int64}(690, 1410, 1), TPFA{Int64}(691, 1411, 1), TPFA{Int64}(692, 1412, 1), TPFA{Int64}(693, 1413, 1), TPFA{Int64}(694, 1414, 1), TPFA{Int64}(695, 1415, 1), TPFA{Int64}(696, 1416, 1), TPFA{Int64}(697, 1417, 1), TPFA{Int64}(698, 1418, 1), TPFA{Int64}(699, 1419, 1), TPFA{Int64}(700, 1420, 1), TPFA{Int64}(701, 1421, 1), TPFA{Int64}(702, 1422, 1), TPFA{Int64}(703, 1423, 1), TPFA{Int64}(704, 1424, 1), TPFA{Int64}(705, 1425, 1), TPFA{Int64}(706, 1426, 1), TPFA{Int64}(707, 1427, 1), TPFA{Int64}(708, 1428, 1), TPFA{Int64}(709, 1429, 1), TPFA{Int64}(710, 1430, 1), TPFA{Int64}(711, 1431, 1), TPFA{Int64}(712, 1432, 1), TPFA{Int64}(713, 1433, 1), TPFA{Int64}(714, 1434, 1), TPFA{Int64}(715, 1435, 1), TPFA{Int64}(716, 1436, 1), TPFA{Int64}(717, 1437, 1), TPFA{Int64}(718, 1438, 1), TPFA{Int64}(719, 1439, 1), TPFA{Int64}(720, 1440, 1)], SPU{Int64}[SPU{Int64}(19, 631), SPU{Int64}(20, 632), SPU{Int64}(21, 633), SPU{Int64}(22, 634), SPU{Int64}(23, 635), SPU{Int64}(24, 636), SPU{Int64}(25, 637), SPU{Int64}(26, 638), SPU{Int64}(27, 639), SPU{Int64}(28, 640), SPU{Int64}(29, 641), SPU{Int64}(30, 642), SPU{Int64}(31, 643), SPU{Int64}(32, 644), SPU{Int64}(33, 645), SPU{Int64}(34, 646), SPU{Int64}(35, 647), SPU{Int64}(36, 648), SPU{Int64}(37, 649), SPU{Int64}(38, 650), SPU{Int64}(39, 651), SPU{Int64}(40, 652), SPU{Int64}(41, 653), SPU{Int64}(42, 654), SPU{Int64}(43, 655), SPU{Int64}(44, 656), SPU{Int64}(45, 657), SPU{Int64}(46, 658), SPU{Int64}(47, 659), SPU{Int64}(48, 660), SPU{Int64}(49, 661), SPU{Int64}(50, 662), SPU{Int64}(51, 663), SPU{Int64}(52, 664), SPU{Int64}(53, 665), SPU{Int64}(54, 666), SPU{Int64}(55, 667), SPU{Int64}(56, 668), SPU{Int64}(57, 669), SPU{Int64}(58, 670), SPU{Int64}(59, 671), SPU{Int64}(60, 672), SPU{Int64}(61, 673), SPU{Int64}(62, 674), SPU{Int64}(63, 675), SPU{Int64}(64, 676), SPU{Int64}(65, 677), SPU{Int64}(66, 678), SPU{Int64}(67, 679), SPU{Int64}(68, 680), SPU{Int64}(69, 681), SPU{Int64}(70, 682), SPU{Int64}(71, 683), SPU{Int64}(72, 684), SPU{Int64}(73, 685), SPU{Int64}(74, 686), SPU{Int64}(75, 687), SPU{Int64}(76, 688), SPU{Int64}(77, 689), SPU{Int64}(78, 690), SPU{Int64}(79, 691), SPU{Int64}(80, 692), SPU{Int64}(81, 693), SPU{Int64}(82, 694), SPU{Int64}(83, 695), SPU{Int64}(84, 696), SPU{Int64}(85, 697), SPU{Int64}(86, 698), SPU{Int64}(87, 699), SPU{Int64}(88, 700), SPU{Int64}(89, 701), SPU{Int64}(90, 702), SPU{Int64}(91, 1), SPU{Int64}(92, 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SPU{Int64}(225, 226), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(231, 232), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(234, 235), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(240, 241), SPU{Int64}(241, 242), SPU{Int64}(242, 243), SPU{Int64}(243, 244), SPU{Int64}(244, 245), SPU{Int64}(245, 246), SPU{Int64}(247, 248), SPU{Int64}(248, 249), SPU{Int64}(249, 250), SPU{Int64}(250, 251), SPU{Int64}(251, 252), SPU{Int64}(252, 253), SPU{Int64}(253, 254), SPU{Int64}(254, 255), SPU{Int64}(256, 257), SPU{Int64}(257, 258), SPU{Int64}(258, 259), SPU{Int64}(259, 260), SPU{Int64}(260, 261), SPU{Int64}(261, 262), SPU{Int64}(262, 263), SPU{Int64}(263, 264), SPU{Int64}(265, 266), SPU{Int64}(266, 267), SPU{Int64}(267, 268), SPU{Int64}(268, 269), SPU{Int64}(269, 270), SPU{Int64}(271, 272), SPU{Int64}(272, 273), SPU{Int64}(274, 275), SPU{Int64}(275, 276), SPU{Int64}(276, 277), 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SPU{Int64}(328, 329), SPU{Int64}(329, 330), SPU{Int64}(330, 331), SPU{Int64}(331, 332), SPU{Int64}(332, 333), SPU{Int64}(333, 334), SPU{Int64}(334, 335), SPU{Int64}(335, 336), SPU{Int64}(337, 338), SPU{Int64}(338, 339), SPU{Int64}(339, 340), SPU{Int64}(340, 341), SPU{Int64}(341, 342), SPU{Int64}(342, 343), SPU{Int64}(343, 344), SPU{Int64}(344, 345), SPU{Int64}(346, 347), SPU{Int64}(347, 348), SPU{Int64}(348, 349), SPU{Int64}(349, 350), SPU{Int64}(350, 351), SPU{Int64}(351, 352), SPU{Int64}(352, 353), SPU{Int64}(353, 354), SPU{Int64}(355, 356), SPU{Int64}(356, 357), SPU{Int64}(357, 358), SPU{Int64}(358, 359), SPU{Int64}(359, 360), SPU{Int64}(361, 362), SPU{Int64}(362, 363), SPU{Int64}(364, 365), SPU{Int64}(365, 366), SPU{Int64}(366, 367), SPU{Int64}(367, 368), SPU{Int64}(368, 369), SPU{Int64}(369, 370), SPU{Int64}(370, 371), SPU{Int64}(371, 372), SPU{Int64}(373, 374), SPU{Int64}(374, 375), SPU{Int64}(375, 376), SPU{Int64}(376, 377), SPU{Int64}(377, 378), SPU{Int64}(378, 379), SPU{Int64}(379, 380), SPU{Int64}(380, 381), SPU{Int64}(382, 383), SPU{Int64}(383, 384), SPU{Int64}(384, 385), SPU{Int64}(385, 386), SPU{Int64}(386, 387), SPU{Int64}(387, 388), SPU{Int64}(388, 389), SPU{Int64}(389, 390), SPU{Int64}(391, 392), SPU{Int64}(392, 393), SPU{Int64}(393, 394), SPU{Int64}(394, 395), SPU{Int64}(395, 396), SPU{Int64}(396, 397), SPU{Int64}(397, 398), SPU{Int64}(398, 399), SPU{Int64}(400, 401), SPU{Int64}(401, 402), SPU{Int64}(402, 403), SPU{Int64}(403, 404), SPU{Int64}(404, 405), SPU{Int64}(405, 406), SPU{Int64}(406, 407), SPU{Int64}(407, 408), SPU{Int64}(409, 410), SPU{Int64}(410, 411), SPU{Int64}(411, 412), SPU{Int64}(412, 413), SPU{Int64}(413, 414), SPU{Int64}(414, 415), SPU{Int64}(415, 416), SPU{Int64}(416, 417), SPU{Int64}(418, 419), SPU{Int64}(419, 420), SPU{Int64}(420, 421), SPU{Int64}(421, 422), SPU{Int64}(422, 423), SPU{Int64}(423, 424), SPU{Int64}(424, 425), SPU{Int64}(425, 426), SPU{Int64}(427, 428), SPU{Int64}(428, 429), SPU{Int64}(429, 430), 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SPU{Int64}(482, 483), SPU{Int64}(483, 484), SPU{Int64}(484, 485), SPU{Int64}(485, 486), SPU{Int64}(486, 487), SPU{Int64}(487, 488), SPU{Int64}(488, 489), SPU{Int64}(490, 491), SPU{Int64}(491, 492), SPU{Int64}(492, 493), SPU{Int64}(493, 494), SPU{Int64}(494, 495), SPU{Int64}(495, 496), SPU{Int64}(496, 497), SPU{Int64}(497, 498), SPU{Int64}(499, 500), SPU{Int64}(500, 501), SPU{Int64}(501, 502), SPU{Int64}(502, 503), SPU{Int64}(503, 504), SPU{Int64}(504, 505), SPU{Int64}(505, 506), SPU{Int64}(506, 507), SPU{Int64}(508, 509), SPU{Int64}(509, 510), SPU{Int64}(510, 511), SPU{Int64}(511, 512), SPU{Int64}(512, 513), SPU{Int64}(513, 514), SPU{Int64}(514, 515), SPU{Int64}(515, 516), SPU{Int64}(517, 518), SPU{Int64}(518, 519), SPU{Int64}(519, 520), SPU{Int64}(520, 521), SPU{Int64}(521, 522), SPU{Int64}(522, 523), SPU{Int64}(523, 524), SPU{Int64}(524, 525), SPU{Int64}(526, 527), SPU{Int64}(527, 528), SPU{Int64}(528, 529), SPU{Int64}(529, 530), SPU{Int64}(530, 531), SPU{Int64}(531, 532), SPU{Int64}(532, 533), SPU{Int64}(533, 534), SPU{Int64}(535, 536), SPU{Int64}(536, 537), SPU{Int64}(537, 538), SPU{Int64}(538, 539), SPU{Int64}(539, 540), SPU{Int64}(541, 542), SPU{Int64}(542, 543), SPU{Int64}(544, 545), SPU{Int64}(545, 546), SPU{Int64}(546, 547), SPU{Int64}(547, 548), SPU{Int64}(548, 549), SPU{Int64}(549, 550), SPU{Int64}(550, 551), SPU{Int64}(551, 552), SPU{Int64}(553, 554), SPU{Int64}(554, 555), SPU{Int64}(555, 556), SPU{Int64}(556, 557), SPU{Int64}(557, 558), SPU{Int64}(558, 559), SPU{Int64}(559, 560), SPU{Int64}(560, 561), SPU{Int64}(562, 563), SPU{Int64}(563, 564), SPU{Int64}(564, 565), SPU{Int64}(565, 566), SPU{Int64}(566, 567), SPU{Int64}(567, 568), SPU{Int64}(568, 569), SPU{Int64}(569, 570), SPU{Int64}(571, 572), SPU{Int64}(572, 573), SPU{Int64}(573, 574), SPU{Int64}(574, 575), SPU{Int64}(575, 576), SPU{Int64}(576, 577), SPU{Int64}(577, 578), SPU{Int64}(578, 579), SPU{Int64}(580, 581), SPU{Int64}(581, 582), SPU{Int64}(582, 583), SPU{Int64}(583, 584), SPU{Int64}(584, 585), SPU{Int64}(585, 586), SPU{Int64}(586, 587), SPU{Int64}(587, 588), SPU{Int64}(589, 590), SPU{Int64}(590, 591), SPU{Int64}(591, 592), SPU{Int64}(592, 593), SPU{Int64}(593, 594), SPU{Int64}(594, 595), SPU{Int64}(595, 596), SPU{Int64}(596, 597), SPU{Int64}(598, 599), SPU{Int64}(599, 600), SPU{Int64}(600, 601), SPU{Int64}(601, 602), SPU{Int64}(602, 603), SPU{Int64}(603, 604), SPU{Int64}(604, 605), SPU{Int64}(605, 606), SPU{Int64}(607, 608), SPU{Int64}(608, 609), SPU{Int64}(609, 610), SPU{Int64}(610, 611), SPU{Int64}(611, 612), SPU{Int64}(612, 613), SPU{Int64}(613, 614), SPU{Int64}(614, 615), SPU{Int64}(616, 617), SPU{Int64}(617, 618), SPU{Int64}(618, 619), SPU{Int64}(619, 620), SPU{Int64}(620, 621), SPU{Int64}(621, 622), SPU{Int64}(622, 623), SPU{Int64}(623, 624), SPU{Int64}(625, 626), SPU{Int64}(626, 627), SPU{Int64}(627, 628), SPU{Int64}(628, 629), SPU{Int64}(629, 630), SPU{Int64}(631, 632), SPU{Int64}(632, 633), SPU{Int64}(634, 635), SPU{Int64}(635, 636), SPU{Int64}(636, 637), SPU{Int64}(637, 638), SPU{Int64}(638, 639), SPU{Int64}(639, 640), SPU{Int64}(640, 641), SPU{Int64}(641, 642), SPU{Int64}(643, 644), SPU{Int64}(644, 645), SPU{Int64}(645, 646), SPU{Int64}(646, 647), SPU{Int64}(647, 648), SPU{Int64}(648, 649), SPU{Int64}(649, 650), SPU{Int64}(650, 651), SPU{Int64}(652, 653), SPU{Int64}(653, 654), SPU{Int64}(654, 655), SPU{Int64}(655, 656), SPU{Int64}(656, 657), SPU{Int64}(657, 658), SPU{Int64}(658, 659), SPU{Int64}(659, 660), SPU{Int64}(661, 662), SPU{Int64}(662, 663), SPU{Int64}(663, 664), SPU{Int64}(664, 665), SPU{Int64}(665, 666), SPU{Int64}(666, 667), SPU{Int64}(667, 668), SPU{Int64}(668, 669), SPU{Int64}(670, 671), SPU{Int64}(671, 672), SPU{Int64}(672, 673), SPU{Int64}(673, 674), SPU{Int64}(674, 675), SPU{Int64}(675, 676), SPU{Int64}(676, 677), SPU{Int64}(677, 678), SPU{Int64}(679, 680), SPU{Int64}(680, 681), SPU{Int64}(681, 682), SPU{Int64}(682, 683), SPU{Int64}(683, 684), SPU{Int64}(684, 685), SPU{Int64}(685, 686), SPU{Int64}(686, 687), SPU{Int64}(688, 689), SPU{Int64}(689, 690), SPU{Int64}(690, 691), SPU{Int64}(691, 692), SPU{Int64}(692, 693), SPU{Int64}(693, 694), SPU{Int64}(694, 695), SPU{Int64}(695, 696), SPU{Int64}(697, 698), SPU{Int64}(698, 699), SPU{Int64}(699, 700), SPU{Int64}(700, 701), SPU{Int64}(701, 702), SPU{Int64}(702, 703), SPU{Int64}(703, 704), SPU{Int64}(704, 705), SPU{Int64}(706, 707), SPU{Int64}(707, 708), SPU{Int64}(708, 709), SPU{Int64}(709, 710), SPU{Int64}(710, 711), SPU{Int64}(711, 712), SPU{Int64}(712, 713), SPU{Int64}(713, 714), SPU{Int64}(715, 716), SPU{Int64}(716, 717), SPU{Int64}(717, 718), SPU{Int64}(718, 719), SPU{Int64}(719, 720), SPU{Int64}(739, 1351), SPU{Int64}(740, 1352), SPU{Int64}(741, 1353), SPU{Int64}(742, 1354), SPU{Int64}(743, 1355), SPU{Int64}(744, 1356), SPU{Int64}(745, 1357), SPU{Int64}(746, 1358), SPU{Int64}(747, 1359), SPU{Int64}(748, 1360), SPU{Int64}(749, 1361), SPU{Int64}(750, 1362), SPU{Int64}(751, 1363), SPU{Int64}(752, 1364), SPU{Int64}(753, 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SPU{Int64}(797, 1409), SPU{Int64}(798, 1410), SPU{Int64}(799, 1411), SPU{Int64}(800, 1412), SPU{Int64}(801, 1413), SPU{Int64}(802, 1414), SPU{Int64}(803, 1415), SPU{Int64}(804, 1416), SPU{Int64}(805, 1417), SPU{Int64}(806, 1418), SPU{Int64}(807, 1419), SPU{Int64}(808, 1420), SPU{Int64}(809, 1421), SPU{Int64}(810, 1422), SPU{Int64}(811, 721), SPU{Int64}(812, 722), SPU{Int64}(813, 723), SPU{Int64}(814, 724), SPU{Int64}(815, 725), SPU{Int64}(816, 726), SPU{Int64}(817, 727), SPU{Int64}(818, 728), SPU{Int64}(819, 729), SPU{Int64}(820, 730), SPU{Int64}(821, 731), SPU{Int64}(822, 732), SPU{Int64}(823, 733), SPU{Int64}(824, 734), SPU{Int64}(825, 735), SPU{Int64}(826, 736), SPU{Int64}(827, 737), SPU{Int64}(828, 738), SPU{Int64}(829, 739), SPU{Int64}(830, 740), SPU{Int64}(831, 741), SPU{Int64}(832, 742), SPU{Int64}(833, 743), SPU{Int64}(834, 744), SPU{Int64}(835, 745), SPU{Int64}(836, 746), SPU{Int64}(837, 747), SPU{Int64}(838, 748), SPU{Int64}(839, 749), SPU{Int64}(840, 750), SPU{Int64}(841, 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SPU{Int64}(770, 771), SPU{Int64}(771, 772), SPU{Int64}(772, 773), SPU{Int64}(773, 774), SPU{Int64}(774, 775), SPU{Int64}(775, 776), SPU{Int64}(776, 777), SPU{Int64}(778, 779), SPU{Int64}(779, 780), SPU{Int64}(780, 781), SPU{Int64}(781, 782), SPU{Int64}(782, 783), SPU{Int64}(783, 784), SPU{Int64}(784, 785), SPU{Int64}(785, 786), SPU{Int64}(787, 788), SPU{Int64}(788, 789), SPU{Int64}(789, 790), SPU{Int64}(790, 791), SPU{Int64}(791, 792), SPU{Int64}(792, 793), SPU{Int64}(793, 794), SPU{Int64}(794, 795), SPU{Int64}(796, 797), SPU{Int64}(797, 798), SPU{Int64}(798, 799), SPU{Int64}(799, 800), SPU{Int64}(800, 801), SPU{Int64}(801, 802), SPU{Int64}(802, 803), SPU{Int64}(803, 804), SPU{Int64}(805, 806), SPU{Int64}(806, 807), SPU{Int64}(807, 808), SPU{Int64}(808, 809), SPU{Int64}(809, 810), SPU{Int64}(811, 812), SPU{Int64}(812, 813), SPU{Int64}(814, 815), SPU{Int64}(815, 816), SPU{Int64}(816, 817), SPU{Int64}(817, 818), SPU{Int64}(818, 819), SPU{Int64}(819, 820), SPU{Int64}(820, 821), SPU{Int64}(821, 822), SPU{Int64}(823, 824), SPU{Int64}(824, 825), SPU{Int64}(825, 826), SPU{Int64}(826, 827), SPU{Int64}(827, 828), SPU{Int64}(828, 829), SPU{Int64}(829, 830), SPU{Int64}(830, 831), SPU{Int64}(832, 833), SPU{Int64}(833, 834), SPU{Int64}(834, 835), SPU{Int64}(835, 836), SPU{Int64}(836, 837), SPU{Int64}(837, 838), SPU{Int64}(838, 839), SPU{Int64}(839, 840), SPU{Int64}(841, 842), SPU{Int64}(842, 843), SPU{Int64}(843, 844), SPU{Int64}(844, 845), SPU{Int64}(845, 846), SPU{Int64}(846, 847), SPU{Int64}(847, 848), SPU{Int64}(848, 849), SPU{Int64}(850, 851), SPU{Int64}(851, 852), SPU{Int64}(852, 853), SPU{Int64}(853, 854), SPU{Int64}(854, 855), SPU{Int64}(855, 856), SPU{Int64}(856, 857), SPU{Int64}(857, 858), SPU{Int64}(859, 860), SPU{Int64}(860, 861), SPU{Int64}(861, 862), SPU{Int64}(862, 863), SPU{Int64}(863, 864), SPU{Int64}(864, 865), SPU{Int64}(865, 866), SPU{Int64}(866, 867), SPU{Int64}(868, 869), SPU{Int64}(869, 870), SPU{Int64}(870, 871), SPU{Int64}(871, 872), SPU{Int64}(872, 873), SPU{Int64}(873, 874), SPU{Int64}(874, 875), SPU{Int64}(875, 876), SPU{Int64}(877, 878), SPU{Int64}(878, 879), SPU{Int64}(879, 880), SPU{Int64}(880, 881), SPU{Int64}(881, 882), SPU{Int64}(882, 883), SPU{Int64}(883, 884), SPU{Int64}(884, 885), SPU{Int64}(886, 887), SPU{Int64}(887, 888), SPU{Int64}(888, 889), SPU{Int64}(889, 890), SPU{Int64}(890, 891), SPU{Int64}(891, 892), SPU{Int64}(892, 893), SPU{Int64}(893, 894), SPU{Int64}(895, 896), SPU{Int64}(896, 897), SPU{Int64}(897, 898), SPU{Int64}(898, 899), SPU{Int64}(899, 900), SPU{Int64}(901, 902), SPU{Int64}(902, 903), SPU{Int64}(904, 905), SPU{Int64}(905, 906), SPU{Int64}(906, 907), SPU{Int64}(907, 908), SPU{Int64}(908, 909), SPU{Int64}(909, 910), SPU{Int64}(910, 911), SPU{Int64}(911, 912), SPU{Int64}(913, 914), SPU{Int64}(914, 915), SPU{Int64}(915, 916), SPU{Int64}(916, 917), SPU{Int64}(917, 918), SPU{Int64}(918, 919), SPU{Int64}(919, 920), SPU{Int64}(920, 921), SPU{Int64}(922, 923), SPU{Int64}(923, 924), SPU{Int64}(924, 925), SPU{Int64}(925, 926), SPU{Int64}(926, 927), SPU{Int64}(927, 928), SPU{Int64}(928, 929), SPU{Int64}(929, 930), SPU{Int64}(931, 932), SPU{Int64}(932, 933), SPU{Int64}(933, 934), SPU{Int64}(934, 935), SPU{Int64}(935, 936), SPU{Int64}(936, 937), SPU{Int64}(937, 938), SPU{Int64}(938, 939), SPU{Int64}(940, 941), SPU{Int64}(941, 942), SPU{Int64}(942, 943), SPU{Int64}(943, 944), SPU{Int64}(944, 945), SPU{Int64}(945, 946), SPU{Int64}(946, 947), SPU{Int64}(947, 948), SPU{Int64}(949, 950), SPU{Int64}(950, 951), SPU{Int64}(951, 952), SPU{Int64}(952, 953), SPU{Int64}(953, 954), SPU{Int64}(954, 955), SPU{Int64}(955, 956), SPU{Int64}(956, 957), SPU{Int64}(958, 959), SPU{Int64}(959, 960), SPU{Int64}(960, 961), SPU{Int64}(961, 962), SPU{Int64}(962, 963), SPU{Int64}(963, 964), SPU{Int64}(964, 965), SPU{Int64}(965, 966), SPU{Int64}(967, 968), SPU{Int64}(968, 969), SPU{Int64}(969, 970), SPU{Int64}(970, 971), SPU{Int64}(971, 972), SPU{Int64}(972, 973), SPU{Int64}(973, 974), SPU{Int64}(974, 975), SPU{Int64}(976, 977), SPU{Int64}(977, 978), SPU{Int64}(978, 979), SPU{Int64}(979, 980), SPU{Int64}(980, 981), SPU{Int64}(981, 982), SPU{Int64}(982, 983), SPU{Int64}(983, 984), SPU{Int64}(985, 986), SPU{Int64}(986, 987), SPU{Int64}(987, 988), SPU{Int64}(988, 989), SPU{Int64}(989, 990), SPU{Int64}(991, 992), SPU{Int64}(992, 993), SPU{Int64}(994, 995), SPU{Int64}(995, 996), SPU{Int64}(996, 997), SPU{Int64}(997, 998), SPU{Int64}(998, 999), SPU{Int64}(999, 1000), SPU{Int64}(1000, 1001), SPU{Int64}(1001, 1002), SPU{Int64}(1003, 1004), SPU{Int64}(1004, 1005), SPU{Int64}(1005, 1006), SPU{Int64}(1006, 1007), SPU{Int64}(1007, 1008), SPU{Int64}(1008, 1009), SPU{Int64}(1009, 1010), SPU{Int64}(1010, 1011), SPU{Int64}(1012, 1013), SPU{Int64}(1013, 1014), SPU{Int64}(1014, 1015), SPU{Int64}(1015, 1016), SPU{Int64}(1016, 1017), SPU{Int64}(1017, 1018), SPU{Int64}(1018, 1019), SPU{Int64}(1019, 1020), SPU{Int64}(1021, 1022), SPU{Int64}(1022, 1023), SPU{Int64}(1023, 1024), SPU{Int64}(1024, 1025), SPU{Int64}(1025, 1026), SPU{Int64}(1026, 1027), SPU{Int64}(1027, 1028), SPU{Int64}(1028, 1029), SPU{Int64}(1030, 1031), SPU{Int64}(1031, 1032), SPU{Int64}(1032, 1033), SPU{Int64}(1033, 1034), SPU{Int64}(1034, 1035), SPU{Int64}(1035, 1036), SPU{Int64}(1036, 1037), SPU{Int64}(1037, 1038), SPU{Int64}(1039, 1040), SPU{Int64}(1040, 1041), SPU{Int64}(1041, 1042), SPU{Int64}(1042, 1043), SPU{Int64}(1043, 1044), SPU{Int64}(1044, 1045), SPU{Int64}(1045, 1046), SPU{Int64}(1046, 1047), SPU{Int64}(1048, 1049), SPU{Int64}(1049, 1050), SPU{Int64}(1050, 1051), SPU{Int64}(1051, 1052), SPU{Int64}(1052, 1053), SPU{Int64}(1053, 1054), SPU{Int64}(1054, 1055), SPU{Int64}(1055, 1056), SPU{Int64}(1057, 1058), SPU{Int64}(1058, 1059), SPU{Int64}(1059, 1060), SPU{Int64}(1060, 1061), SPU{Int64}(1061, 1062), SPU{Int64}(1062, 1063), SPU{Int64}(1063, 1064), SPU{Int64}(1064, 1065), SPU{Int64}(1066, 1067), SPU{Int64}(1067, 1068), SPU{Int64}(1068, 1069), SPU{Int64}(1069, 1070), SPU{Int64}(1070, 1071), SPU{Int64}(1071, 1072), SPU{Int64}(1072, 1073), SPU{Int64}(1073, 1074), SPU{Int64}(1075, 1076), SPU{Int64}(1076, 1077), SPU{Int64}(1077, 1078), SPU{Int64}(1078, 1079), SPU{Int64}(1079, 1080), SPU{Int64}(1081, 1082), SPU{Int64}(1082, 1083), SPU{Int64}(1084, 1085), SPU{Int64}(1085, 1086), SPU{Int64}(1086, 1087), SPU{Int64}(1087, 1088), SPU{Int64}(1088, 1089), SPU{Int64}(1089, 1090), SPU{Int64}(1090, 1091), SPU{Int64}(1091, 1092), SPU{Int64}(1093, 1094), SPU{Int64}(1094, 1095), SPU{Int64}(1095, 1096), SPU{Int64}(1096, 1097), SPU{Int64}(1097, 1098), SPU{Int64}(1098, 1099), SPU{Int64}(1099, 1100), SPU{Int64}(1100, 1101), SPU{Int64}(1102, 1103), SPU{Int64}(1103, 1104), SPU{Int64}(1104, 1105), SPU{Int64}(1105, 1106), SPU{Int64}(1106, 1107), SPU{Int64}(1107, 1108), SPU{Int64}(1108, 1109), SPU{Int64}(1109, 1110), SPU{Int64}(1111, 1112), SPU{Int64}(1112, 1113), SPU{Int64}(1113, 1114), SPU{Int64}(1114, 1115), SPU{Int64}(1115, 1116), SPU{Int64}(1116, 1117), SPU{Int64}(1117, 1118), SPU{Int64}(1118, 1119), SPU{Int64}(1120, 1121), SPU{Int64}(1121, 1122), SPU{Int64}(1122, 1123), SPU{Int64}(1123, 1124), SPU{Int64}(1124, 1125), SPU{Int64}(1125, 1126), SPU{Int64}(1126, 1127), SPU{Int64}(1127, 1128), SPU{Int64}(1129, 1130), SPU{Int64}(1130, 1131), SPU{Int64}(1131, 1132), SPU{Int64}(1132, 1133), SPU{Int64}(1133, 1134), SPU{Int64}(1134, 1135), SPU{Int64}(1135, 1136), SPU{Int64}(1136, 1137), SPU{Int64}(1138, 1139), SPU{Int64}(1139, 1140), SPU{Int64}(1140, 1141), SPU{Int64}(1141, 1142), SPU{Int64}(1142, 1143), SPU{Int64}(1143, 1144), SPU{Int64}(1144, 1145), SPU{Int64}(1145, 1146), SPU{Int64}(1147, 1148), SPU{Int64}(1148, 1149), SPU{Int64}(1149, 1150), SPU{Int64}(1150, 1151), SPU{Int64}(1151, 1152), SPU{Int64}(1152, 1153), SPU{Int64}(1153, 1154), SPU{Int64}(1154, 1155), SPU{Int64}(1156, 1157), SPU{Int64}(1157, 1158), SPU{Int64}(1158, 1159), SPU{Int64}(1159, 1160), SPU{Int64}(1160, 1161), SPU{Int64}(1161, 1162), SPU{Int64}(1162, 1163), SPU{Int64}(1163, 1164), SPU{Int64}(1165, 1166), SPU{Int64}(1166, 1167), SPU{Int64}(1167, 1168), SPU{Int64}(1168, 1169), SPU{Int64}(1169, 1170), SPU{Int64}(1171, 1172), SPU{Int64}(1172, 1173), SPU{Int64}(1174, 1175), SPU{Int64}(1175, 1176), SPU{Int64}(1176, 1177), SPU{Int64}(1177, 1178), SPU{Int64}(1178, 1179), SPU{Int64}(1179, 1180), SPU{Int64}(1180, 1181), SPU{Int64}(1181, 1182), SPU{Int64}(1183, 1184), SPU{Int64}(1184, 1185), SPU{Int64}(1185, 1186), SPU{Int64}(1186, 1187), SPU{Int64}(1187, 1188), SPU{Int64}(1188, 1189), SPU{Int64}(1189, 1190), SPU{Int64}(1190, 1191), SPU{Int64}(1192, 1193), SPU{Int64}(1193, 1194), SPU{Int64}(1194, 1195), SPU{Int64}(1195, 1196), SPU{Int64}(1196, 1197), SPU{Int64}(1197, 1198), SPU{Int64}(1198, 1199), SPU{Int64}(1199, 1200), SPU{Int64}(1201, 1202), SPU{Int64}(1202, 1203), SPU{Int64}(1203, 1204), SPU{Int64}(1204, 1205), SPU{Int64}(1205, 1206), SPU{Int64}(1206, 1207), SPU{Int64}(1207, 1208), SPU{Int64}(1208, 1209), SPU{Int64}(1210, 1211), SPU{Int64}(1211, 1212), SPU{Int64}(1212, 1213), SPU{Int64}(1213, 1214), SPU{Int64}(1214, 1215), SPU{Int64}(1215, 1216), SPU{Int64}(1216, 1217), SPU{Int64}(1217, 1218), SPU{Int64}(1219, 1220), SPU{Int64}(1220, 1221), SPU{Int64}(1221, 1222), SPU{Int64}(1222, 1223), SPU{Int64}(1223, 1224), SPU{Int64}(1224, 1225), SPU{Int64}(1225, 1226), SPU{Int64}(1226, 1227), SPU{Int64}(1228, 1229), SPU{Int64}(1229, 1230), SPU{Int64}(1230, 1231), SPU{Int64}(1231, 1232), SPU{Int64}(1232, 1233), SPU{Int64}(1233, 1234), SPU{Int64}(1234, 1235), SPU{Int64}(1235, 1236), SPU{Int64}(1237, 1238), SPU{Int64}(1238, 1239), SPU{Int64}(1239, 1240), SPU{Int64}(1240, 1241), SPU{Int64}(1241, 1242), SPU{Int64}(1242, 1243), SPU{Int64}(1243, 1244), SPU{Int64}(1244, 1245), SPU{Int64}(1246, 1247), SPU{Int64}(1247, 1248), SPU{Int64}(1248, 1249), SPU{Int64}(1249, 1250), SPU{Int64}(1250, 1251), SPU{Int64}(1251, 1252), SPU{Int64}(1252, 1253), SPU{Int64}(1253, 1254), SPU{Int64}(1255, 1256), SPU{Int64}(1256, 1257), SPU{Int64}(1257, 1258), SPU{Int64}(1258, 1259), SPU{Int64}(1259, 1260), SPU{Int64}(1261, 1262), SPU{Int64}(1262, 1263), SPU{Int64}(1264, 1265), SPU{Int64}(1265, 1266), SPU{Int64}(1266, 1267), SPU{Int64}(1267, 1268), SPU{Int64}(1268, 1269), SPU{Int64}(1269, 1270), SPU{Int64}(1270, 1271), SPU{Int64}(1271, 1272), SPU{Int64}(1273, 1274), SPU{Int64}(1274, 1275), SPU{Int64}(1275, 1276), SPU{Int64}(1276, 1277), SPU{Int64}(1277, 1278), SPU{Int64}(1278, 1279), SPU{Int64}(1279, 1280), SPU{Int64}(1280, 1281), SPU{Int64}(1282, 1283), SPU{Int64}(1283, 1284), SPU{Int64}(1284, 1285), SPU{Int64}(1285, 1286), SPU{Int64}(1286, 1287), SPU{Int64}(1287, 1288), SPU{Int64}(1288, 1289), SPU{Int64}(1289, 1290), SPU{Int64}(1291, 1292), SPU{Int64}(1292, 1293), SPU{Int64}(1293, 1294), SPU{Int64}(1294, 1295), SPU{Int64}(1295, 1296), SPU{Int64}(1296, 1297), SPU{Int64}(1297, 1298), SPU{Int64}(1298, 1299), SPU{Int64}(1300, 1301), SPU{Int64}(1301, 1302), SPU{Int64}(1302, 1303), SPU{Int64}(1303, 1304), SPU{Int64}(1304, 1305), SPU{Int64}(1305, 1306), SPU{Int64}(1306, 1307), SPU{Int64}(1307, 1308), SPU{Int64}(1309, 1310), SPU{Int64}(1310, 1311), SPU{Int64}(1311, 1312), SPU{Int64}(1312, 1313), SPU{Int64}(1313, 1314), SPU{Int64}(1314, 1315), SPU{Int64}(1315, 1316), SPU{Int64}(1316, 1317), SPU{Int64}(1318, 1319), SPU{Int64}(1319, 1320), SPU{Int64}(1320, 1321), SPU{Int64}(1321, 1322), SPU{Int64}(1322, 1323), SPU{Int64}(1323, 1324), SPU{Int64}(1324, 1325), SPU{Int64}(1325, 1326), SPU{Int64}(1327, 1328), SPU{Int64}(1328, 1329), SPU{Int64}(1329, 1330), SPU{Int64}(1330, 1331), SPU{Int64}(1331, 1332), SPU{Int64}(1332, 1333), SPU{Int64}(1333, 1334), SPU{Int64}(1334, 1335), SPU{Int64}(1336, 1337), SPU{Int64}(1337, 1338), SPU{Int64}(1338, 1339), SPU{Int64}(1339, 1340), SPU{Int64}(1340, 1341), SPU{Int64}(1341, 1342), SPU{Int64}(1342, 1343), SPU{Int64}(1343, 1344), SPU{Int64}(1345, 1346), SPU{Int64}(1346, 1347), SPU{Int64}(1347, 1348), SPU{Int64}(1348, 1349), SPU{Int64}(1349, 1350), SPU{Int64}(1351, 1352), SPU{Int64}(1352, 1353), SPU{Int64}(1354, 1355), SPU{Int64}(1355, 1356), SPU{Int64}(1356, 1357), SPU{Int64}(1357, 1358), SPU{Int64}(1358, 1359), SPU{Int64}(1359, 1360), SPU{Int64}(1360, 1361), SPU{Int64}(1361, 1362), SPU{Int64}(1363, 1364), SPU{Int64}(1364, 1365), SPU{Int64}(1365, 1366), SPU{Int64}(1366, 1367), SPU{Int64}(1367, 1368), SPU{Int64}(1368, 1369), SPU{Int64}(1369, 1370), SPU{Int64}(1370, 1371), SPU{Int64}(1372, 1373), SPU{Int64}(1373, 1374), SPU{Int64}(1374, 1375), SPU{Int64}(1375, 1376), SPU{Int64}(1376, 1377), SPU{Int64}(1377, 1378), SPU{Int64}(1378, 1379), SPU{Int64}(1379, 1380), SPU{Int64}(1381, 1382), SPU{Int64}(1382, 1383), SPU{Int64}(1383, 1384), SPU{Int64}(1384, 1385), SPU{Int64}(1385, 1386), SPU{Int64}(1386, 1387), SPU{Int64}(1387, 1388), SPU{Int64}(1388, 1389), SPU{Int64}(1390, 1391), SPU{Int64}(1391, 1392), SPU{Int64}(1392, 1393), SPU{Int64}(1393, 1394), SPU{Int64}(1394, 1395), SPU{Int64}(1395, 1396), SPU{Int64}(1396, 1397), SPU{Int64}(1397, 1398), SPU{Int64}(1399, 1400), SPU{Int64}(1400, 1401), SPU{Int64}(1401, 1402), SPU{Int64}(1402, 1403), SPU{Int64}(1403, 1404), SPU{Int64}(1404, 1405), SPU{Int64}(1405, 1406), SPU{Int64}(1406, 1407), SPU{Int64}(1408, 1409), SPU{Int64}(1409, 1410), SPU{Int64}(1410, 1411), SPU{Int64}(1411, 1412), SPU{Int64}(1412, 1413), SPU{Int64}(1413, 1414), SPU{Int64}(1414, 1415), SPU{Int64}(1415, 1416), SPU{Int64}(1417, 1418), SPU{Int64}(1418, 1419), SPU{Int64}(1419, 1420), SPU{Int64}(1420, 1421), SPU{Int64}(1421, 1422), SPU{Int64}(1422, 1423), SPU{Int64}(1423, 1424), SPU{Int64}(1424, 1425), SPU{Int64}(1426, 1427), SPU{Int64}(1427, 1428), SPU{Int64}(1428, 1429), SPU{Int64}(1429, 1430), SPU{Int64}(1430, 1431), SPU{Int64}(1431, 1432), SPU{Int64}(1432, 1433), SPU{Int64}(1433, 1434), SPU{Int64}(1435, 1436), SPU{Int64}(1436, 1437), SPU{Int64}(1437, 1438), SPU{Int64}(1438, 1439), SPU{Int64}(1439, 1440), SPU{Int64}(1, 721), SPU{Int64}(2, 722), SPU{Int64}(3, 723), SPU{Int64}(4, 724), SPU{Int64}(5, 725), SPU{Int64}(6, 726), SPU{Int64}(7, 727), SPU{Int64}(8, 728), SPU{Int64}(9, 729), SPU{Int64}(10, 730), SPU{Int64}(11, 731), SPU{Int64}(12, 732), SPU{Int64}(13, 733), SPU{Int64}(14, 734), SPU{Int64}(15, 735), SPU{Int64}(16, 736), SPU{Int64}(17, 737), SPU{Int64}(18, 738), SPU{Int64}(19, 739), SPU{Int64}(20, 740), SPU{Int64}(21, 741), SPU{Int64}(22, 742), SPU{Int64}(23, 743), SPU{Int64}(24, 744), SPU{Int64}(25, 745), SPU{Int64}(26, 746), SPU{Int64}(27, 747), SPU{Int64}(28, 748), SPU{Int64}(29, 749), SPU{Int64}(30, 750), SPU{Int64}(31, 751), SPU{Int64}(32, 752), SPU{Int64}(33, 753), SPU{Int64}(34, 754), SPU{Int64}(35, 755), SPU{Int64}(36, 756), SPU{Int64}(37, 757), SPU{Int64}(38, 758), SPU{Int64}(39, 759), SPU{Int64}(40, 760), SPU{Int64}(41, 761), SPU{Int64}(42, 762), SPU{Int64}(43, 763), SPU{Int64}(44, 764), SPU{Int64}(45, 765), SPU{Int64}(46, 766), SPU{Int64}(47, 767), SPU{Int64}(48, 768), SPU{Int64}(49, 769), SPU{Int64}(50, 770), SPU{Int64}(51, 771), SPU{Int64}(52, 772), SPU{Int64}(53, 773), SPU{Int64}(54, 774), SPU{Int64}(55, 775), SPU{Int64}(56, 776), SPU{Int64}(57, 777), SPU{Int64}(58, 778), SPU{Int64}(59, 779), SPU{Int64}(60, 780), SPU{Int64}(61, 781), SPU{Int64}(62, 782), SPU{Int64}(63, 783), SPU{Int64}(64, 784), SPU{Int64}(65, 785), SPU{Int64}(66, 786), SPU{Int64}(67, 787), SPU{Int64}(68, 788), SPU{Int64}(69, 789), SPU{Int64}(70, 790), SPU{Int64}(71, 791), SPU{Int64}(72, 792), SPU{Int64}(73, 793), SPU{Int64}(74, 794), SPU{Int64}(75, 795), SPU{Int64}(76, 796), SPU{Int64}(77, 797), SPU{Int64}(78, 798), SPU{Int64}(79, 799), SPU{Int64}(80, 800), SPU{Int64}(81, 801), SPU{Int64}(82, 802), SPU{Int64}(83, 803), SPU{Int64}(84, 804), SPU{Int64}(85, 805), SPU{Int64}(86, 806), SPU{Int64}(87, 807), SPU{Int64}(88, 808), SPU{Int64}(89, 809), SPU{Int64}(90, 810), SPU{Int64}(91, 811), SPU{Int64}(92, 812), SPU{Int64}(93, 813), SPU{Int64}(94, 814), SPU{Int64}(95, 815), SPU{Int64}(96, 816), SPU{Int64}(97, 817), SPU{Int64}(98, 818), SPU{Int64}(99, 819), SPU{Int64}(100, 820), SPU{Int64}(101, 821), SPU{Int64}(102, 822), SPU{Int64}(103, 823), SPU{Int64}(104, 824), SPU{Int64}(105, 825), SPU{Int64}(106, 826), SPU{Int64}(107, 827), SPU{Int64}(108, 828), SPU{Int64}(109, 829), SPU{Int64}(110, 830), SPU{Int64}(111, 831), SPU{Int64}(112, 832), SPU{Int64}(113, 833), SPU{Int64}(114, 834), SPU{Int64}(115, 835), SPU{Int64}(116, 836), SPU{Int64}(117, 837), SPU{Int64}(118, 838), SPU{Int64}(119, 839), SPU{Int64}(120, 840), SPU{Int64}(121, 841), SPU{Int64}(122, 842), SPU{Int64}(123, 843), SPU{Int64}(124, 844), SPU{Int64}(125, 845), SPU{Int64}(126, 846), SPU{Int64}(127, 847), SPU{Int64}(128, 848), SPU{Int64}(129, 849), SPU{Int64}(130, 850), SPU{Int64}(131, 851), SPU{Int64}(132, 852), SPU{Int64}(133, 853), SPU{Int64}(134, 854), SPU{Int64}(135, 855), SPU{Int64}(136, 856), SPU{Int64}(137, 857), SPU{Int64}(138, 858), SPU{Int64}(139, 859), SPU{Int64}(140, 860), SPU{Int64}(141, 861), SPU{Int64}(142, 862), SPU{Int64}(143, 863), SPU{Int64}(144, 864), SPU{Int64}(145, 865), SPU{Int64}(146, 866), SPU{Int64}(147, 867), SPU{Int64}(148, 868), SPU{Int64}(149, 869), SPU{Int64}(150, 870), SPU{Int64}(151, 871), SPU{Int64}(152, 872), SPU{Int64}(153, 873), SPU{Int64}(154, 874), SPU{Int64}(155, 875), SPU{Int64}(156, 876), SPU{Int64}(157, 877), SPU{Int64}(158, 878), SPU{Int64}(159, 879), SPU{Int64}(160, 880), SPU{Int64}(161, 881), SPU{Int64}(162, 882), SPU{Int64}(163, 883), SPU{Int64}(164, 884), SPU{Int64}(165, 885), SPU{Int64}(166, 886), SPU{Int64}(167, 887), SPU{Int64}(168, 888), SPU{Int64}(169, 889), SPU{Int64}(170, 890), SPU{Int64}(171, 891), SPU{Int64}(172, 892), SPU{Int64}(173, 893), SPU{Int64}(174, 894), SPU{Int64}(175, 895), SPU{Int64}(176, 896), SPU{Int64}(177, 897), SPU{Int64}(178, 898), SPU{Int64}(179, 899), SPU{Int64}(180, 900), SPU{Int64}(181, 901), SPU{Int64}(182, 902), SPU{Int64}(183, 903), SPU{Int64}(184, 904), SPU{Int64}(185, 905), SPU{Int64}(186, 906), SPU{Int64}(187, 907), SPU{Int64}(188, 908), SPU{Int64}(189, 909), SPU{Int64}(190, 910), SPU{Int64}(191, 911), SPU{Int64}(192, 912), SPU{Int64}(193, 913), SPU{Int64}(194, 914), SPU{Int64}(195, 915), SPU{Int64}(196, 916), SPU{Int64}(197, 917), SPU{Int64}(198, 918), SPU{Int64}(199, 919), SPU{Int64}(200, 920), SPU{Int64}(201, 921), SPU{Int64}(202, 922), SPU{Int64}(203, 923), SPU{Int64}(204, 924), SPU{Int64}(205, 925), SPU{Int64}(206, 926), SPU{Int64}(207, 927), SPU{Int64}(208, 928), SPU{Int64}(209, 929), SPU{Int64}(210, 930), SPU{Int64}(211, 931), SPU{Int64}(212, 932), SPU{Int64}(213, 933), SPU{Int64}(214, 934), SPU{Int64}(215, 935), SPU{Int64}(216, 936), SPU{Int64}(217, 937), SPU{Int64}(218, 938), SPU{Int64}(219, 939), SPU{Int64}(220, 940), SPU{Int64}(221, 941), SPU{Int64}(222, 942), SPU{Int64}(223, 943), SPU{Int64}(224, 944), SPU{Int64}(225, 945), SPU{Int64}(226, 946), SPU{Int64}(227, 947), SPU{Int64}(228, 948), SPU{Int64}(229, 949), SPU{Int64}(230, 950), SPU{Int64}(231, 951), SPU{Int64}(232, 952), SPU{Int64}(233, 953), SPU{Int64}(234, 954), SPU{Int64}(235, 955), SPU{Int64}(236, 956), SPU{Int64}(237, 957), SPU{Int64}(238, 958), SPU{Int64}(239, 959), SPU{Int64}(240, 960), SPU{Int64}(241, 961), SPU{Int64}(242, 962), SPU{Int64}(243, 963), SPU{Int64}(244, 964), SPU{Int64}(245, 965), SPU{Int64}(246, 966), SPU{Int64}(247, 967), SPU{Int64}(248, 968), SPU{Int64}(249, 969), SPU{Int64}(250, 970), SPU{Int64}(251, 971), SPU{Int64}(252, 972), SPU{Int64}(253, 973), SPU{Int64}(254, 974), SPU{Int64}(255, 975), SPU{Int64}(256, 976), SPU{Int64}(257, 977), SPU{Int64}(258, 978), SPU{Int64}(259, 979), SPU{Int64}(260, 980), SPU{Int64}(261, 981), SPU{Int64}(262, 982), SPU{Int64}(263, 983), SPU{Int64}(264, 984), SPU{Int64}(265, 985), SPU{Int64}(266, 986), SPU{Int64}(267, 987), SPU{Int64}(268, 988), SPU{Int64}(269, 989), SPU{Int64}(270, 990), SPU{Int64}(271, 991), SPU{Int64}(272, 992), SPU{Int64}(273, 993), SPU{Int64}(274, 994), SPU{Int64}(275, 995), SPU{Int64}(276, 996), SPU{Int64}(277, 997), SPU{Int64}(278, 998), SPU{Int64}(279, 999), SPU{Int64}(280, 1000), SPU{Int64}(281, 1001), SPU{Int64}(282, 1002), SPU{Int64}(283, 1003), SPU{Int64}(284, 1004), SPU{Int64}(285, 1005), SPU{Int64}(286, 1006), SPU{Int64}(287, 1007), SPU{Int64}(288, 1008), SPU{Int64}(289, 1009), SPU{Int64}(290, 1010), SPU{Int64}(291, 1011), SPU{Int64}(292, 1012), SPU{Int64}(293, 1013), SPU{Int64}(294, 1014), SPU{Int64}(295, 1015), SPU{Int64}(296, 1016), SPU{Int64}(297, 1017), SPU{Int64}(298, 1018), SPU{Int64}(299, 1019), SPU{Int64}(300, 1020), SPU{Int64}(301, 1021), SPU{Int64}(302, 1022), SPU{Int64}(303, 1023), SPU{Int64}(304, 1024), SPU{Int64}(305, 1025), SPU{Int64}(306, 1026), SPU{Int64}(307, 1027), SPU{Int64}(308, 1028), SPU{Int64}(309, 1029), SPU{Int64}(310, 1030), SPU{Int64}(311, 1031), SPU{Int64}(312, 1032), SPU{Int64}(313, 1033), SPU{Int64}(314, 1034), SPU{Int64}(315, 1035), SPU{Int64}(316, 1036), SPU{Int64}(317, 1037), SPU{Int64}(318, 1038), SPU{Int64}(319, 1039), SPU{Int64}(320, 1040), SPU{Int64}(321, 1041), SPU{Int64}(322, 1042), SPU{Int64}(323, 1043), SPU{Int64}(324, 1044), SPU{Int64}(325, 1045), SPU{Int64}(326, 1046), SPU{Int64}(327, 1047), SPU{Int64}(328, 1048), SPU{Int64}(329, 1049), SPU{Int64}(330, 1050), SPU{Int64}(331, 1051), SPU{Int64}(332, 1052), SPU{Int64}(333, 1053), SPU{Int64}(334, 1054), SPU{Int64}(335, 1055), SPU{Int64}(336, 1056), SPU{Int64}(337, 1057), SPU{Int64}(338, 1058), SPU{Int64}(339, 1059), SPU{Int64}(340, 1060), SPU{Int64}(341, 1061), SPU{Int64}(342, 1062), SPU{Int64}(343, 1063), SPU{Int64}(344, 1064), SPU{Int64}(345, 1065), SPU{Int64}(346, 1066), SPU{Int64}(347, 1067), SPU{Int64}(348, 1068), SPU{Int64}(349, 1069), SPU{Int64}(350, 1070), SPU{Int64}(351, 1071), SPU{Int64}(352, 1072), SPU{Int64}(353, 1073), SPU{Int64}(354, 1074), SPU{Int64}(355, 1075), SPU{Int64}(356, 1076), SPU{Int64}(357, 1077), SPU{Int64}(358, 1078), SPU{Int64}(359, 1079), SPU{Int64}(360, 1080), SPU{Int64}(361, 1081), SPU{Int64}(362, 1082), SPU{Int64}(363, 1083), SPU{Int64}(364, 1084), SPU{Int64}(365, 1085), SPU{Int64}(366, 1086), SPU{Int64}(367, 1087), SPU{Int64}(368, 1088), SPU{Int64}(369, 1089), SPU{Int64}(370, 1090), SPU{Int64}(371, 1091), SPU{Int64}(372, 1092), SPU{Int64}(373, 1093), SPU{Int64}(374, 1094), SPU{Int64}(375, 1095), SPU{Int64}(376, 1096), SPU{Int64}(377, 1097), SPU{Int64}(378, 1098), SPU{Int64}(379, 1099), SPU{Int64}(380, 1100), SPU{Int64}(381, 1101), SPU{Int64}(382, 1102), SPU{Int64}(383, 1103), SPU{Int64}(384, 1104), SPU{Int64}(385, 1105), SPU{Int64}(386, 1106), SPU{Int64}(387, 1107), SPU{Int64}(388, 1108), SPU{Int64}(389, 1109), SPU{Int64}(390, 1110), SPU{Int64}(391, 1111), SPU{Int64}(392, 1112), SPU{Int64}(393, 1113), SPU{Int64}(394, 1114), SPU{Int64}(395, 1115), SPU{Int64}(396, 1116), SPU{Int64}(397, 1117), SPU{Int64}(398, 1118), SPU{Int64}(399, 1119), SPU{Int64}(400, 1120), SPU{Int64}(401, 1121), SPU{Int64}(402, 1122), SPU{Int64}(403, 1123), SPU{Int64}(404, 1124), SPU{Int64}(405, 1125), SPU{Int64}(406, 1126), SPU{Int64}(407, 1127), SPU{Int64}(408, 1128), SPU{Int64}(409, 1129), SPU{Int64}(410, 1130), SPU{Int64}(411, 1131), SPU{Int64}(412, 1132), SPU{Int64}(413, 1133), SPU{Int64}(414, 1134), SPU{Int64}(415, 1135), SPU{Int64}(416, 1136), SPU{Int64}(417, 1137), SPU{Int64}(418, 1138), SPU{Int64}(419, 1139), SPU{Int64}(420, 1140), SPU{Int64}(421, 1141), SPU{Int64}(422, 1142), SPU{Int64}(423, 1143), SPU{Int64}(424, 1144), SPU{Int64}(425, 1145), SPU{Int64}(426, 1146), SPU{Int64}(427, 1147), SPU{Int64}(428, 1148), SPU{Int64}(429, 1149), SPU{Int64}(430, 1150), SPU{Int64}(431, 1151), SPU{Int64}(432, 1152), SPU{Int64}(433, 1153), SPU{Int64}(434, 1154), SPU{Int64}(435, 1155), SPU{Int64}(436, 1156), SPU{Int64}(437, 1157), SPU{Int64}(438, 1158), SPU{Int64}(439, 1159), SPU{Int64}(440, 1160), SPU{Int64}(441, 1161), SPU{Int64}(442, 1162), SPU{Int64}(443, 1163), SPU{Int64}(444, 1164), SPU{Int64}(445, 1165), SPU{Int64}(446, 1166), SPU{Int64}(447, 1167), SPU{Int64}(448, 1168), SPU{Int64}(449, 1169), SPU{Int64}(450, 1170), SPU{Int64}(451, 1171), SPU{Int64}(452, 1172), SPU{Int64}(453, 1173), SPU{Int64}(454, 1174), SPU{Int64}(455, 1175), SPU{Int64}(456, 1176), SPU{Int64}(457, 1177), SPU{Int64}(458, 1178), SPU{Int64}(459, 1179), SPU{Int64}(460, 1180), SPU{Int64}(461, 1181), SPU{Int64}(462, 1182), SPU{Int64}(463, 1183), SPU{Int64}(464, 1184), SPU{Int64}(465, 1185), SPU{Int64}(466, 1186), SPU{Int64}(467, 1187), SPU{Int64}(468, 1188), SPU{Int64}(469, 1189), SPU{Int64}(470, 1190), SPU{Int64}(471, 1191), SPU{Int64}(472, 1192), SPU{Int64}(473, 1193), SPU{Int64}(474, 1194), SPU{Int64}(475, 1195), SPU{Int64}(476, 1196), SPU{Int64}(477, 1197), SPU{Int64}(478, 1198), SPU{Int64}(479, 1199), SPU{Int64}(480, 1200), SPU{Int64}(481, 1201), SPU{Int64}(482, 1202), SPU{Int64}(483, 1203), SPU{Int64}(484, 1204), SPU{Int64}(485, 1205), SPU{Int64}(486, 1206), SPU{Int64}(487, 1207), SPU{Int64}(488, 1208), SPU{Int64}(489, 1209), SPU{Int64}(490, 1210), SPU{Int64}(491, 1211), SPU{Int64}(492, 1212), SPU{Int64}(493, 1213), SPU{Int64}(494, 1214), SPU{Int64}(495, 1215), SPU{Int64}(496, 1216), SPU{Int64}(497, 1217), SPU{Int64}(498, 1218), SPU{Int64}(499, 1219), SPU{Int64}(500, 1220), SPU{Int64}(501, 1221), SPU{Int64}(502, 1222), SPU{Int64}(503, 1223), SPU{Int64}(504, 1224), SPU{Int64}(505, 1225), SPU{Int64}(506, 1226), SPU{Int64}(507, 1227), SPU{Int64}(508, 1228), SPU{Int64}(509, 1229), SPU{Int64}(510, 1230), SPU{Int64}(511, 1231), SPU{Int64}(512, 1232), SPU{Int64}(513, 1233), SPU{Int64}(514, 1234), SPU{Int64}(515, 1235), SPU{Int64}(516, 1236), SPU{Int64}(517, 1237), SPU{Int64}(518, 1238), SPU{Int64}(519, 1239), SPU{Int64}(520, 1240), SPU{Int64}(521, 1241), SPU{Int64}(522, 1242), SPU{Int64}(523, 1243), SPU{Int64}(524, 1244), SPU{Int64}(525, 1245), SPU{Int64}(526, 1246), SPU{Int64}(527, 1247), SPU{Int64}(528, 1248), SPU{Int64}(529, 1249), SPU{Int64}(530, 1250), SPU{Int64}(531, 1251), SPU{Int64}(532, 1252), SPU{Int64}(533, 1253), SPU{Int64}(534, 1254), SPU{Int64}(535, 1255), SPU{Int64}(536, 1256), SPU{Int64}(537, 1257), SPU{Int64}(538, 1258), SPU{Int64}(539, 1259), SPU{Int64}(540, 1260), SPU{Int64}(541, 1261), SPU{Int64}(542, 1262), SPU{Int64}(543, 1263), SPU{Int64}(544, 1264), SPU{Int64}(545, 1265), SPU{Int64}(546, 1266), SPU{Int64}(547, 1267), SPU{Int64}(548, 1268), SPU{Int64}(549, 1269), SPU{Int64}(550, 1270), SPU{Int64}(551, 1271), SPU{Int64}(552, 1272), SPU{Int64}(553, 1273), SPU{Int64}(554, 1274), SPU{Int64}(555, 1275), SPU{Int64}(556, 1276), SPU{Int64}(557, 1277), SPU{Int64}(558, 1278), SPU{Int64}(559, 1279), SPU{Int64}(560, 1280), SPU{Int64}(561, 1281), SPU{Int64}(562, 1282), SPU{Int64}(563, 1283), SPU{Int64}(564, 1284), SPU{Int64}(565, 1285), SPU{Int64}(566, 1286), SPU{Int64}(567, 1287), SPU{Int64}(568, 1288), SPU{Int64}(569, 1289), SPU{Int64}(570, 1290), SPU{Int64}(571, 1291), SPU{Int64}(572, 1292), SPU{Int64}(573, 1293), SPU{Int64}(574, 1294), SPU{Int64}(575, 1295), SPU{Int64}(576, 1296), SPU{Int64}(577, 1297), SPU{Int64}(578, 1298), SPU{Int64}(579, 1299), SPU{Int64}(580, 1300), SPU{Int64}(581, 1301), SPU{Int64}(582, 1302), SPU{Int64}(583, 1303), SPU{Int64}(584, 1304), SPU{Int64}(585, 1305), SPU{Int64}(586, 1306), SPU{Int64}(587, 1307), SPU{Int64}(588, 1308), SPU{Int64}(589, 1309), SPU{Int64}(590, 1310), SPU{Int64}(591, 1311), SPU{Int64}(592, 1312), SPU{Int64}(593, 1313), SPU{Int64}(594, 1314), SPU{Int64}(595, 1315), SPU{Int64}(596, 1316), SPU{Int64}(597, 1317), SPU{Int64}(598, 1318), SPU{Int64}(599, 1319), SPU{Int64}(600, 1320), SPU{Int64}(601, 1321), SPU{Int64}(602, 1322), SPU{Int64}(603, 1323), SPU{Int64}(604, 1324), SPU{Int64}(605, 1325), SPU{Int64}(606, 1326), SPU{Int64}(607, 1327), SPU{Int64}(608, 1328), SPU{Int64}(609, 1329), SPU{Int64}(610, 1330), SPU{Int64}(611, 1331), SPU{Int64}(612, 1332), SPU{Int64}(613, 1333), SPU{Int64}(614, 1334), SPU{Int64}(615, 1335), SPU{Int64}(616, 1336), SPU{Int64}(617, 1337), SPU{Int64}(618, 1338), SPU{Int64}(619, 1339), SPU{Int64}(620, 1340), SPU{Int64}(621, 1341), SPU{Int64}(622, 1342), SPU{Int64}(623, 1343), SPU{Int64}(624, 1344), SPU{Int64}(625, 1345), SPU{Int64}(626, 1346), SPU{Int64}(627, 1347), SPU{Int64}(628, 1348), SPU{Int64}(629, 1349), SPU{Int64}(630, 1350), SPU{Int64}(631, 1351), SPU{Int64}(632, 1352), SPU{Int64}(633, 1353), SPU{Int64}(634, 1354), SPU{Int64}(635, 1355), SPU{Int64}(636, 1356), SPU{Int64}(637, 1357), SPU{Int64}(638, 1358), SPU{Int64}(639, 1359), SPU{Int64}(640, 1360), SPU{Int64}(641, 1361), SPU{Int64}(642, 1362), SPU{Int64}(643, 1363), SPU{Int64}(644, 1364), SPU{Int64}(645, 1365), SPU{Int64}(646, 1366), SPU{Int64}(647, 1367), SPU{Int64}(648, 1368), SPU{Int64}(649, 1369), SPU{Int64}(650, 1370), SPU{Int64}(651, 1371), SPU{Int64}(652, 1372), SPU{Int64}(653, 1373), SPU{Int64}(654, 1374), SPU{Int64}(655, 1375), SPU{Int64}(656, 1376), SPU{Int64}(657, 1377), SPU{Int64}(658, 1378), SPU{Int64}(659, 1379), SPU{Int64}(660, 1380), SPU{Int64}(661, 1381), SPU{Int64}(662, 1382), SPU{Int64}(663, 1383), SPU{Int64}(664, 1384), SPU{Int64}(665, 1385), SPU{Int64}(666, 1386), SPU{Int64}(667, 1387), SPU{Int64}(668, 1388), SPU{Int64}(669, 1389), SPU{Int64}(670, 1390), SPU{Int64}(671, 1391), SPU{Int64}(672, 1392), SPU{Int64}(673, 1393), SPU{Int64}(674, 1394), SPU{Int64}(675, 1395), SPU{Int64}(676, 1396), SPU{Int64}(677, 1397), SPU{Int64}(678, 1398), SPU{Int64}(679, 1399), SPU{Int64}(680, 1400), SPU{Int64}(681, 1401), SPU{Int64}(682, 1402), SPU{Int64}(683, 1403), SPU{Int64}(684, 1404), SPU{Int64}(685, 1405), SPU{Int64}(686, 1406), SPU{Int64}(687, 1407), SPU{Int64}(688, 1408), SPU{Int64}(689, 1409), SPU{Int64}(690, 1410), SPU{Int64}(691, 1411), SPU{Int64}(692, 1412), SPU{Int64}(693, 1413), SPU{Int64}(694, 1414), SPU{Int64}(695, 1415), SPU{Int64}(696, 1416), SPU{Int64}(697, 1417), SPU{Int64}(698, 1418), SPU{Int64}(699, 1419), SPU{Int64}(700, 1420), SPU{Int64}(701, 1421), SPU{Int64}(702, 1422), SPU{Int64}(703, 1423), SPU{Int64}(704, 1424), SPU{Int64}(705, 1425), SPU{Int64}(706, 1426), SPU{Int64}(707, 1427), SPU{Int64}(708, 1428), SPU{Int64}(709, 1429), SPU{Int64}(710, 1430), SPU{Int64}(711, 1431), SPU{Int64}(712, 1432), SPU{Int64}(713, 1433), SPU{Int64}(714, 1434), SPU{Int64}(715, 1435), SPU{Int64}(716, 1436), SPU{Int64}(717, 1437), SPU{Int64}(718, 1438), SPU{Int64}(719, 1439), SPU{Int64}(720, 1440)], (cells = [91, 2, 721, 92, 1, 3, 722, 93, 2, 723, 94, 5, 724, 95, 4, 6, 725, 96, 5, 7, 726, 97, 6, 8, 727, 98, 7, 9, 728, 99, 8, 10, 729, 100, 9, 11, 730, 101, 10, 12, 731, 102, 11, 732, 103, 14, 733, 104, 13, 15, 734, 105, 14, 16, 735, 106, 15, 17, 736, 107, 16, 18, 737, 108, 17, 19, 738, 631, 109, 18, 20, 739, 632, 110, 19, 21, 740, 633, 111, 20, 741, 634, 112, 23, 742, 635, 113, 22, 24, 743, 636, 114, 23, 25, 744, 637, 115, 24, 26, 745, 638, 116, 25, 27, 746, 639, 117, 26, 28, 747, 640, 118, 27, 29, 748, 641, 119, 28, 30, 749, 642, 120, 29, 750, 643, 121, 32, 751, 644, 122, 31, 33, 752, 645, 123, 32, 34, 753, 646, 124, 33, 35, 754, 647, 125, 34, 36, 755, 648, 126, 35, 37, 756, 649, 127, 36, 38, 757, 650, 128, 37, 39, 758, 651, 129, 38, 759, 652, 130, 41, 760, 653, 131, 40, 42, 761, 654, 132, 41, 43, 762, 655, 133, 42, 44, 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-1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, -1, -1, 1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, -1])), Jutul.DefaultFlux()), :mass_conservation => ConservationLaw{:Mass, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(19, 631, 1), TPFA{Int64}(20, 632, 1), TPFA{Int64}(21, 633, 1), TPFA{Int64}(22, 634, 1), TPFA{Int64}(23, 635, 1), TPFA{Int64}(24, 636, 1), TPFA{Int64}(25, 637, 1), TPFA{Int64}(26, 638, 1), TPFA{Int64}(27, 639, 1), TPFA{Int64}(28, 640, 1), TPFA{Int64}(29, 641, 1), TPFA{Int64}(30, 642, 1), TPFA{Int64}(31, 643, 1), TPFA{Int64}(32, 644, 1), TPFA{Int64}(33, 645, 1), TPFA{Int64}(34, 646, 1), TPFA{Int64}(35, 647, 1), TPFA{Int64}(36, 648, 1), TPFA{Int64}(37, 649, 1), TPFA{Int64}(38, 650, 1), TPFA{Int64}(39, 651, 1), TPFA{Int64}(40, 652, 1), TPFA{Int64}(41, 653, 1), TPFA{Int64}(42, 654, 1), TPFA{Int64}(43, 655, 1), TPFA{Int64}(44, 656, 1), TPFA{Int64}(45, 657, 1), TPFA{Int64}(46, 658, 1), TPFA{Int64}(47, 659, 1), TPFA{Int64}(48, 660, 1), TPFA{Int64}(49, 661, 1), TPFA{Int64}(50, 662, 1), TPFA{Int64}(51, 663, 1), TPFA{Int64}(52, 664, 1), TPFA{Int64}(53, 665, 1), TPFA{Int64}(54, 666, 1), TPFA{Int64}(55, 667, 1), TPFA{Int64}(56, 668, 1), TPFA{Int64}(57, 669, 1), TPFA{Int64}(58, 670, 1), TPFA{Int64}(59, 671, 1), TPFA{Int64}(60, 672, 1), TPFA{Int64}(61, 673, 1), TPFA{Int64}(62, 674, 1), TPFA{Int64}(63, 675, 1), TPFA{Int64}(64, 676, 1), TPFA{Int64}(65, 677, 1), TPFA{Int64}(66, 678, 1), TPFA{Int64}(67, 679, 1), TPFA{Int64}(68, 680, 1), TPFA{Int64}(69, 681, 1), TPFA{Int64}(70, 682, 1), TPFA{Int64}(71, 683, 1), TPFA{Int64}(72, 684, 1), TPFA{Int64}(73, 685, 1), TPFA{Int64}(74, 686, 1), TPFA{Int64}(75, 687, 1), TPFA{Int64}(76, 688, 1), TPFA{Int64}(77, 689, 1), TPFA{Int64}(78, 690, 1), TPFA{Int64}(79, 691, 1), TPFA{Int64}(80, 692, 1), TPFA{Int64}(81, 693, 1), TPFA{Int64}(82, 694, 1), TPFA{Int64}(83, 695, 1), TPFA{Int64}(84, 696, 1), TPFA{Int64}(85, 697, 1), TPFA{Int64}(86, 698, 1), TPFA{Int64}(87, 699, 1), TPFA{Int64}(88, 700, 1), TPFA{Int64}(89, 701, 1), TPFA{Int64}(90, 702, 1), TPFA{Int64}(91, 1, 1), TPFA{Int64}(92, 2, 1), TPFA{Int64}(93, 3, 1), TPFA{Int64}(94, 4, 1), TPFA{Int64}(95, 5, 1), TPFA{Int64}(96, 6, 1), TPFA{Int64}(97, 7, 1), TPFA{Int64}(98, 8, 1), TPFA{Int64}(99, 9, 1), TPFA{Int64}(100, 10, 1), TPFA{Int64}(101, 11, 1), TPFA{Int64}(102, 12, 1), TPFA{Int64}(103, 13, 1), TPFA{Int64}(104, 14, 1), TPFA{Int64}(105, 15, 1), TPFA{Int64}(106, 16, 1), TPFA{Int64}(107, 17, 1), TPFA{Int64}(108, 18, 1), TPFA{Int64}(109, 19, 1), TPFA{Int64}(110, 20, 1), TPFA{Int64}(111, 21, 1), TPFA{Int64}(112, 22, 1), TPFA{Int64}(113, 23, 1), TPFA{Int64}(114, 24, 1), TPFA{Int64}(115, 25, 1), TPFA{Int64}(116, 26, 1), TPFA{Int64}(117, 27, 1), TPFA{Int64}(118, 28, 1), TPFA{Int64}(119, 29, 1), TPFA{Int64}(120, 30, 1), TPFA{Int64}(121, 31, 1), TPFA{Int64}(122, 32, 1), TPFA{Int64}(123, 33, 1), TPFA{Int64}(124, 34, 1), TPFA{Int64}(125, 35, 1), TPFA{Int64}(126, 36, 1), TPFA{Int64}(127, 37, 1), TPFA{Int64}(128, 38, 1), TPFA{Int64}(129, 39, 1), TPFA{Int64}(130, 40, 1), TPFA{Int64}(131, 41, 1), TPFA{Int64}(132, 42, 1), TPFA{Int64}(133, 43, 1), TPFA{Int64}(134, 44, 1), TPFA{Int64}(135, 45, 1), TPFA{Int64}(136, 46, 1), TPFA{Int64}(137, 47, 1), TPFA{Int64}(138, 48, 1), TPFA{Int64}(139, 49, 1), TPFA{Int64}(140, 50, 1), TPFA{Int64}(141, 51, 1), TPFA{Int64}(142, 52, 1), TPFA{Int64}(143, 53, 1), TPFA{Int64}(144, 54, 1), TPFA{Int64}(145, 55, 1), TPFA{Int64}(146, 56, 1), TPFA{Int64}(147, 57, 1), TPFA{Int64}(148, 58, 1), TPFA{Int64}(149, 59, 1), TPFA{Int64}(150, 60, 1), TPFA{Int64}(151, 61, 1), TPFA{Int64}(152, 62, 1), TPFA{Int64}(153, 63, 1), TPFA{Int64}(154, 64, 1), TPFA{Int64}(155, 65, 1), TPFA{Int64}(156, 66, 1), TPFA{Int64}(157, 67, 1), TPFA{Int64}(158, 68, 1), TPFA{Int64}(159, 69, 1), TPFA{Int64}(160, 70, 1), TPFA{Int64}(161, 71, 1), TPFA{Int64}(162, 72, 1), TPFA{Int64}(163, 73, 1), TPFA{Int64}(164, 74, 1), TPFA{Int64}(165, 75, 1), TPFA{Int64}(166, 76, 1), TPFA{Int64}(167, 77, 1), TPFA{Int64}(168, 78, 1), TPFA{Int64}(169, 79, 1), TPFA{Int64}(170, 80, 1), TPFA{Int64}(171, 81, 1), TPFA{Int64}(172, 82, 1), TPFA{Int64}(173, 83, 1), TPFA{Int64}(174, 84, 1), TPFA{Int64}(175, 85, 1), TPFA{Int64}(176, 86, 1), TPFA{Int64}(177, 87, 1), TPFA{Int64}(178, 88, 1), TPFA{Int64}(179, 89, 1), TPFA{Int64}(180, 90, 1), TPFA{Int64}(181, 91, 1), TPFA{Int64}(182, 92, 1), TPFA{Int64}(183, 93, 1), TPFA{Int64}(184, 94, 1), TPFA{Int64}(185, 95, 1), TPFA{Int64}(186, 96, 1), TPFA{Int64}(187, 97, 1), TPFA{Int64}(188, 98, 1), TPFA{Int64}(189, 99, 1), TPFA{Int64}(190, 100, 1), TPFA{Int64}(191, 101, 1), TPFA{Int64}(192, 102, 1), TPFA{Int64}(193, 103, 1), TPFA{Int64}(194, 104, 1), TPFA{Int64}(195, 105, 1), TPFA{Int64}(196, 106, 1), TPFA{Int64}(197, 107, 1), TPFA{Int64}(198, 108, 1), TPFA{Int64}(199, 109, 1), TPFA{Int64}(200, 110, 1), TPFA{Int64}(201, 111, 1), TPFA{Int64}(202, 112, 1), TPFA{Int64}(203, 113, 1), TPFA{Int64}(204, 114, 1), TPFA{Int64}(205, 115, 1), TPFA{Int64}(206, 116, 1), TPFA{Int64}(207, 117, 1), TPFA{Int64}(208, 118, 1), TPFA{Int64}(209, 119, 1), TPFA{Int64}(210, 120, 1), TPFA{Int64}(211, 121, 1), TPFA{Int64}(212, 122, 1), TPFA{Int64}(213, 123, 1), TPFA{Int64}(214, 124, 1), TPFA{Int64}(215, 125, 1), TPFA{Int64}(216, 126, 1), TPFA{Int64}(217, 127, 1), TPFA{Int64}(218, 128, 1), TPFA{Int64}(219, 129, 1), TPFA{Int64}(220, 130, 1), TPFA{Int64}(221, 131, 1), TPFA{Int64}(222, 132, 1), TPFA{Int64}(223, 133, 1), TPFA{Int64}(224, 134, 1), TPFA{Int64}(225, 135, 1), TPFA{Int64}(226, 136, 1), TPFA{Int64}(227, 137, 1), TPFA{Int64}(228, 138, 1), TPFA{Int64}(229, 139, 1), TPFA{Int64}(230, 140, 1), TPFA{Int64}(231, 141, 1), TPFA{Int64}(232, 142, 1), TPFA{Int64}(233, 143, 1), TPFA{Int64}(234, 144, 1), TPFA{Int64}(235, 145, 1), TPFA{Int64}(236, 146, 1), TPFA{Int64}(237, 147, 1), TPFA{Int64}(238, 148, 1), TPFA{Int64}(239, 149, 1), TPFA{Int64}(240, 150, 1), TPFA{Int64}(241, 151, 1), TPFA{Int64}(242, 152, 1), TPFA{Int64}(243, 153, 1), TPFA{Int64}(244, 154, 1), TPFA{Int64}(245, 155, 1), TPFA{Int64}(246, 156, 1), TPFA{Int64}(247, 157, 1), TPFA{Int64}(248, 158, 1), TPFA{Int64}(249, 159, 1), TPFA{Int64}(250, 160, 1), TPFA{Int64}(251, 161, 1), TPFA{Int64}(252, 162, 1), TPFA{Int64}(253, 163, 1), TPFA{Int64}(254, 164, 1), TPFA{Int64}(255, 165, 1), TPFA{Int64}(256, 166, 1), TPFA{Int64}(257, 167, 1), TPFA{Int64}(258, 168, 1), TPFA{Int64}(259, 169, 1), TPFA{Int64}(260, 170, 1), TPFA{Int64}(261, 171, 1), TPFA{Int64}(262, 172, 1), TPFA{Int64}(263, 173, 1), TPFA{Int64}(264, 174, 1), TPFA{Int64}(265, 175, 1), TPFA{Int64}(266, 176, 1), TPFA{Int64}(267, 177, 1), TPFA{Int64}(268, 178, 1), TPFA{Int64}(269, 179, 1), TPFA{Int64}(270, 180, 1), TPFA{Int64}(271, 181, 1), TPFA{Int64}(272, 182, 1), TPFA{Int64}(273, 183, 1), TPFA{Int64}(274, 184, 1), TPFA{Int64}(275, 185, 1), TPFA{Int64}(276, 186, 1), TPFA{Int64}(277, 187, 1), TPFA{Int64}(278, 188, 1), TPFA{Int64}(279, 189, 1), TPFA{Int64}(280, 190, 1), TPFA{Int64}(281, 191, 1), TPFA{Int64}(282, 192, 1), TPFA{Int64}(283, 193, 1), TPFA{Int64}(284, 194, 1), TPFA{Int64}(285, 195, 1), TPFA{Int64}(286, 196, 1), TPFA{Int64}(287, 197, 1), TPFA{Int64}(288, 198, 1), TPFA{Int64}(289, 199, 1), TPFA{Int64}(290, 200, 1), TPFA{Int64}(291, 201, 1), TPFA{Int64}(292, 202, 1), TPFA{Int64}(293, 203, 1), TPFA{Int64}(294, 204, 1), TPFA{Int64}(295, 205, 1), TPFA{Int64}(296, 206, 1), TPFA{Int64}(297, 207, 1), TPFA{Int64}(298, 208, 1), TPFA{Int64}(299, 209, 1), TPFA{Int64}(300, 210, 1), TPFA{Int64}(301, 211, 1), TPFA{Int64}(302, 212, 1), TPFA{Int64}(303, 213, 1), TPFA{Int64}(304, 214, 1), TPFA{Int64}(305, 215, 1), TPFA{Int64}(306, 216, 1), TPFA{Int64}(307, 217, 1), TPFA{Int64}(308, 218, 1), TPFA{Int64}(309, 219, 1), TPFA{Int64}(310, 220, 1), TPFA{Int64}(311, 221, 1), TPFA{Int64}(312, 222, 1), TPFA{Int64}(313, 223, 1), TPFA{Int64}(314, 224, 1), TPFA{Int64}(315, 225, 1), TPFA{Int64}(316, 226, 1), TPFA{Int64}(317, 227, 1), TPFA{Int64}(318, 228, 1), TPFA{Int64}(319, 229, 1), TPFA{Int64}(320, 230, 1), TPFA{Int64}(321, 231, 1), TPFA{Int64}(322, 232, 1), TPFA{Int64}(323, 233, 1), TPFA{Int64}(324, 234, 1), TPFA{Int64}(325, 235, 1), TPFA{Int64}(326, 236, 1), TPFA{Int64}(327, 237, 1), TPFA{Int64}(328, 238, 1), TPFA{Int64}(329, 239, 1), TPFA{Int64}(330, 240, 1), TPFA{Int64}(331, 241, 1), TPFA{Int64}(332, 242, 1), TPFA{Int64}(333, 243, 1), TPFA{Int64}(334, 244, 1), TPFA{Int64}(335, 245, 1), TPFA{Int64}(336, 246, 1), TPFA{Int64}(337, 247, 1), TPFA{Int64}(338, 248, 1), TPFA{Int64}(339, 249, 1), TPFA{Int64}(340, 250, 1), TPFA{Int64}(341, 251, 1), TPFA{Int64}(342, 252, 1), TPFA{Int64}(343, 253, 1), TPFA{Int64}(344, 254, 1), TPFA{Int64}(345, 255, 1), TPFA{Int64}(346, 256, 1), TPFA{Int64}(347, 257, 1), TPFA{Int64}(348, 258, 1), TPFA{Int64}(349, 259, 1), TPFA{Int64}(350, 260, 1), TPFA{Int64}(351, 261, 1), TPFA{Int64}(352, 262, 1), TPFA{Int64}(353, 263, 1), TPFA{Int64}(354, 264, 1), TPFA{Int64}(355, 265, 1), TPFA{Int64}(356, 266, 1), TPFA{Int64}(357, 267, 1), TPFA{Int64}(358, 268, 1), TPFA{Int64}(359, 269, 1), TPFA{Int64}(360, 270, 1), TPFA{Int64}(361, 271, 1), TPFA{Int64}(362, 272, 1), TPFA{Int64}(363, 273, 1), TPFA{Int64}(364, 274, 1), TPFA{Int64}(365, 275, 1), TPFA{Int64}(366, 276, 1), TPFA{Int64}(367, 277, 1), TPFA{Int64}(368, 278, 1), TPFA{Int64}(369, 279, 1), TPFA{Int64}(370, 280, 1), TPFA{Int64}(371, 281, 1), TPFA{Int64}(372, 282, 1), TPFA{Int64}(373, 283, 1), TPFA{Int64}(374, 284, 1), TPFA{Int64}(375, 285, 1), TPFA{Int64}(376, 286, 1), TPFA{Int64}(377, 287, 1), TPFA{Int64}(378, 288, 1), TPFA{Int64}(379, 289, 1), TPFA{Int64}(380, 290, 1), TPFA{Int64}(381, 291, 1), TPFA{Int64}(382, 292, 1), TPFA{Int64}(383, 293, 1), TPFA{Int64}(384, 294, 1), TPFA{Int64}(385, 295, 1), TPFA{Int64}(386, 296, 1), TPFA{Int64}(387, 297, 1), TPFA{Int64}(388, 298, 1), TPFA{Int64}(389, 299, 1), TPFA{Int64}(390, 300, 1), TPFA{Int64}(391, 301, 1), TPFA{Int64}(392, 302, 1), TPFA{Int64}(393, 303, 1), TPFA{Int64}(394, 304, 1), TPFA{Int64}(395, 305, 1), TPFA{Int64}(396, 306, 1), TPFA{Int64}(397, 307, 1), TPFA{Int64}(398, 308, 1), TPFA{Int64}(399, 309, 1), TPFA{Int64}(400, 310, 1), TPFA{Int64}(401, 311, 1), TPFA{Int64}(402, 312, 1), TPFA{Int64}(403, 313, 1), TPFA{Int64}(404, 314, 1), TPFA{Int64}(405, 315, 1), TPFA{Int64}(406, 316, 1), TPFA{Int64}(407, 317, 1), TPFA{Int64}(408, 318, 1), TPFA{Int64}(409, 319, 1), TPFA{Int64}(410, 320, 1), TPFA{Int64}(411, 321, 1), TPFA{Int64}(412, 322, 1), TPFA{Int64}(413, 323, 1), TPFA{Int64}(414, 324, 1), TPFA{Int64}(415, 325, 1), TPFA{Int64}(416, 326, 1), TPFA{Int64}(417, 327, 1), TPFA{Int64}(418, 328, 1), TPFA{Int64}(419, 329, 1), TPFA{Int64}(420, 330, 1), TPFA{Int64}(421, 331, 1), TPFA{Int64}(422, 332, 1), TPFA{Int64}(423, 333, 1), TPFA{Int64}(424, 334, 1), TPFA{Int64}(425, 335, 1), TPFA{Int64}(426, 336, 1), TPFA{Int64}(427, 337, 1), TPFA{Int64}(428, 338, 1), TPFA{Int64}(429, 339, 1), TPFA{Int64}(430, 340, 1), TPFA{Int64}(431, 341, 1), TPFA{Int64}(432, 342, 1), TPFA{Int64}(433, 343, 1), TPFA{Int64}(434, 344, 1), TPFA{Int64}(435, 345, 1), TPFA{Int64}(436, 346, 1), TPFA{Int64}(437, 347, 1), TPFA{Int64}(438, 348, 1), TPFA{Int64}(439, 349, 1), TPFA{Int64}(440, 350, 1), TPFA{Int64}(441, 351, 1), TPFA{Int64}(442, 352, 1), TPFA{Int64}(443, 353, 1), TPFA{Int64}(444, 354, 1), TPFA{Int64}(445, 355, 1), TPFA{Int64}(446, 356, 1), TPFA{Int64}(447, 357, 1), TPFA{Int64}(448, 358, 1), TPFA{Int64}(449, 359, 1), TPFA{Int64}(450, 360, 1), TPFA{Int64}(451, 361, 1), TPFA{Int64}(452, 362, 1), TPFA{Int64}(453, 363, 1), TPFA{Int64}(454, 364, 1), TPFA{Int64}(455, 365, 1), TPFA{Int64}(456, 366, 1), TPFA{Int64}(457, 367, 1), TPFA{Int64}(458, 368, 1), TPFA{Int64}(459, 369, 1), TPFA{Int64}(460, 370, 1), TPFA{Int64}(461, 371, 1), TPFA{Int64}(462, 372, 1), TPFA{Int64}(463, 373, 1), TPFA{Int64}(464, 374, 1), TPFA{Int64}(465, 375, 1), TPFA{Int64}(466, 376, 1), TPFA{Int64}(467, 377, 1), TPFA{Int64}(468, 378, 1), TPFA{Int64}(469, 379, 1), TPFA{Int64}(470, 380, 1), TPFA{Int64}(471, 381, 1), TPFA{Int64}(472, 382, 1), TPFA{Int64}(473, 383, 1), TPFA{Int64}(474, 384, 1), TPFA{Int64}(475, 385, 1), TPFA{Int64}(476, 386, 1), TPFA{Int64}(477, 387, 1), TPFA{Int64}(478, 388, 1), TPFA{Int64}(479, 389, 1), TPFA{Int64}(480, 390, 1), TPFA{Int64}(481, 391, 1), TPFA{Int64}(482, 392, 1), TPFA{Int64}(483, 393, 1), TPFA{Int64}(484, 394, 1), TPFA{Int64}(485, 395, 1), TPFA{Int64}(486, 396, 1), TPFA{Int64}(487, 397, 1), TPFA{Int64}(488, 398, 1), TPFA{Int64}(489, 399, 1), TPFA{Int64}(490, 400, 1), TPFA{Int64}(491, 401, 1), TPFA{Int64}(492, 402, 1), TPFA{Int64}(493, 403, 1), TPFA{Int64}(494, 404, 1), TPFA{Int64}(495, 405, 1), TPFA{Int64}(496, 406, 1), TPFA{Int64}(497, 407, 1), TPFA{Int64}(498, 408, 1), TPFA{Int64}(499, 409, 1), TPFA{Int64}(500, 410, 1), TPFA{Int64}(501, 411, 1), TPFA{Int64}(502, 412, 1), TPFA{Int64}(503, 413, 1), TPFA{Int64}(504, 414, 1), TPFA{Int64}(505, 415, 1), TPFA{Int64}(506, 416, 1), TPFA{Int64}(507, 417, 1), TPFA{Int64}(508, 418, 1), TPFA{Int64}(509, 419, 1), TPFA{Int64}(510, 420, 1), TPFA{Int64}(511, 421, 1), TPFA{Int64}(512, 422, 1), TPFA{Int64}(513, 423, 1), TPFA{Int64}(514, 424, 1), TPFA{Int64}(515, 425, 1), TPFA{Int64}(516, 426, 1), TPFA{Int64}(517, 427, 1), TPFA{Int64}(518, 428, 1), TPFA{Int64}(519, 429, 1), TPFA{Int64}(520, 430, 1), TPFA{Int64}(521, 431, 1), TPFA{Int64}(522, 432, 1), TPFA{Int64}(523, 433, 1), TPFA{Int64}(524, 434, 1), TPFA{Int64}(525, 435, 1), TPFA{Int64}(526, 436, 1), TPFA{Int64}(527, 437, 1), TPFA{Int64}(528, 438, 1), TPFA{Int64}(529, 439, 1), TPFA{Int64}(530, 440, 1), TPFA{Int64}(531, 441, 1), TPFA{Int64}(532, 442, 1), TPFA{Int64}(533, 443, 1), TPFA{Int64}(534, 444, 1), TPFA{Int64}(535, 445, 1), TPFA{Int64}(536, 446, 1), TPFA{Int64}(537, 447, 1), TPFA{Int64}(538, 448, 1), TPFA{Int64}(539, 449, 1), TPFA{Int64}(540, 450, 1), TPFA{Int64}(541, 451, 1), TPFA{Int64}(542, 452, 1), TPFA{Int64}(543, 453, 1), TPFA{Int64}(544, 454, 1), TPFA{Int64}(545, 455, 1), TPFA{Int64}(546, 456, 1), TPFA{Int64}(547, 457, 1), TPFA{Int64}(548, 458, 1), TPFA{Int64}(549, 459, 1), TPFA{Int64}(550, 460, 1), TPFA{Int64}(551, 461, 1), TPFA{Int64}(552, 462, 1), TPFA{Int64}(553, 463, 1), TPFA{Int64}(554, 464, 1), TPFA{Int64}(555, 465, 1), TPFA{Int64}(556, 466, 1), TPFA{Int64}(557, 467, 1), TPFA{Int64}(558, 468, 1), TPFA{Int64}(559, 469, 1), TPFA{Int64}(560, 470, 1), TPFA{Int64}(561, 471, 1), TPFA{Int64}(562, 472, 1), TPFA{Int64}(563, 473, 1), TPFA{Int64}(564, 474, 1), TPFA{Int64}(565, 475, 1), TPFA{Int64}(566, 476, 1), TPFA{Int64}(567, 477, 1), TPFA{Int64}(568, 478, 1), TPFA{Int64}(569, 479, 1), TPFA{Int64}(570, 480, 1), TPFA{Int64}(571, 481, 1), TPFA{Int64}(572, 482, 1), TPFA{Int64}(573, 483, 1), TPFA{Int64}(574, 484, 1), TPFA{Int64}(575, 485, 1), TPFA{Int64}(576, 486, 1), TPFA{Int64}(577, 487, 1), TPFA{Int64}(578, 488, 1), TPFA{Int64}(579, 489, 1), TPFA{Int64}(580, 490, 1), TPFA{Int64}(581, 491, 1), TPFA{Int64}(582, 492, 1), TPFA{Int64}(583, 493, 1), TPFA{Int64}(584, 494, 1), TPFA{Int64}(585, 495, 1), TPFA{Int64}(586, 496, 1), TPFA{Int64}(587, 497, 1), TPFA{Int64}(588, 498, 1), TPFA{Int64}(589, 499, 1), TPFA{Int64}(590, 500, 1), TPFA{Int64}(591, 501, 1), TPFA{Int64}(592, 502, 1), TPFA{Int64}(593, 503, 1), TPFA{Int64}(594, 504, 1), TPFA{Int64}(595, 505, 1), TPFA{Int64}(596, 506, 1), TPFA{Int64}(597, 507, 1), TPFA{Int64}(598, 508, 1), TPFA{Int64}(599, 509, 1), TPFA{Int64}(600, 510, 1), TPFA{Int64}(601, 511, 1), TPFA{Int64}(602, 512, 1), TPFA{Int64}(603, 513, 1), TPFA{Int64}(604, 514, 1), TPFA{Int64}(605, 515, 1), TPFA{Int64}(606, 516, 1), TPFA{Int64}(607, 517, 1), TPFA{Int64}(608, 518, 1), TPFA{Int64}(609, 519, 1), TPFA{Int64}(610, 520, 1), TPFA{Int64}(611, 521, 1), TPFA{Int64}(612, 522, 1), TPFA{Int64}(613, 523, 1), TPFA{Int64}(614, 524, 1), TPFA{Int64}(615, 525, 1), TPFA{Int64}(616, 526, 1), TPFA{Int64}(617, 527, 1), TPFA{Int64}(618, 528, 1), TPFA{Int64}(619, 529, 1), TPFA{Int64}(620, 530, 1), TPFA{Int64}(621, 531, 1), TPFA{Int64}(622, 532, 1), TPFA{Int64}(623, 533, 1), TPFA{Int64}(624, 534, 1), TPFA{Int64}(625, 535, 1), TPFA{Int64}(626, 536, 1), TPFA{Int64}(627, 537, 1), TPFA{Int64}(628, 538, 1), TPFA{Int64}(629, 539, 1), TPFA{Int64}(630, 540, 1), TPFA{Int64}(631, 541, 1), TPFA{Int64}(632, 542, 1), TPFA{Int64}(633, 543, 1), TPFA{Int64}(634, 544, 1), TPFA{Int64}(635, 545, 1), TPFA{Int64}(636, 546, 1), TPFA{Int64}(637, 547, 1), TPFA{Int64}(638, 548, 1), TPFA{Int64}(639, 549, 1), TPFA{Int64}(640, 550, 1), TPFA{Int64}(641, 551, 1), TPFA{Int64}(642, 552, 1), TPFA{Int64}(643, 553, 1), TPFA{Int64}(644, 554, 1), TPFA{Int64}(645, 555, 1), TPFA{Int64}(646, 556, 1), TPFA{Int64}(647, 557, 1), TPFA{Int64}(648, 558, 1), TPFA{Int64}(649, 559, 1), TPFA{Int64}(650, 560, 1), TPFA{Int64}(651, 561, 1), TPFA{Int64}(652, 562, 1), TPFA{Int64}(653, 563, 1), TPFA{Int64}(654, 564, 1), TPFA{Int64}(655, 565, 1), TPFA{Int64}(656, 566, 1), TPFA{Int64}(657, 567, 1), TPFA{Int64}(658, 568, 1), TPFA{Int64}(659, 569, 1), TPFA{Int64}(660, 570, 1), TPFA{Int64}(661, 571, 1), TPFA{Int64}(662, 572, 1), TPFA{Int64}(663, 573, 1), TPFA{Int64}(664, 574, 1), TPFA{Int64}(665, 575, 1), TPFA{Int64}(666, 576, 1), TPFA{Int64}(667, 577, 1), TPFA{Int64}(668, 578, 1), TPFA{Int64}(669, 579, 1), TPFA{Int64}(670, 580, 1), TPFA{Int64}(671, 581, 1), TPFA{Int64}(672, 582, 1), TPFA{Int64}(673, 583, 1), TPFA{Int64}(674, 584, 1), TPFA{Int64}(675, 585, 1), TPFA{Int64}(676, 586, 1), TPFA{Int64}(677, 587, 1), TPFA{Int64}(678, 588, 1), TPFA{Int64}(679, 589, 1), TPFA{Int64}(680, 590, 1), TPFA{Int64}(681, 591, 1), TPFA{Int64}(682, 592, 1), TPFA{Int64}(683, 593, 1), TPFA{Int64}(684, 594, 1), TPFA{Int64}(685, 595, 1), TPFA{Int64}(686, 596, 1), TPFA{Int64}(687, 597, 1), TPFA{Int64}(688, 598, 1), TPFA{Int64}(689, 599, 1), TPFA{Int64}(690, 600, 1), TPFA{Int64}(691, 601, 1), TPFA{Int64}(692, 602, 1), TPFA{Int64}(693, 603, 1), TPFA{Int64}(694, 604, 1), TPFA{Int64}(695, 605, 1), TPFA{Int64}(696, 606, 1), TPFA{Int64}(697, 607, 1), TPFA{Int64}(698, 608, 1), TPFA{Int64}(699, 609, 1), TPFA{Int64}(700, 610, 1), TPFA{Int64}(701, 611, 1), TPFA{Int64}(702, 612, 1), TPFA{Int64}(703, 613, 1), TPFA{Int64}(704, 614, 1), TPFA{Int64}(705, 615, 1), TPFA{Int64}(706, 616, 1), TPFA{Int64}(707, 617, 1), TPFA{Int64}(708, 618, 1), TPFA{Int64}(709, 619, 1), TPFA{Int64}(710, 620, 1), TPFA{Int64}(711, 621, 1), TPFA{Int64}(712, 622, 1), TPFA{Int64}(713, 623, 1), TPFA{Int64}(714, 624, 1), TPFA{Int64}(715, 625, 1), TPFA{Int64}(716, 626, 1), TPFA{Int64}(717, 627, 1), TPFA{Int64}(718, 628, 1), TPFA{Int64}(719, 629, 1), TPFA{Int64}(720, 630, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(6, 7, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(9, 10, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(15, 16, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(18, 19, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(24, 25, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(27, 28, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(33, 34, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(36, 37, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(42, 43, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(45, 46, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(51, 52, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(54, 55, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(60, 61, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(63, 64, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(69, 70, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(72, 73, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(78, 79, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(81, 82, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(87, 88, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(96, 97, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(99, 100, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(105, 106, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(108, 109, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(114, 115, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(117, 118, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(123, 124, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(126, 127, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(132, 133, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(135, 136, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(141, 142, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(144, 145, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(150, 151, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(153, 154, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(159, 160, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(162, 163, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(168, 169, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(171, 172, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(177, 178, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(186, 187, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(189, 190, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(195, 196, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(198, 199, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(204, 205, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(207, 208, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(213, 214, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(216, 217, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(222, 223, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(225, 226, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(231, 232, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(234, 235, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(240, 241, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(243, 244, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(249, 250, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(252, 253, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(258, 259, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(261, 262, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(267, 268, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(276, 277, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(279, 280, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(285, 286, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(288, 289, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(294, 295, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(297, 298, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(303, 304, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(306, 307, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(312, 313, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(315, 316, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(321, 322, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(324, 325, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(330, 331, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(333, 334, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(339, 340, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(342, 343, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(348, 349, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(351, 352, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(357, 358, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(366, 367, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(369, 370, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(375, 376, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(378, 379, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(384, 385, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(387, 388, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(393, 394, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(396, 397, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(402, 403, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(405, 406, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(411, 412, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(414, 415, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(420, 421, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(423, 424, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(429, 430, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(432, 433, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(438, 439, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(441, 442, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(447, 448, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(456, 457, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(459, 460, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(465, 466, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(468, 469, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(474, 475, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(477, 478, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(481, 482, 1), TPFA{Int64}(482, 483, 1), TPFA{Int64}(483, 484, 1), TPFA{Int64}(484, 485, 1), TPFA{Int64}(485, 486, 1), TPFA{Int64}(486, 487, 1), TPFA{Int64}(487, 488, 1), TPFA{Int64}(488, 489, 1), TPFA{Int64}(490, 491, 1), TPFA{Int64}(491, 492, 1), TPFA{Int64}(492, 493, 1), TPFA{Int64}(493, 494, 1), TPFA{Int64}(494, 495, 1), TPFA{Int64}(495, 496, 1), TPFA{Int64}(496, 497, 1), TPFA{Int64}(497, 498, 1), TPFA{Int64}(499, 500, 1), TPFA{Int64}(500, 501, 1), TPFA{Int64}(501, 502, 1), TPFA{Int64}(502, 503, 1), TPFA{Int64}(503, 504, 1), TPFA{Int64}(504, 505, 1), TPFA{Int64}(505, 506, 1), TPFA{Int64}(506, 507, 1), TPFA{Int64}(508, 509, 1), TPFA{Int64}(509, 510, 1), TPFA{Int64}(510, 511, 1), TPFA{Int64}(511, 512, 1), TPFA{Int64}(512, 513, 1), TPFA{Int64}(513, 514, 1), TPFA{Int64}(514, 515, 1), TPFA{Int64}(515, 516, 1), TPFA{Int64}(517, 518, 1), TPFA{Int64}(518, 519, 1), TPFA{Int64}(519, 520, 1), TPFA{Int64}(520, 521, 1), TPFA{Int64}(521, 522, 1), TPFA{Int64}(522, 523, 1), TPFA{Int64}(523, 524, 1), TPFA{Int64}(524, 525, 1), TPFA{Int64}(526, 527, 1), TPFA{Int64}(527, 528, 1), TPFA{Int64}(528, 529, 1), TPFA{Int64}(529, 530, 1), TPFA{Int64}(530, 531, 1), TPFA{Int64}(531, 532, 1), TPFA{Int64}(532, 533, 1), TPFA{Int64}(533, 534, 1), TPFA{Int64}(535, 536, 1), TPFA{Int64}(536, 537, 1), TPFA{Int64}(537, 538, 1), TPFA{Int64}(538, 539, 1), TPFA{Int64}(539, 540, 1), TPFA{Int64}(541, 542, 1), TPFA{Int64}(542, 543, 1), TPFA{Int64}(544, 545, 1), TPFA{Int64}(545, 546, 1), TPFA{Int64}(546, 547, 1), TPFA{Int64}(547, 548, 1), TPFA{Int64}(548, 549, 1), TPFA{Int64}(549, 550, 1), TPFA{Int64}(550, 551, 1), TPFA{Int64}(551, 552, 1), TPFA{Int64}(553, 554, 1), TPFA{Int64}(554, 555, 1), TPFA{Int64}(555, 556, 1), TPFA{Int64}(556, 557, 1), TPFA{Int64}(557, 558, 1), TPFA{Int64}(558, 559, 1), TPFA{Int64}(559, 560, 1), TPFA{Int64}(560, 561, 1), TPFA{Int64}(562, 563, 1), TPFA{Int64}(563, 564, 1), TPFA{Int64}(564, 565, 1), TPFA{Int64}(565, 566, 1), TPFA{Int64}(566, 567, 1), TPFA{Int64}(567, 568, 1), TPFA{Int64}(568, 569, 1), TPFA{Int64}(569, 570, 1), TPFA{Int64}(571, 572, 1), TPFA{Int64}(572, 573, 1), TPFA{Int64}(573, 574, 1), TPFA{Int64}(574, 575, 1), TPFA{Int64}(575, 576, 1), TPFA{Int64}(576, 577, 1), TPFA{Int64}(577, 578, 1), TPFA{Int64}(578, 579, 1), TPFA{Int64}(580, 581, 1), TPFA{Int64}(581, 582, 1), TPFA{Int64}(582, 583, 1), TPFA{Int64}(583, 584, 1), TPFA{Int64}(584, 585, 1), TPFA{Int64}(585, 586, 1), TPFA{Int64}(586, 587, 1), TPFA{Int64}(587, 588, 1), TPFA{Int64}(589, 590, 1), TPFA{Int64}(590, 591, 1), TPFA{Int64}(591, 592, 1), TPFA{Int64}(592, 593, 1), TPFA{Int64}(593, 594, 1), TPFA{Int64}(594, 595, 1), TPFA{Int64}(595, 596, 1), TPFA{Int64}(596, 597, 1), TPFA{Int64}(598, 599, 1), TPFA{Int64}(599, 600, 1), TPFA{Int64}(600, 601, 1), TPFA{Int64}(601, 602, 1), TPFA{Int64}(602, 603, 1), TPFA{Int64}(603, 604, 1), TPFA{Int64}(604, 605, 1), TPFA{Int64}(605, 606, 1), TPFA{Int64}(607, 608, 1), TPFA{Int64}(608, 609, 1), TPFA{Int64}(609, 610, 1), TPFA{Int64}(610, 611, 1), TPFA{Int64}(611, 612, 1), TPFA{Int64}(612, 613, 1), TPFA{Int64}(613, 614, 1), TPFA{Int64}(614, 615, 1), TPFA{Int64}(616, 617, 1), TPFA{Int64}(617, 618, 1), TPFA{Int64}(618, 619, 1), TPFA{Int64}(619, 620, 1), TPFA{Int64}(620, 621, 1), TPFA{Int64}(621, 622, 1), TPFA{Int64}(622, 623, 1), TPFA{Int64}(623, 624, 1), TPFA{Int64}(625, 626, 1), TPFA{Int64}(626, 627, 1), TPFA{Int64}(627, 628, 1), TPFA{Int64}(628, 629, 1), TPFA{Int64}(629, 630, 1), TPFA{Int64}(631, 632, 1), TPFA{Int64}(632, 633, 1), TPFA{Int64}(634, 635, 1), TPFA{Int64}(635, 636, 1), TPFA{Int64}(636, 637, 1), TPFA{Int64}(637, 638, 1), TPFA{Int64}(638, 639, 1), TPFA{Int64}(639, 640, 1), TPFA{Int64}(640, 641, 1), TPFA{Int64}(641, 642, 1), TPFA{Int64}(643, 644, 1), TPFA{Int64}(644, 645, 1), TPFA{Int64}(645, 646, 1), TPFA{Int64}(646, 647, 1), TPFA{Int64}(647, 648, 1), TPFA{Int64}(648, 649, 1), TPFA{Int64}(649, 650, 1), TPFA{Int64}(650, 651, 1), TPFA{Int64}(652, 653, 1), TPFA{Int64}(653, 654, 1), TPFA{Int64}(654, 655, 1), TPFA{Int64}(655, 656, 1), TPFA{Int64}(656, 657, 1), TPFA{Int64}(657, 658, 1), TPFA{Int64}(658, 659, 1), TPFA{Int64}(659, 660, 1), TPFA{Int64}(661, 662, 1), TPFA{Int64}(662, 663, 1), TPFA{Int64}(663, 664, 1), TPFA{Int64}(664, 665, 1), TPFA{Int64}(665, 666, 1), TPFA{Int64}(666, 667, 1), TPFA{Int64}(667, 668, 1), TPFA{Int64}(668, 669, 1), TPFA{Int64}(670, 671, 1), TPFA{Int64}(671, 672, 1), TPFA{Int64}(672, 673, 1), TPFA{Int64}(673, 674, 1), TPFA{Int64}(674, 675, 1), TPFA{Int64}(675, 676, 1), TPFA{Int64}(676, 677, 1), TPFA{Int64}(677, 678, 1), TPFA{Int64}(679, 680, 1), TPFA{Int64}(680, 681, 1), TPFA{Int64}(681, 682, 1), TPFA{Int64}(682, 683, 1), TPFA{Int64}(683, 684, 1), TPFA{Int64}(684, 685, 1), TPFA{Int64}(685, 686, 1), TPFA{Int64}(686, 687, 1), TPFA{Int64}(688, 689, 1), TPFA{Int64}(689, 690, 1), TPFA{Int64}(690, 691, 1), TPFA{Int64}(691, 692, 1), TPFA{Int64}(692, 693, 1), TPFA{Int64}(693, 694, 1), TPFA{Int64}(694, 695, 1), TPFA{Int64}(695, 696, 1), TPFA{Int64}(697, 698, 1), TPFA{Int64}(698, 699, 1), TPFA{Int64}(699, 700, 1), TPFA{Int64}(700, 701, 1), TPFA{Int64}(701, 702, 1), TPFA{Int64}(702, 703, 1), TPFA{Int64}(703, 704, 1), TPFA{Int64}(704, 705, 1), TPFA{Int64}(706, 707, 1), TPFA{Int64}(707, 708, 1), TPFA{Int64}(708, 709, 1), TPFA{Int64}(709, 710, 1), TPFA{Int64}(710, 711, 1), TPFA{Int64}(711, 712, 1), TPFA{Int64}(712, 713, 1), TPFA{Int64}(713, 714, 1), TPFA{Int64}(715, 716, 1), TPFA{Int64}(716, 717, 1), TPFA{Int64}(717, 718, 1), TPFA{Int64}(718, 719, 1), TPFA{Int64}(719, 720, 1), TPFA{Int64}(739, 1351, 1), TPFA{Int64}(740, 1352, 1), TPFA{Int64}(741, 1353, 1), TPFA{Int64}(742, 1354, 1), TPFA{Int64}(743, 1355, 1), TPFA{Int64}(744, 1356, 1), TPFA{Int64}(745, 1357, 1), TPFA{Int64}(746, 1358, 1), TPFA{Int64}(747, 1359, 1), TPFA{Int64}(748, 1360, 1), TPFA{Int64}(749, 1361, 1), TPFA{Int64}(750, 1362, 1), TPFA{Int64}(751, 1363, 1), TPFA{Int64}(752, 1364, 1), TPFA{Int64}(753, 1365, 1), TPFA{Int64}(754, 1366, 1), TPFA{Int64}(755, 1367, 1), TPFA{Int64}(756, 1368, 1), TPFA{Int64}(757, 1369, 1), TPFA{Int64}(758, 1370, 1), TPFA{Int64}(759, 1371, 1), TPFA{Int64}(760, 1372, 1), TPFA{Int64}(761, 1373, 1), TPFA{Int64}(762, 1374, 1), TPFA{Int64}(763, 1375, 1), TPFA{Int64}(764, 1376, 1), TPFA{Int64}(765, 1377, 1), TPFA{Int64}(766, 1378, 1), TPFA{Int64}(767, 1379, 1), TPFA{Int64}(768, 1380, 1), TPFA{Int64}(769, 1381, 1), TPFA{Int64}(770, 1382, 1), TPFA{Int64}(771, 1383, 1), TPFA{Int64}(772, 1384, 1), TPFA{Int64}(773, 1385, 1), TPFA{Int64}(774, 1386, 1), TPFA{Int64}(775, 1387, 1), TPFA{Int64}(776, 1388, 1), TPFA{Int64}(777, 1389, 1), TPFA{Int64}(778, 1390, 1), TPFA{Int64}(779, 1391, 1), TPFA{Int64}(780, 1392, 1), TPFA{Int64}(781, 1393, 1), TPFA{Int64}(782, 1394, 1), TPFA{Int64}(783, 1395, 1), TPFA{Int64}(784, 1396, 1), TPFA{Int64}(785, 1397, 1), TPFA{Int64}(786, 1398, 1), TPFA{Int64}(787, 1399, 1), TPFA{Int64}(788, 1400, 1), TPFA{Int64}(789, 1401, 1), TPFA{Int64}(790, 1402, 1), TPFA{Int64}(791, 1403, 1), TPFA{Int64}(792, 1404, 1), TPFA{Int64}(793, 1405, 1), TPFA{Int64}(794, 1406, 1), TPFA{Int64}(795, 1407, 1), TPFA{Int64}(796, 1408, 1), TPFA{Int64}(797, 1409, 1), TPFA{Int64}(798, 1410, 1), TPFA{Int64}(799, 1411, 1), TPFA{Int64}(800, 1412, 1), TPFA{Int64}(801, 1413, 1), TPFA{Int64}(802, 1414, 1), TPFA{Int64}(803, 1415, 1), TPFA{Int64}(804, 1416, 1), TPFA{Int64}(805, 1417, 1), TPFA{Int64}(806, 1418, 1), TPFA{Int64}(807, 1419, 1), TPFA{Int64}(808, 1420, 1), TPFA{Int64}(809, 1421, 1), TPFA{Int64}(810, 1422, 1), TPFA{Int64}(811, 721, 1), TPFA{Int64}(812, 722, 1), TPFA{Int64}(813, 723, 1), TPFA{Int64}(814, 724, 1), TPFA{Int64}(815, 725, 1), TPFA{Int64}(816, 726, 1), TPFA{Int64}(817, 727, 1), TPFA{Int64}(818, 728, 1), TPFA{Int64}(819, 729, 1), TPFA{Int64}(820, 730, 1), TPFA{Int64}(821, 731, 1), TPFA{Int64}(822, 732, 1), TPFA{Int64}(823, 733, 1), TPFA{Int64}(824, 734, 1), TPFA{Int64}(825, 735, 1), TPFA{Int64}(826, 736, 1), TPFA{Int64}(827, 737, 1), TPFA{Int64}(828, 738, 1), TPFA{Int64}(829, 739, 1), TPFA{Int64}(830, 740, 1), TPFA{Int64}(831, 741, 1), TPFA{Int64}(832, 742, 1), TPFA{Int64}(833, 743, 1), TPFA{Int64}(834, 744, 1), TPFA{Int64}(835, 745, 1), TPFA{Int64}(836, 746, 1), TPFA{Int64}(837, 747, 1), TPFA{Int64}(838, 748, 1), TPFA{Int64}(839, 749, 1), TPFA{Int64}(840, 750, 1), TPFA{Int64}(841, 751, 1), TPFA{Int64}(842, 752, 1), TPFA{Int64}(843, 753, 1), TPFA{Int64}(844, 754, 1), TPFA{Int64}(845, 755, 1), TPFA{Int64}(846, 756, 1), TPFA{Int64}(847, 757, 1), TPFA{Int64}(848, 758, 1), TPFA{Int64}(849, 759, 1), TPFA{Int64}(850, 760, 1), TPFA{Int64}(851, 761, 1), TPFA{Int64}(852, 762, 1), TPFA{Int64}(853, 763, 1), TPFA{Int64}(854, 764, 1), TPFA{Int64}(855, 765, 1), TPFA{Int64}(856, 766, 1), TPFA{Int64}(857, 767, 1), TPFA{Int64}(858, 768, 1), TPFA{Int64}(859, 769, 1), TPFA{Int64}(860, 770, 1), TPFA{Int64}(861, 771, 1), TPFA{Int64}(862, 772, 1), TPFA{Int64}(863, 773, 1), TPFA{Int64}(864, 774, 1), TPFA{Int64}(865, 775, 1), TPFA{Int64}(866, 776, 1), TPFA{Int64}(867, 777, 1), TPFA{Int64}(868, 778, 1), TPFA{Int64}(869, 779, 1), TPFA{Int64}(870, 780, 1), TPFA{Int64}(871, 781, 1), TPFA{Int64}(872, 782, 1), TPFA{Int64}(873, 783, 1), TPFA{Int64}(874, 784, 1), TPFA{Int64}(875, 785, 1), TPFA{Int64}(876, 786, 1), TPFA{Int64}(877, 787, 1), TPFA{Int64}(878, 788, 1), TPFA{Int64}(879, 789, 1), TPFA{Int64}(880, 790, 1), TPFA{Int64}(881, 791, 1), TPFA{Int64}(882, 792, 1), TPFA{Int64}(883, 793, 1), TPFA{Int64}(884, 794, 1), TPFA{Int64}(885, 795, 1), TPFA{Int64}(886, 796, 1), TPFA{Int64}(887, 797, 1), TPFA{Int64}(888, 798, 1), TPFA{Int64}(889, 799, 1), TPFA{Int64}(890, 800, 1), TPFA{Int64}(891, 801, 1), TPFA{Int64}(892, 802, 1), TPFA{Int64}(893, 803, 1), TPFA{Int64}(894, 804, 1), TPFA{Int64}(895, 805, 1), TPFA{Int64}(896, 806, 1), TPFA{Int64}(897, 807, 1), TPFA{Int64}(898, 808, 1), TPFA{Int64}(899, 809, 1), TPFA{Int64}(900, 810, 1), TPFA{Int64}(901, 811, 1), TPFA{Int64}(902, 812, 1), TPFA{Int64}(903, 813, 1), TPFA{Int64}(904, 814, 1), TPFA{Int64}(905, 815, 1), TPFA{Int64}(906, 816, 1), TPFA{Int64}(907, 817, 1), TPFA{Int64}(908, 818, 1), TPFA{Int64}(909, 819, 1), TPFA{Int64}(910, 820, 1), TPFA{Int64}(911, 821, 1), TPFA{Int64}(912, 822, 1), TPFA{Int64}(913, 823, 1), TPFA{Int64}(914, 824, 1), TPFA{Int64}(915, 825, 1), TPFA{Int64}(916, 826, 1), TPFA{Int64}(917, 827, 1), TPFA{Int64}(918, 828, 1), TPFA{Int64}(919, 829, 1), TPFA{Int64}(920, 830, 1), TPFA{Int64}(921, 831, 1), TPFA{Int64}(922, 832, 1), TPFA{Int64}(923, 833, 1), TPFA{Int64}(924, 834, 1), TPFA{Int64}(925, 835, 1), TPFA{Int64}(926, 836, 1), TPFA{Int64}(927, 837, 1), TPFA{Int64}(928, 838, 1), TPFA{Int64}(929, 839, 1), TPFA{Int64}(930, 840, 1), TPFA{Int64}(931, 841, 1), TPFA{Int64}(932, 842, 1), TPFA{Int64}(933, 843, 1), TPFA{Int64}(934, 844, 1), TPFA{Int64}(935, 845, 1), TPFA{Int64}(936, 846, 1), TPFA{Int64}(937, 847, 1), TPFA{Int64}(938, 848, 1), TPFA{Int64}(939, 849, 1), TPFA{Int64}(940, 850, 1), TPFA{Int64}(941, 851, 1), TPFA{Int64}(942, 852, 1), TPFA{Int64}(943, 853, 1), TPFA{Int64}(944, 854, 1), TPFA{Int64}(945, 855, 1), TPFA{Int64}(946, 856, 1), TPFA{Int64}(947, 857, 1), TPFA{Int64}(948, 858, 1), TPFA{Int64}(949, 859, 1), TPFA{Int64}(950, 860, 1), TPFA{Int64}(951, 861, 1), TPFA{Int64}(952, 862, 1), TPFA{Int64}(953, 863, 1), TPFA{Int64}(954, 864, 1), TPFA{Int64}(955, 865, 1), TPFA{Int64}(956, 866, 1), TPFA{Int64}(957, 867, 1), TPFA{Int64}(958, 868, 1), TPFA{Int64}(959, 869, 1), TPFA{Int64}(960, 870, 1), TPFA{Int64}(961, 871, 1), TPFA{Int64}(962, 872, 1), TPFA{Int64}(963, 873, 1), TPFA{Int64}(964, 874, 1), TPFA{Int64}(965, 875, 1), TPFA{Int64}(966, 876, 1), TPFA{Int64}(967, 877, 1), TPFA{Int64}(968, 878, 1), TPFA{Int64}(969, 879, 1), TPFA{Int64}(970, 880, 1), TPFA{Int64}(971, 881, 1), TPFA{Int64}(972, 882, 1), TPFA{Int64}(973, 883, 1), TPFA{Int64}(974, 884, 1), TPFA{Int64}(975, 885, 1), TPFA{Int64}(976, 886, 1), TPFA{Int64}(977, 887, 1), TPFA{Int64}(978, 888, 1), TPFA{Int64}(979, 889, 1), TPFA{Int64}(980, 890, 1), TPFA{Int64}(981, 891, 1), TPFA{Int64}(982, 892, 1), TPFA{Int64}(983, 893, 1), TPFA{Int64}(984, 894, 1), TPFA{Int64}(985, 895, 1), TPFA{Int64}(986, 896, 1), TPFA{Int64}(987, 897, 1), TPFA{Int64}(988, 898, 1), TPFA{Int64}(989, 899, 1), TPFA{Int64}(990, 900, 1), TPFA{Int64}(991, 901, 1), TPFA{Int64}(992, 902, 1), TPFA{Int64}(993, 903, 1), TPFA{Int64}(994, 904, 1), TPFA{Int64}(995, 905, 1), TPFA{Int64}(996, 906, 1), TPFA{Int64}(997, 907, 1), TPFA{Int64}(998, 908, 1), TPFA{Int64}(999, 909, 1), TPFA{Int64}(1000, 910, 1), TPFA{Int64}(1001, 911, 1), TPFA{Int64}(1002, 912, 1), TPFA{Int64}(1003, 913, 1), TPFA{Int64}(1004, 914, 1), TPFA{Int64}(1005, 915, 1), TPFA{Int64}(1006, 916, 1), TPFA{Int64}(1007, 917, 1), TPFA{Int64}(1008, 918, 1), TPFA{Int64}(1009, 919, 1), TPFA{Int64}(1010, 920, 1), TPFA{Int64}(1011, 921, 1), TPFA{Int64}(1012, 922, 1), TPFA{Int64}(1013, 923, 1), TPFA{Int64}(1014, 924, 1), TPFA{Int64}(1015, 925, 1), TPFA{Int64}(1016, 926, 1), TPFA{Int64}(1017, 927, 1), TPFA{Int64}(1018, 928, 1), TPFA{Int64}(1019, 929, 1), TPFA{Int64}(1020, 930, 1), TPFA{Int64}(1021, 931, 1), TPFA{Int64}(1022, 932, 1), TPFA{Int64}(1023, 933, 1), TPFA{Int64}(1024, 934, 1), TPFA{Int64}(1025, 935, 1), TPFA{Int64}(1026, 936, 1), TPFA{Int64}(1027, 937, 1), TPFA{Int64}(1028, 938, 1), TPFA{Int64}(1029, 939, 1), TPFA{Int64}(1030, 940, 1), TPFA{Int64}(1031, 941, 1), TPFA{Int64}(1032, 942, 1), TPFA{Int64}(1033, 943, 1), TPFA{Int64}(1034, 944, 1), TPFA{Int64}(1035, 945, 1), TPFA{Int64}(1036, 946, 1), TPFA{Int64}(1037, 947, 1), TPFA{Int64}(1038, 948, 1), TPFA{Int64}(1039, 949, 1), TPFA{Int64}(1040, 950, 1), TPFA{Int64}(1041, 951, 1), TPFA{Int64}(1042, 952, 1), TPFA{Int64}(1043, 953, 1), TPFA{Int64}(1044, 954, 1), TPFA{Int64}(1045, 955, 1), TPFA{Int64}(1046, 956, 1), TPFA{Int64}(1047, 957, 1), TPFA{Int64}(1048, 958, 1), TPFA{Int64}(1049, 959, 1), TPFA{Int64}(1050, 960, 1), TPFA{Int64}(1051, 961, 1), TPFA{Int64}(1052, 962, 1), TPFA{Int64}(1053, 963, 1), TPFA{Int64}(1054, 964, 1), TPFA{Int64}(1055, 965, 1), TPFA{Int64}(1056, 966, 1), TPFA{Int64}(1057, 967, 1), TPFA{Int64}(1058, 968, 1), TPFA{Int64}(1059, 969, 1), TPFA{Int64}(1060, 970, 1), TPFA{Int64}(1061, 971, 1), TPFA{Int64}(1062, 972, 1), TPFA{Int64}(1063, 973, 1), TPFA{Int64}(1064, 974, 1), TPFA{Int64}(1065, 975, 1), TPFA{Int64}(1066, 976, 1), TPFA{Int64}(1067, 977, 1), TPFA{Int64}(1068, 978, 1), TPFA{Int64}(1069, 979, 1), TPFA{Int64}(1070, 980, 1), TPFA{Int64}(1071, 981, 1), TPFA{Int64}(1072, 982, 1), TPFA{Int64}(1073, 983, 1), TPFA{Int64}(1074, 984, 1), TPFA{Int64}(1075, 985, 1), TPFA{Int64}(1076, 986, 1), TPFA{Int64}(1077, 987, 1), TPFA{Int64}(1078, 988, 1), TPFA{Int64}(1079, 989, 1), TPFA{Int64}(1080, 990, 1), TPFA{Int64}(1081, 991, 1), TPFA{Int64}(1082, 992, 1), TPFA{Int64}(1083, 993, 1), TPFA{Int64}(1084, 994, 1), TPFA{Int64}(1085, 995, 1), TPFA{Int64}(1086, 996, 1), TPFA{Int64}(1087, 997, 1), TPFA{Int64}(1088, 998, 1), TPFA{Int64}(1089, 999, 1), TPFA{Int64}(1090, 1000, 1), TPFA{Int64}(1091, 1001, 1), TPFA{Int64}(1092, 1002, 1), TPFA{Int64}(1093, 1003, 1), TPFA{Int64}(1094, 1004, 1), TPFA{Int64}(1095, 1005, 1), TPFA{Int64}(1096, 1006, 1), TPFA{Int64}(1097, 1007, 1), TPFA{Int64}(1098, 1008, 1), TPFA{Int64}(1099, 1009, 1), TPFA{Int64}(1100, 1010, 1), TPFA{Int64}(1101, 1011, 1), TPFA{Int64}(1102, 1012, 1), TPFA{Int64}(1103, 1013, 1), TPFA{Int64}(1104, 1014, 1), TPFA{Int64}(1105, 1015, 1), TPFA{Int64}(1106, 1016, 1), TPFA{Int64}(1107, 1017, 1), TPFA{Int64}(1108, 1018, 1), TPFA{Int64}(1109, 1019, 1), TPFA{Int64}(1110, 1020, 1), TPFA{Int64}(1111, 1021, 1), TPFA{Int64}(1112, 1022, 1), TPFA{Int64}(1113, 1023, 1), TPFA{Int64}(1114, 1024, 1), TPFA{Int64}(1115, 1025, 1), TPFA{Int64}(1116, 1026, 1), TPFA{Int64}(1117, 1027, 1), TPFA{Int64}(1118, 1028, 1), TPFA{Int64}(1119, 1029, 1), TPFA{Int64}(1120, 1030, 1), TPFA{Int64}(1121, 1031, 1), TPFA{Int64}(1122, 1032, 1), TPFA{Int64}(1123, 1033, 1), TPFA{Int64}(1124, 1034, 1), TPFA{Int64}(1125, 1035, 1), TPFA{Int64}(1126, 1036, 1), TPFA{Int64}(1127, 1037, 1), TPFA{Int64}(1128, 1038, 1), TPFA{Int64}(1129, 1039, 1), TPFA{Int64}(1130, 1040, 1), TPFA{Int64}(1131, 1041, 1), TPFA{Int64}(1132, 1042, 1), TPFA{Int64}(1133, 1043, 1), TPFA{Int64}(1134, 1044, 1), TPFA{Int64}(1135, 1045, 1), TPFA{Int64}(1136, 1046, 1), TPFA{Int64}(1137, 1047, 1), TPFA{Int64}(1138, 1048, 1), TPFA{Int64}(1139, 1049, 1), TPFA{Int64}(1140, 1050, 1), TPFA{Int64}(1141, 1051, 1), TPFA{Int64}(1142, 1052, 1), TPFA{Int64}(1143, 1053, 1), TPFA{Int64}(1144, 1054, 1), TPFA{Int64}(1145, 1055, 1), TPFA{Int64}(1146, 1056, 1), TPFA{Int64}(1147, 1057, 1), TPFA{Int64}(1148, 1058, 1), TPFA{Int64}(1149, 1059, 1), TPFA{Int64}(1150, 1060, 1), TPFA{Int64}(1151, 1061, 1), TPFA{Int64}(1152, 1062, 1), TPFA{Int64}(1153, 1063, 1), TPFA{Int64}(1154, 1064, 1), TPFA{Int64}(1155, 1065, 1), TPFA{Int64}(1156, 1066, 1), TPFA{Int64}(1157, 1067, 1), TPFA{Int64}(1158, 1068, 1), TPFA{Int64}(1159, 1069, 1), TPFA{Int64}(1160, 1070, 1), TPFA{Int64}(1161, 1071, 1), TPFA{Int64}(1162, 1072, 1), TPFA{Int64}(1163, 1073, 1), TPFA{Int64}(1164, 1074, 1), TPFA{Int64}(1165, 1075, 1), TPFA{Int64}(1166, 1076, 1), TPFA{Int64}(1167, 1077, 1), TPFA{Int64}(1168, 1078, 1), TPFA{Int64}(1169, 1079, 1), TPFA{Int64}(1170, 1080, 1), TPFA{Int64}(1171, 1081, 1), TPFA{Int64}(1172, 1082, 1), TPFA{Int64}(1173, 1083, 1), TPFA{Int64}(1174, 1084, 1), TPFA{Int64}(1175, 1085, 1), TPFA{Int64}(1176, 1086, 1), TPFA{Int64}(1177, 1087, 1), TPFA{Int64}(1178, 1088, 1), TPFA{Int64}(1179, 1089, 1), TPFA{Int64}(1180, 1090, 1), TPFA{Int64}(1181, 1091, 1), TPFA{Int64}(1182, 1092, 1), TPFA{Int64}(1183, 1093, 1), TPFA{Int64}(1184, 1094, 1), TPFA{Int64}(1185, 1095, 1), TPFA{Int64}(1186, 1096, 1), TPFA{Int64}(1187, 1097, 1), TPFA{Int64}(1188, 1098, 1), TPFA{Int64}(1189, 1099, 1), TPFA{Int64}(1190, 1100, 1), TPFA{Int64}(1191, 1101, 1), TPFA{Int64}(1192, 1102, 1), TPFA{Int64}(1193, 1103, 1), TPFA{Int64}(1194, 1104, 1), TPFA{Int64}(1195, 1105, 1), TPFA{Int64}(1196, 1106, 1), TPFA{Int64}(1197, 1107, 1), TPFA{Int64}(1198, 1108, 1), TPFA{Int64}(1199, 1109, 1), TPFA{Int64}(1200, 1110, 1), TPFA{Int64}(1201, 1111, 1), TPFA{Int64}(1202, 1112, 1), TPFA{Int64}(1203, 1113, 1), TPFA{Int64}(1204, 1114, 1), TPFA{Int64}(1205, 1115, 1), TPFA{Int64}(1206, 1116, 1), TPFA{Int64}(1207, 1117, 1), TPFA{Int64}(1208, 1118, 1), TPFA{Int64}(1209, 1119, 1), TPFA{Int64}(1210, 1120, 1), TPFA{Int64}(1211, 1121, 1), TPFA{Int64}(1212, 1122, 1), TPFA{Int64}(1213, 1123, 1), TPFA{Int64}(1214, 1124, 1), TPFA{Int64}(1215, 1125, 1), TPFA{Int64}(1216, 1126, 1), TPFA{Int64}(1217, 1127, 1), TPFA{Int64}(1218, 1128, 1), TPFA{Int64}(1219, 1129, 1), TPFA{Int64}(1220, 1130, 1), TPFA{Int64}(1221, 1131, 1), TPFA{Int64}(1222, 1132, 1), TPFA{Int64}(1223, 1133, 1), TPFA{Int64}(1224, 1134, 1), TPFA{Int64}(1225, 1135, 1), TPFA{Int64}(1226, 1136, 1), TPFA{Int64}(1227, 1137, 1), TPFA{Int64}(1228, 1138, 1), TPFA{Int64}(1229, 1139, 1), TPFA{Int64}(1230, 1140, 1), TPFA{Int64}(1231, 1141, 1), TPFA{Int64}(1232, 1142, 1), TPFA{Int64}(1233, 1143, 1), TPFA{Int64}(1234, 1144, 1), TPFA{Int64}(1235, 1145, 1), TPFA{Int64}(1236, 1146, 1), TPFA{Int64}(1237, 1147, 1), TPFA{Int64}(1238, 1148, 1), TPFA{Int64}(1239, 1149, 1), TPFA{Int64}(1240, 1150, 1), TPFA{Int64}(1241, 1151, 1), TPFA{Int64}(1242, 1152, 1), TPFA{Int64}(1243, 1153, 1), TPFA{Int64}(1244, 1154, 1), TPFA{Int64}(1245, 1155, 1), TPFA{Int64}(1246, 1156, 1), TPFA{Int64}(1247, 1157, 1), TPFA{Int64}(1248, 1158, 1), TPFA{Int64}(1249, 1159, 1), TPFA{Int64}(1250, 1160, 1), TPFA{Int64}(1251, 1161, 1), TPFA{Int64}(1252, 1162, 1), TPFA{Int64}(1253, 1163, 1), TPFA{Int64}(1254, 1164, 1), TPFA{Int64}(1255, 1165, 1), TPFA{Int64}(1256, 1166, 1), TPFA{Int64}(1257, 1167, 1), TPFA{Int64}(1258, 1168, 1), TPFA{Int64}(1259, 1169, 1), TPFA{Int64}(1260, 1170, 1), TPFA{Int64}(1261, 1171, 1), TPFA{Int64}(1262, 1172, 1), TPFA{Int64}(1263, 1173, 1), TPFA{Int64}(1264, 1174, 1), TPFA{Int64}(1265, 1175, 1), TPFA{Int64}(1266, 1176, 1), TPFA{Int64}(1267, 1177, 1), TPFA{Int64}(1268, 1178, 1), TPFA{Int64}(1269, 1179, 1), TPFA{Int64}(1270, 1180, 1), TPFA{Int64}(1271, 1181, 1), TPFA{Int64}(1272, 1182, 1), TPFA{Int64}(1273, 1183, 1), TPFA{Int64}(1274, 1184, 1), TPFA{Int64}(1275, 1185, 1), TPFA{Int64}(1276, 1186, 1), TPFA{Int64}(1277, 1187, 1), TPFA{Int64}(1278, 1188, 1), TPFA{Int64}(1279, 1189, 1), TPFA{Int64}(1280, 1190, 1), TPFA{Int64}(1281, 1191, 1), TPFA{Int64}(1282, 1192, 1), TPFA{Int64}(1283, 1193, 1), TPFA{Int64}(1284, 1194, 1), TPFA{Int64}(1285, 1195, 1), TPFA{Int64}(1286, 1196, 1), TPFA{Int64}(1287, 1197, 1), TPFA{Int64}(1288, 1198, 1), TPFA{Int64}(1289, 1199, 1), TPFA{Int64}(1290, 1200, 1), TPFA{Int64}(1291, 1201, 1), TPFA{Int64}(1292, 1202, 1), TPFA{Int64}(1293, 1203, 1), TPFA{Int64}(1294, 1204, 1), TPFA{Int64}(1295, 1205, 1), TPFA{Int64}(1296, 1206, 1), TPFA{Int64}(1297, 1207, 1), TPFA{Int64}(1298, 1208, 1), TPFA{Int64}(1299, 1209, 1), TPFA{Int64}(1300, 1210, 1), TPFA{Int64}(1301, 1211, 1), TPFA{Int64}(1302, 1212, 1), TPFA{Int64}(1303, 1213, 1), TPFA{Int64}(1304, 1214, 1), TPFA{Int64}(1305, 1215, 1), TPFA{Int64}(1306, 1216, 1), TPFA{Int64}(1307, 1217, 1), TPFA{Int64}(1308, 1218, 1), TPFA{Int64}(1309, 1219, 1), TPFA{Int64}(1310, 1220, 1), TPFA{Int64}(1311, 1221, 1), TPFA{Int64}(1312, 1222, 1), TPFA{Int64}(1313, 1223, 1), TPFA{Int64}(1314, 1224, 1), TPFA{Int64}(1315, 1225, 1), TPFA{Int64}(1316, 1226, 1), TPFA{Int64}(1317, 1227, 1), TPFA{Int64}(1318, 1228, 1), TPFA{Int64}(1319, 1229, 1), TPFA{Int64}(1320, 1230, 1), TPFA{Int64}(1321, 1231, 1), TPFA{Int64}(1322, 1232, 1), TPFA{Int64}(1323, 1233, 1), TPFA{Int64}(1324, 1234, 1), TPFA{Int64}(1325, 1235, 1), TPFA{Int64}(1326, 1236, 1), TPFA{Int64}(1327, 1237, 1), TPFA{Int64}(1328, 1238, 1), TPFA{Int64}(1329, 1239, 1), TPFA{Int64}(1330, 1240, 1), TPFA{Int64}(1331, 1241, 1), TPFA{Int64}(1332, 1242, 1), TPFA{Int64}(1333, 1243, 1), TPFA{Int64}(1334, 1244, 1), TPFA{Int64}(1335, 1245, 1), TPFA{Int64}(1336, 1246, 1), TPFA{Int64}(1337, 1247, 1), TPFA{Int64}(1338, 1248, 1), TPFA{Int64}(1339, 1249, 1), TPFA{Int64}(1340, 1250, 1), TPFA{Int64}(1341, 1251, 1), TPFA{Int64}(1342, 1252, 1), TPFA{Int64}(1343, 1253, 1), TPFA{Int64}(1344, 1254, 1), TPFA{Int64}(1345, 1255, 1), TPFA{Int64}(1346, 1256, 1), TPFA{Int64}(1347, 1257, 1), TPFA{Int64}(1348, 1258, 1), TPFA{Int64}(1349, 1259, 1), TPFA{Int64}(1350, 1260, 1), TPFA{Int64}(1351, 1261, 1), TPFA{Int64}(1352, 1262, 1), TPFA{Int64}(1353, 1263, 1), TPFA{Int64}(1354, 1264, 1), TPFA{Int64}(1355, 1265, 1), TPFA{Int64}(1356, 1266, 1), TPFA{Int64}(1357, 1267, 1), TPFA{Int64}(1358, 1268, 1), TPFA{Int64}(1359, 1269, 1), TPFA{Int64}(1360, 1270, 1), TPFA{Int64}(1361, 1271, 1), TPFA{Int64}(1362, 1272, 1), TPFA{Int64}(1363, 1273, 1), TPFA{Int64}(1364, 1274, 1), TPFA{Int64}(1365, 1275, 1), TPFA{Int64}(1366, 1276, 1), TPFA{Int64}(1367, 1277, 1), TPFA{Int64}(1368, 1278, 1), TPFA{Int64}(1369, 1279, 1), TPFA{Int64}(1370, 1280, 1), TPFA{Int64}(1371, 1281, 1), TPFA{Int64}(1372, 1282, 1), TPFA{Int64}(1373, 1283, 1), TPFA{Int64}(1374, 1284, 1), TPFA{Int64}(1375, 1285, 1), TPFA{Int64}(1376, 1286, 1), TPFA{Int64}(1377, 1287, 1), TPFA{Int64}(1378, 1288, 1), TPFA{Int64}(1379, 1289, 1), TPFA{Int64}(1380, 1290, 1), TPFA{Int64}(1381, 1291, 1), TPFA{Int64}(1382, 1292, 1), TPFA{Int64}(1383, 1293, 1), TPFA{Int64}(1384, 1294, 1), TPFA{Int64}(1385, 1295, 1), TPFA{Int64}(1386, 1296, 1), TPFA{Int64}(1387, 1297, 1), TPFA{Int64}(1388, 1298, 1), TPFA{Int64}(1389, 1299, 1), TPFA{Int64}(1390, 1300, 1), TPFA{Int64}(1391, 1301, 1), TPFA{Int64}(1392, 1302, 1), TPFA{Int64}(1393, 1303, 1), TPFA{Int64}(1394, 1304, 1), TPFA{Int64}(1395, 1305, 1), TPFA{Int64}(1396, 1306, 1), TPFA{Int64}(1397, 1307, 1), TPFA{Int64}(1398, 1308, 1), TPFA{Int64}(1399, 1309, 1), TPFA{Int64}(1400, 1310, 1), TPFA{Int64}(1401, 1311, 1), TPFA{Int64}(1402, 1312, 1), TPFA{Int64}(1403, 1313, 1), TPFA{Int64}(1404, 1314, 1), TPFA{Int64}(1405, 1315, 1), TPFA{Int64}(1406, 1316, 1), TPFA{Int64}(1407, 1317, 1), TPFA{Int64}(1408, 1318, 1), TPFA{Int64}(1409, 1319, 1), TPFA{Int64}(1410, 1320, 1), TPFA{Int64}(1411, 1321, 1), TPFA{Int64}(1412, 1322, 1), TPFA{Int64}(1413, 1323, 1), TPFA{Int64}(1414, 1324, 1), TPFA{Int64}(1415, 1325, 1), TPFA{Int64}(1416, 1326, 1), TPFA{Int64}(1417, 1327, 1), TPFA{Int64}(1418, 1328, 1), TPFA{Int64}(1419, 1329, 1), TPFA{Int64}(1420, 1330, 1), TPFA{Int64}(1421, 1331, 1), TPFA{Int64}(1422, 1332, 1), TPFA{Int64}(1423, 1333, 1), TPFA{Int64}(1424, 1334, 1), TPFA{Int64}(1425, 1335, 1), TPFA{Int64}(1426, 1336, 1), TPFA{Int64}(1427, 1337, 1), TPFA{Int64}(1428, 1338, 1), TPFA{Int64}(1429, 1339, 1), TPFA{Int64}(1430, 1340, 1), TPFA{Int64}(1431, 1341, 1), TPFA{Int64}(1432, 1342, 1), TPFA{Int64}(1433, 1343, 1), TPFA{Int64}(1434, 1344, 1), TPFA{Int64}(1435, 1345, 1), TPFA{Int64}(1436, 1346, 1), TPFA{Int64}(1437, 1347, 1), TPFA{Int64}(1438, 1348, 1), TPFA{Int64}(1439, 1349, 1), TPFA{Int64}(1440, 1350, 1), TPFA{Int64}(721, 722, 1), TPFA{Int64}(722, 723, 1), TPFA{Int64}(724, 725, 1), TPFA{Int64}(725, 726, 1), TPFA{Int64}(726, 727, 1), TPFA{Int64}(727, 728, 1), TPFA{Int64}(728, 729, 1), TPFA{Int64}(729, 730, 1), TPFA{Int64}(730, 731, 1), TPFA{Int64}(731, 732, 1), TPFA{Int64}(733, 734, 1), TPFA{Int64}(734, 735, 1), TPFA{Int64}(735, 736, 1), TPFA{Int64}(736, 737, 1), TPFA{Int64}(737, 738, 1), TPFA{Int64}(738, 739, 1), TPFA{Int64}(739, 740, 1), TPFA{Int64}(740, 741, 1), TPFA{Int64}(742, 743, 1), TPFA{Int64}(743, 744, 1), TPFA{Int64}(744, 745, 1), TPFA{Int64}(745, 746, 1), TPFA{Int64}(746, 747, 1), TPFA{Int64}(747, 748, 1), TPFA{Int64}(748, 749, 1), TPFA{Int64}(749, 750, 1), TPFA{Int64}(751, 752, 1), TPFA{Int64}(752, 753, 1), TPFA{Int64}(753, 754, 1), TPFA{Int64}(754, 755, 1), TPFA{Int64}(755, 756, 1), TPFA{Int64}(756, 757, 1), TPFA{Int64}(757, 758, 1), TPFA{Int64}(758, 759, 1), TPFA{Int64}(760, 761, 1), TPFA{Int64}(761, 762, 1), TPFA{Int64}(762, 763, 1), TPFA{Int64}(763, 764, 1), TPFA{Int64}(764, 765, 1), TPFA{Int64}(765, 766, 1), TPFA{Int64}(766, 767, 1), TPFA{Int64}(767, 768, 1), TPFA{Int64}(769, 770, 1), TPFA{Int64}(770, 771, 1), TPFA{Int64}(771, 772, 1), TPFA{Int64}(772, 773, 1), TPFA{Int64}(773, 774, 1), TPFA{Int64}(774, 775, 1), TPFA{Int64}(775, 776, 1), TPFA{Int64}(776, 777, 1), TPFA{Int64}(778, 779, 1), TPFA{Int64}(779, 780, 1), TPFA{Int64}(780, 781, 1), TPFA{Int64}(781, 782, 1), TPFA{Int64}(782, 783, 1), TPFA{Int64}(783, 784, 1), TPFA{Int64}(784, 785, 1), TPFA{Int64}(785, 786, 1), TPFA{Int64}(787, 788, 1), TPFA{Int64}(788, 789, 1), TPFA{Int64}(789, 790, 1), TPFA{Int64}(790, 791, 1), TPFA{Int64}(791, 792, 1), TPFA{Int64}(792, 793, 1), TPFA{Int64}(793, 794, 1), TPFA{Int64}(794, 795, 1), TPFA{Int64}(796, 797, 1), TPFA{Int64}(797, 798, 1), TPFA{Int64}(798, 799, 1), TPFA{Int64}(799, 800, 1), TPFA{Int64}(800, 801, 1), TPFA{Int64}(801, 802, 1), TPFA{Int64}(802, 803, 1), TPFA{Int64}(803, 804, 1), TPFA{Int64}(805, 806, 1), TPFA{Int64}(806, 807, 1), TPFA{Int64}(807, 808, 1), TPFA{Int64}(808, 809, 1), TPFA{Int64}(809, 810, 1), TPFA{Int64}(811, 812, 1), TPFA{Int64}(812, 813, 1), TPFA{Int64}(814, 815, 1), TPFA{Int64}(815, 816, 1), TPFA{Int64}(816, 817, 1), TPFA{Int64}(817, 818, 1), TPFA{Int64}(818, 819, 1), TPFA{Int64}(819, 820, 1), TPFA{Int64}(820, 821, 1), TPFA{Int64}(821, 822, 1), TPFA{Int64}(823, 824, 1), TPFA{Int64}(824, 825, 1), TPFA{Int64}(825, 826, 1), TPFA{Int64}(826, 827, 1), TPFA{Int64}(827, 828, 1), TPFA{Int64}(828, 829, 1), TPFA{Int64}(829, 830, 1), TPFA{Int64}(830, 831, 1), TPFA{Int64}(832, 833, 1), TPFA{Int64}(833, 834, 1), TPFA{Int64}(834, 835, 1), TPFA{Int64}(835, 836, 1), TPFA{Int64}(836, 837, 1), TPFA{Int64}(837, 838, 1), TPFA{Int64}(838, 839, 1), TPFA{Int64}(839, 840, 1), TPFA{Int64}(841, 842, 1), TPFA{Int64}(842, 843, 1), TPFA{Int64}(843, 844, 1), TPFA{Int64}(844, 845, 1), TPFA{Int64}(845, 846, 1), TPFA{Int64}(846, 847, 1), TPFA{Int64}(847, 848, 1), TPFA{Int64}(848, 849, 1), TPFA{Int64}(850, 851, 1), TPFA{Int64}(851, 852, 1), TPFA{Int64}(852, 853, 1), TPFA{Int64}(853, 854, 1), TPFA{Int64}(854, 855, 1), TPFA{Int64}(855, 856, 1), TPFA{Int64}(856, 857, 1), TPFA{Int64}(857, 858, 1), TPFA{Int64}(859, 860, 1), TPFA{Int64}(860, 861, 1), TPFA{Int64}(861, 862, 1), TPFA{Int64}(862, 863, 1), TPFA{Int64}(863, 864, 1), TPFA{Int64}(864, 865, 1), TPFA{Int64}(865, 866, 1), TPFA{Int64}(866, 867, 1), TPFA{Int64}(868, 869, 1), TPFA{Int64}(869, 870, 1), TPFA{Int64}(870, 871, 1), TPFA{Int64}(871, 872, 1), TPFA{Int64}(872, 873, 1), TPFA{Int64}(873, 874, 1), TPFA{Int64}(874, 875, 1), TPFA{Int64}(875, 876, 1), TPFA{Int64}(877, 878, 1), TPFA{Int64}(878, 879, 1), TPFA{Int64}(879, 880, 1), TPFA{Int64}(880, 881, 1), TPFA{Int64}(881, 882, 1), TPFA{Int64}(882, 883, 1), TPFA{Int64}(883, 884, 1), TPFA{Int64}(884, 885, 1), TPFA{Int64}(886, 887, 1), TPFA{Int64}(887, 888, 1), TPFA{Int64}(888, 889, 1), TPFA{Int64}(889, 890, 1), TPFA{Int64}(890, 891, 1), TPFA{Int64}(891, 892, 1), TPFA{Int64}(892, 893, 1), TPFA{Int64}(893, 894, 1), TPFA{Int64}(895, 896, 1), TPFA{Int64}(896, 897, 1), TPFA{Int64}(897, 898, 1), TPFA{Int64}(898, 899, 1), TPFA{Int64}(899, 900, 1), TPFA{Int64}(901, 902, 1), TPFA{Int64}(902, 903, 1), TPFA{Int64}(904, 905, 1), TPFA{Int64}(905, 906, 1), TPFA{Int64}(906, 907, 1), TPFA{Int64}(907, 908, 1), TPFA{Int64}(908, 909, 1), TPFA{Int64}(909, 910, 1), TPFA{Int64}(910, 911, 1), TPFA{Int64}(911, 912, 1), TPFA{Int64}(913, 914, 1), TPFA{Int64}(914, 915, 1), TPFA{Int64}(915, 916, 1), TPFA{Int64}(916, 917, 1), TPFA{Int64}(917, 918, 1), TPFA{Int64}(918, 919, 1), TPFA{Int64}(919, 920, 1), TPFA{Int64}(920, 921, 1), TPFA{Int64}(922, 923, 1), TPFA{Int64}(923, 924, 1), TPFA{Int64}(924, 925, 1), TPFA{Int64}(925, 926, 1), TPFA{Int64}(926, 927, 1), TPFA{Int64}(927, 928, 1), TPFA{Int64}(928, 929, 1), TPFA{Int64}(929, 930, 1), TPFA{Int64}(931, 932, 1), TPFA{Int64}(932, 933, 1), TPFA{Int64}(933, 934, 1), TPFA{Int64}(934, 935, 1), TPFA{Int64}(935, 936, 1), TPFA{Int64}(936, 937, 1), TPFA{Int64}(937, 938, 1), TPFA{Int64}(938, 939, 1), TPFA{Int64}(940, 941, 1), TPFA{Int64}(941, 942, 1), TPFA{Int64}(942, 943, 1), TPFA{Int64}(943, 944, 1), TPFA{Int64}(944, 945, 1), TPFA{Int64}(945, 946, 1), TPFA{Int64}(946, 947, 1), TPFA{Int64}(947, 948, 1), TPFA{Int64}(949, 950, 1), TPFA{Int64}(950, 951, 1), TPFA{Int64}(951, 952, 1), TPFA{Int64}(952, 953, 1), TPFA{Int64}(953, 954, 1), TPFA{Int64}(954, 955, 1), TPFA{Int64}(955, 956, 1), TPFA{Int64}(956, 957, 1), TPFA{Int64}(958, 959, 1), TPFA{Int64}(959, 960, 1), TPFA{Int64}(960, 961, 1), TPFA{Int64}(961, 962, 1), TPFA{Int64}(962, 963, 1), TPFA{Int64}(963, 964, 1), TPFA{Int64}(964, 965, 1), TPFA{Int64}(965, 966, 1), TPFA{Int64}(967, 968, 1), TPFA{Int64}(968, 969, 1), TPFA{Int64}(969, 970, 1), TPFA{Int64}(970, 971, 1), TPFA{Int64}(971, 972, 1), TPFA{Int64}(972, 973, 1), TPFA{Int64}(973, 974, 1), TPFA{Int64}(974, 975, 1), TPFA{Int64}(976, 977, 1), TPFA{Int64}(977, 978, 1), TPFA{Int64}(978, 979, 1), TPFA{Int64}(979, 980, 1), TPFA{Int64}(980, 981, 1), TPFA{Int64}(981, 982, 1), TPFA{Int64}(982, 983, 1), TPFA{Int64}(983, 984, 1), TPFA{Int64}(985, 986, 1), TPFA{Int64}(986, 987, 1), TPFA{Int64}(987, 988, 1), TPFA{Int64}(988, 989, 1), TPFA{Int64}(989, 990, 1), TPFA{Int64}(991, 992, 1), TPFA{Int64}(992, 993, 1), TPFA{Int64}(994, 995, 1), TPFA{Int64}(995, 996, 1), TPFA{Int64}(996, 997, 1), TPFA{Int64}(997, 998, 1), TPFA{Int64}(998, 999, 1), TPFA{Int64}(999, 1000, 1), TPFA{Int64}(1000, 1001, 1), TPFA{Int64}(1001, 1002, 1), TPFA{Int64}(1003, 1004, 1), TPFA{Int64}(1004, 1005, 1), TPFA{Int64}(1005, 1006, 1), TPFA{Int64}(1006, 1007, 1), TPFA{Int64}(1007, 1008, 1), TPFA{Int64}(1008, 1009, 1), TPFA{Int64}(1009, 1010, 1), TPFA{Int64}(1010, 1011, 1), TPFA{Int64}(1012, 1013, 1), TPFA{Int64}(1013, 1014, 1), TPFA{Int64}(1014, 1015, 1), TPFA{Int64}(1015, 1016, 1), TPFA{Int64}(1016, 1017, 1), TPFA{Int64}(1017, 1018, 1), TPFA{Int64}(1018, 1019, 1), TPFA{Int64}(1019, 1020, 1), TPFA{Int64}(1021, 1022, 1), TPFA{Int64}(1022, 1023, 1), TPFA{Int64}(1023, 1024, 1), TPFA{Int64}(1024, 1025, 1), TPFA{Int64}(1025, 1026, 1), TPFA{Int64}(1026, 1027, 1), TPFA{Int64}(1027, 1028, 1), TPFA{Int64}(1028, 1029, 1), TPFA{Int64}(1030, 1031, 1), TPFA{Int64}(1031, 1032, 1), TPFA{Int64}(1032, 1033, 1), TPFA{Int64}(1033, 1034, 1), TPFA{Int64}(1034, 1035, 1), TPFA{Int64}(1035, 1036, 1), TPFA{Int64}(1036, 1037, 1), TPFA{Int64}(1037, 1038, 1), TPFA{Int64}(1039, 1040, 1), TPFA{Int64}(1040, 1041, 1), TPFA{Int64}(1041, 1042, 1), TPFA{Int64}(1042, 1043, 1), TPFA{Int64}(1043, 1044, 1), TPFA{Int64}(1044, 1045, 1), TPFA{Int64}(1045, 1046, 1), TPFA{Int64}(1046, 1047, 1), TPFA{Int64}(1048, 1049, 1), TPFA{Int64}(1049, 1050, 1), TPFA{Int64}(1050, 1051, 1), TPFA{Int64}(1051, 1052, 1), TPFA{Int64}(1052, 1053, 1), TPFA{Int64}(1053, 1054, 1), TPFA{Int64}(1054, 1055, 1), TPFA{Int64}(1055, 1056, 1), TPFA{Int64}(1057, 1058, 1), TPFA{Int64}(1058, 1059, 1), TPFA{Int64}(1059, 1060, 1), TPFA{Int64}(1060, 1061, 1), TPFA{Int64}(1061, 1062, 1), TPFA{Int64}(1062, 1063, 1), TPFA{Int64}(1063, 1064, 1), TPFA{Int64}(1064, 1065, 1), TPFA{Int64}(1066, 1067, 1), TPFA{Int64}(1067, 1068, 1), TPFA{Int64}(1068, 1069, 1), TPFA{Int64}(1069, 1070, 1), TPFA{Int64}(1070, 1071, 1), TPFA{Int64}(1071, 1072, 1), TPFA{Int64}(1072, 1073, 1), TPFA{Int64}(1073, 1074, 1), TPFA{Int64}(1075, 1076, 1), TPFA{Int64}(1076, 1077, 1), TPFA{Int64}(1077, 1078, 1), TPFA{Int64}(1078, 1079, 1), TPFA{Int64}(1079, 1080, 1), TPFA{Int64}(1081, 1082, 1), TPFA{Int64}(1082, 1083, 1), TPFA{Int64}(1084, 1085, 1), TPFA{Int64}(1085, 1086, 1), TPFA{Int64}(1086, 1087, 1), TPFA{Int64}(1087, 1088, 1), TPFA{Int64}(1088, 1089, 1), TPFA{Int64}(1089, 1090, 1), TPFA{Int64}(1090, 1091, 1), TPFA{Int64}(1091, 1092, 1), TPFA{Int64}(1093, 1094, 1), TPFA{Int64}(1094, 1095, 1), TPFA{Int64}(1095, 1096, 1), TPFA{Int64}(1096, 1097, 1), TPFA{Int64}(1097, 1098, 1), TPFA{Int64}(1098, 1099, 1), TPFA{Int64}(1099, 1100, 1), TPFA{Int64}(1100, 1101, 1), TPFA{Int64}(1102, 1103, 1), TPFA{Int64}(1103, 1104, 1), TPFA{Int64}(1104, 1105, 1), TPFA{Int64}(1105, 1106, 1), TPFA{Int64}(1106, 1107, 1), TPFA{Int64}(1107, 1108, 1), TPFA{Int64}(1108, 1109, 1), TPFA{Int64}(1109, 1110, 1), TPFA{Int64}(1111, 1112, 1), TPFA{Int64}(1112, 1113, 1), TPFA{Int64}(1113, 1114, 1), TPFA{Int64}(1114, 1115, 1), TPFA{Int64}(1115, 1116, 1), TPFA{Int64}(1116, 1117, 1), TPFA{Int64}(1117, 1118, 1), TPFA{Int64}(1118, 1119, 1), TPFA{Int64}(1120, 1121, 1), TPFA{Int64}(1121, 1122, 1), TPFA{Int64}(1122, 1123, 1), TPFA{Int64}(1123, 1124, 1), TPFA{Int64}(1124, 1125, 1), TPFA{Int64}(1125, 1126, 1), TPFA{Int64}(1126, 1127, 1), TPFA{Int64}(1127, 1128, 1), TPFA{Int64}(1129, 1130, 1), TPFA{Int64}(1130, 1131, 1), TPFA{Int64}(1131, 1132, 1), TPFA{Int64}(1132, 1133, 1), TPFA{Int64}(1133, 1134, 1), TPFA{Int64}(1134, 1135, 1), TPFA{Int64}(1135, 1136, 1), TPFA{Int64}(1136, 1137, 1), TPFA{Int64}(1138, 1139, 1), TPFA{Int64}(1139, 1140, 1), TPFA{Int64}(1140, 1141, 1), TPFA{Int64}(1141, 1142, 1), TPFA{Int64}(1142, 1143, 1), TPFA{Int64}(1143, 1144, 1), TPFA{Int64}(1144, 1145, 1), TPFA{Int64}(1145, 1146, 1), TPFA{Int64}(1147, 1148, 1), TPFA{Int64}(1148, 1149, 1), TPFA{Int64}(1149, 1150, 1), TPFA{Int64}(1150, 1151, 1), TPFA{Int64}(1151, 1152, 1), TPFA{Int64}(1152, 1153, 1), TPFA{Int64}(1153, 1154, 1), TPFA{Int64}(1154, 1155, 1), TPFA{Int64}(1156, 1157, 1), TPFA{Int64}(1157, 1158, 1), TPFA{Int64}(1158, 1159, 1), TPFA{Int64}(1159, 1160, 1), TPFA{Int64}(1160, 1161, 1), TPFA{Int64}(1161, 1162, 1), TPFA{Int64}(1162, 1163, 1), TPFA{Int64}(1163, 1164, 1), TPFA{Int64}(1165, 1166, 1), TPFA{Int64}(1166, 1167, 1), TPFA{Int64}(1167, 1168, 1), TPFA{Int64}(1168, 1169, 1), TPFA{Int64}(1169, 1170, 1), TPFA{Int64}(1171, 1172, 1), TPFA{Int64}(1172, 1173, 1), TPFA{Int64}(1174, 1175, 1), TPFA{Int64}(1175, 1176, 1), TPFA{Int64}(1176, 1177, 1), TPFA{Int64}(1177, 1178, 1), TPFA{Int64}(1178, 1179, 1), TPFA{Int64}(1179, 1180, 1), TPFA{Int64}(1180, 1181, 1), TPFA{Int64}(1181, 1182, 1), TPFA{Int64}(1183, 1184, 1), TPFA{Int64}(1184, 1185, 1), TPFA{Int64}(1185, 1186, 1), TPFA{Int64}(1186, 1187, 1), TPFA{Int64}(1187, 1188, 1), TPFA{Int64}(1188, 1189, 1), TPFA{Int64}(1189, 1190, 1), TPFA{Int64}(1190, 1191, 1), TPFA{Int64}(1192, 1193, 1), TPFA{Int64}(1193, 1194, 1), TPFA{Int64}(1194, 1195, 1), TPFA{Int64}(1195, 1196, 1), TPFA{Int64}(1196, 1197, 1), TPFA{Int64}(1197, 1198, 1), TPFA{Int64}(1198, 1199, 1), TPFA{Int64}(1199, 1200, 1), TPFA{Int64}(1201, 1202, 1), TPFA{Int64}(1202, 1203, 1), TPFA{Int64}(1203, 1204, 1), TPFA{Int64}(1204, 1205, 1), TPFA{Int64}(1205, 1206, 1), TPFA{Int64}(1206, 1207, 1), TPFA{Int64}(1207, 1208, 1), TPFA{Int64}(1208, 1209, 1), TPFA{Int64}(1210, 1211, 1), TPFA{Int64}(1211, 1212, 1), TPFA{Int64}(1212, 1213, 1), TPFA{Int64}(1213, 1214, 1), TPFA{Int64}(1214, 1215, 1), TPFA{Int64}(1215, 1216, 1), TPFA{Int64}(1216, 1217, 1), TPFA{Int64}(1217, 1218, 1), TPFA{Int64}(1219, 1220, 1), TPFA{Int64}(1220, 1221, 1), TPFA{Int64}(1221, 1222, 1), TPFA{Int64}(1222, 1223, 1), TPFA{Int64}(1223, 1224, 1), TPFA{Int64}(1224, 1225, 1), TPFA{Int64}(1225, 1226, 1), TPFA{Int64}(1226, 1227, 1), TPFA{Int64}(1228, 1229, 1), TPFA{Int64}(1229, 1230, 1), TPFA{Int64}(1230, 1231, 1), TPFA{Int64}(1231, 1232, 1), TPFA{Int64}(1232, 1233, 1), TPFA{Int64}(1233, 1234, 1), TPFA{Int64}(1234, 1235, 1), TPFA{Int64}(1235, 1236, 1), TPFA{Int64}(1237, 1238, 1), TPFA{Int64}(1238, 1239, 1), TPFA{Int64}(1239, 1240, 1), TPFA{Int64}(1240, 1241, 1), TPFA{Int64}(1241, 1242, 1), TPFA{Int64}(1242, 1243, 1), TPFA{Int64}(1243, 1244, 1), TPFA{Int64}(1244, 1245, 1), TPFA{Int64}(1246, 1247, 1), TPFA{Int64}(1247, 1248, 1), TPFA{Int64}(1248, 1249, 1), TPFA{Int64}(1249, 1250, 1), TPFA{Int64}(1250, 1251, 1), TPFA{Int64}(1251, 1252, 1), TPFA{Int64}(1252, 1253, 1), TPFA{Int64}(1253, 1254, 1), TPFA{Int64}(1255, 1256, 1), TPFA{Int64}(1256, 1257, 1), TPFA{Int64}(1257, 1258, 1), TPFA{Int64}(1258, 1259, 1), TPFA{Int64}(1259, 1260, 1), TPFA{Int64}(1261, 1262, 1), TPFA{Int64}(1262, 1263, 1), TPFA{Int64}(1264, 1265, 1), TPFA{Int64}(1265, 1266, 1), TPFA{Int64}(1266, 1267, 1), TPFA{Int64}(1267, 1268, 1), TPFA{Int64}(1268, 1269, 1), TPFA{Int64}(1269, 1270, 1), TPFA{Int64}(1270, 1271, 1), TPFA{Int64}(1271, 1272, 1), TPFA{Int64}(1273, 1274, 1), TPFA{Int64}(1274, 1275, 1), TPFA{Int64}(1275, 1276, 1), TPFA{Int64}(1276, 1277, 1), TPFA{Int64}(1277, 1278, 1), TPFA{Int64}(1278, 1279, 1), TPFA{Int64}(1279, 1280, 1), TPFA{Int64}(1280, 1281, 1), TPFA{Int64}(1282, 1283, 1), TPFA{Int64}(1283, 1284, 1), TPFA{Int64}(1284, 1285, 1), TPFA{Int64}(1285, 1286, 1), TPFA{Int64}(1286, 1287, 1), TPFA{Int64}(1287, 1288, 1), TPFA{Int64}(1288, 1289, 1), TPFA{Int64}(1289, 1290, 1), TPFA{Int64}(1291, 1292, 1), TPFA{Int64}(1292, 1293, 1), TPFA{Int64}(1293, 1294, 1), TPFA{Int64}(1294, 1295, 1), TPFA{Int64}(1295, 1296, 1), TPFA{Int64}(1296, 1297, 1), TPFA{Int64}(1297, 1298, 1), TPFA{Int64}(1298, 1299, 1), TPFA{Int64}(1300, 1301, 1), TPFA{Int64}(1301, 1302, 1), TPFA{Int64}(1302, 1303, 1), TPFA{Int64}(1303, 1304, 1), TPFA{Int64}(1304, 1305, 1), TPFA{Int64}(1305, 1306, 1), TPFA{Int64}(1306, 1307, 1), TPFA{Int64}(1307, 1308, 1), TPFA{Int64}(1309, 1310, 1), TPFA{Int64}(1310, 1311, 1), TPFA{Int64}(1311, 1312, 1), TPFA{Int64}(1312, 1313, 1), TPFA{Int64}(1313, 1314, 1), TPFA{Int64}(1314, 1315, 1), TPFA{Int64}(1315, 1316, 1), TPFA{Int64}(1316, 1317, 1), TPFA{Int64}(1318, 1319, 1), TPFA{Int64}(1319, 1320, 1), TPFA{Int64}(1320, 1321, 1), TPFA{Int64}(1321, 1322, 1), TPFA{Int64}(1322, 1323, 1), TPFA{Int64}(1323, 1324, 1), TPFA{Int64}(1324, 1325, 1), TPFA{Int64}(1325, 1326, 1), TPFA{Int64}(1327, 1328, 1), TPFA{Int64}(1328, 1329, 1), TPFA{Int64}(1329, 1330, 1), TPFA{Int64}(1330, 1331, 1), TPFA{Int64}(1331, 1332, 1), TPFA{Int64}(1332, 1333, 1), TPFA{Int64}(1333, 1334, 1), TPFA{Int64}(1334, 1335, 1), TPFA{Int64}(1336, 1337, 1), TPFA{Int64}(1337, 1338, 1), TPFA{Int64}(1338, 1339, 1), TPFA{Int64}(1339, 1340, 1), TPFA{Int64}(1340, 1341, 1), TPFA{Int64}(1341, 1342, 1), TPFA{Int64}(1342, 1343, 1), TPFA{Int64}(1343, 1344, 1), TPFA{Int64}(1345, 1346, 1), TPFA{Int64}(1346, 1347, 1), TPFA{Int64}(1347, 1348, 1), TPFA{Int64}(1348, 1349, 1), TPFA{Int64}(1349, 1350, 1), TPFA{Int64}(1351, 1352, 1), TPFA{Int64}(1352, 1353, 1), TPFA{Int64}(1354, 1355, 1), TPFA{Int64}(1355, 1356, 1), TPFA{Int64}(1356, 1357, 1), TPFA{Int64}(1357, 1358, 1), TPFA{Int64}(1358, 1359, 1), TPFA{Int64}(1359, 1360, 1), TPFA{Int64}(1360, 1361, 1), TPFA{Int64}(1361, 1362, 1), TPFA{Int64}(1363, 1364, 1), TPFA{Int64}(1364, 1365, 1), TPFA{Int64}(1365, 1366, 1), TPFA{Int64}(1366, 1367, 1), TPFA{Int64}(1367, 1368, 1), TPFA{Int64}(1368, 1369, 1), TPFA{Int64}(1369, 1370, 1), TPFA{Int64}(1370, 1371, 1), TPFA{Int64}(1372, 1373, 1), TPFA{Int64}(1373, 1374, 1), TPFA{Int64}(1374, 1375, 1), TPFA{Int64}(1375, 1376, 1), TPFA{Int64}(1376, 1377, 1), TPFA{Int64}(1377, 1378, 1), TPFA{Int64}(1378, 1379, 1), TPFA{Int64}(1379, 1380, 1), TPFA{Int64}(1381, 1382, 1), TPFA{Int64}(1382, 1383, 1), TPFA{Int64}(1383, 1384, 1), TPFA{Int64}(1384, 1385, 1), TPFA{Int64}(1385, 1386, 1), TPFA{Int64}(1386, 1387, 1), TPFA{Int64}(1387, 1388, 1), TPFA{Int64}(1388, 1389, 1), TPFA{Int64}(1390, 1391, 1), TPFA{Int64}(1391, 1392, 1), TPFA{Int64}(1392, 1393, 1), TPFA{Int64}(1393, 1394, 1), TPFA{Int64}(1394, 1395, 1), TPFA{Int64}(1395, 1396, 1), TPFA{Int64}(1396, 1397, 1), TPFA{Int64}(1397, 1398, 1), TPFA{Int64}(1399, 1400, 1), TPFA{Int64}(1400, 1401, 1), TPFA{Int64}(1401, 1402, 1), TPFA{Int64}(1402, 1403, 1), TPFA{Int64}(1403, 1404, 1), TPFA{Int64}(1404, 1405, 1), TPFA{Int64}(1405, 1406, 1), TPFA{Int64}(1406, 1407, 1), TPFA{Int64}(1408, 1409, 1), TPFA{Int64}(1409, 1410, 1), TPFA{Int64}(1410, 1411, 1), TPFA{Int64}(1411, 1412, 1), TPFA{Int64}(1412, 1413, 1), TPFA{Int64}(1413, 1414, 1), TPFA{Int64}(1414, 1415, 1), TPFA{Int64}(1415, 1416, 1), TPFA{Int64}(1417, 1418, 1), TPFA{Int64}(1418, 1419, 1), TPFA{Int64}(1419, 1420, 1), TPFA{Int64}(1420, 1421, 1), TPFA{Int64}(1421, 1422, 1), TPFA{Int64}(1422, 1423, 1), TPFA{Int64}(1423, 1424, 1), TPFA{Int64}(1424, 1425, 1), TPFA{Int64}(1426, 1427, 1), TPFA{Int64}(1427, 1428, 1), TPFA{Int64}(1428, 1429, 1), TPFA{Int64}(1429, 1430, 1), TPFA{Int64}(1430, 1431, 1), TPFA{Int64}(1431, 1432, 1), TPFA{Int64}(1432, 1433, 1), TPFA{Int64}(1433, 1434, 1), TPFA{Int64}(1435, 1436, 1), TPFA{Int64}(1436, 1437, 1), TPFA{Int64}(1437, 1438, 1), TPFA{Int64}(1438, 1439, 1), TPFA{Int64}(1439, 1440, 1), TPFA{Int64}(1, 721, 1), TPFA{Int64}(2, 722, 1), TPFA{Int64}(3, 723, 1), TPFA{Int64}(4, 724, 1), TPFA{Int64}(5, 725, 1), TPFA{Int64}(6, 726, 1), TPFA{Int64}(7, 727, 1), TPFA{Int64}(8, 728, 1), TPFA{Int64}(9, 729, 1), TPFA{Int64}(10, 730, 1), TPFA{Int64}(11, 731, 1), TPFA{Int64}(12, 732, 1), TPFA{Int64}(13, 733, 1), TPFA{Int64}(14, 734, 1), TPFA{Int64}(15, 735, 1), TPFA{Int64}(16, 736, 1), TPFA{Int64}(17, 737, 1), TPFA{Int64}(18, 738, 1), TPFA{Int64}(19, 739, 1), TPFA{Int64}(20, 740, 1), TPFA{Int64}(21, 741, 1), TPFA{Int64}(22, 742, 1), TPFA{Int64}(23, 743, 1), TPFA{Int64}(24, 744, 1), TPFA{Int64}(25, 745, 1), TPFA{Int64}(26, 746, 1), TPFA{Int64}(27, 747, 1), TPFA{Int64}(28, 748, 1), TPFA{Int64}(29, 749, 1), TPFA{Int64}(30, 750, 1), TPFA{Int64}(31, 751, 1), TPFA{Int64}(32, 752, 1), TPFA{Int64}(33, 753, 1), TPFA{Int64}(34, 754, 1), TPFA{Int64}(35, 755, 1), TPFA{Int64}(36, 756, 1), TPFA{Int64}(37, 757, 1), TPFA{Int64}(38, 758, 1), TPFA{Int64}(39, 759, 1), TPFA{Int64}(40, 760, 1), TPFA{Int64}(41, 761, 1), TPFA{Int64}(42, 762, 1), TPFA{Int64}(43, 763, 1), TPFA{Int64}(44, 764, 1), TPFA{Int64}(45, 765, 1), TPFA{Int64}(46, 766, 1), TPFA{Int64}(47, 767, 1), TPFA{Int64}(48, 768, 1), TPFA{Int64}(49, 769, 1), TPFA{Int64}(50, 770, 1), TPFA{Int64}(51, 771, 1), TPFA{Int64}(52, 772, 1), TPFA{Int64}(53, 773, 1), TPFA{Int64}(54, 774, 1), TPFA{Int64}(55, 775, 1), TPFA{Int64}(56, 776, 1), TPFA{Int64}(57, 777, 1), TPFA{Int64}(58, 778, 1), TPFA{Int64}(59, 779, 1), TPFA{Int64}(60, 780, 1), TPFA{Int64}(61, 781, 1), TPFA{Int64}(62, 782, 1), TPFA{Int64}(63, 783, 1), TPFA{Int64}(64, 784, 1), TPFA{Int64}(65, 785, 1), TPFA{Int64}(66, 786, 1), TPFA{Int64}(67, 787, 1), TPFA{Int64}(68, 788, 1), TPFA{Int64}(69, 789, 1), TPFA{Int64}(70, 790, 1), TPFA{Int64}(71, 791, 1), TPFA{Int64}(72, 792, 1), TPFA{Int64}(73, 793, 1), TPFA{Int64}(74, 794, 1), TPFA{Int64}(75, 795, 1), TPFA{Int64}(76, 796, 1), TPFA{Int64}(77, 797, 1), TPFA{Int64}(78, 798, 1), TPFA{Int64}(79, 799, 1), TPFA{Int64}(80, 800, 1), TPFA{Int64}(81, 801, 1), TPFA{Int64}(82, 802, 1), TPFA{Int64}(83, 803, 1), TPFA{Int64}(84, 804, 1), TPFA{Int64}(85, 805, 1), TPFA{Int64}(86, 806, 1), TPFA{Int64}(87, 807, 1), TPFA{Int64}(88, 808, 1), TPFA{Int64}(89, 809, 1), TPFA{Int64}(90, 810, 1), TPFA{Int64}(91, 811, 1), TPFA{Int64}(92, 812, 1), TPFA{Int64}(93, 813, 1), TPFA{Int64}(94, 814, 1), TPFA{Int64}(95, 815, 1), TPFA{Int64}(96, 816, 1), TPFA{Int64}(97, 817, 1), TPFA{Int64}(98, 818, 1), TPFA{Int64}(99, 819, 1), TPFA{Int64}(100, 820, 1), TPFA{Int64}(101, 821, 1), TPFA{Int64}(102, 822, 1), TPFA{Int64}(103, 823, 1), TPFA{Int64}(104, 824, 1), TPFA{Int64}(105, 825, 1), TPFA{Int64}(106, 826, 1), TPFA{Int64}(107, 827, 1), TPFA{Int64}(108, 828, 1), TPFA{Int64}(109, 829, 1), TPFA{Int64}(110, 830, 1), TPFA{Int64}(111, 831, 1), TPFA{Int64}(112, 832, 1), TPFA{Int64}(113, 833, 1), TPFA{Int64}(114, 834, 1), TPFA{Int64}(115, 835, 1), TPFA{Int64}(116, 836, 1), TPFA{Int64}(117, 837, 1), TPFA{Int64}(118, 838, 1), TPFA{Int64}(119, 839, 1), TPFA{Int64}(120, 840, 1), TPFA{Int64}(121, 841, 1), TPFA{Int64}(122, 842, 1), TPFA{Int64}(123, 843, 1), TPFA{Int64}(124, 844, 1), TPFA{Int64}(125, 845, 1), TPFA{Int64}(126, 846, 1), TPFA{Int64}(127, 847, 1), TPFA{Int64}(128, 848, 1), TPFA{Int64}(129, 849, 1), TPFA{Int64}(130, 850, 1), TPFA{Int64}(131, 851, 1), TPFA{Int64}(132, 852, 1), TPFA{Int64}(133, 853, 1), TPFA{Int64}(134, 854, 1), TPFA{Int64}(135, 855, 1), TPFA{Int64}(136, 856, 1), TPFA{Int64}(137, 857, 1), TPFA{Int64}(138, 858, 1), TPFA{Int64}(139, 859, 1), TPFA{Int64}(140, 860, 1), TPFA{Int64}(141, 861, 1), TPFA{Int64}(142, 862, 1), TPFA{Int64}(143, 863, 1), TPFA{Int64}(144, 864, 1), TPFA{Int64}(145, 865, 1), TPFA{Int64}(146, 866, 1), TPFA{Int64}(147, 867, 1), TPFA{Int64}(148, 868, 1), TPFA{Int64}(149, 869, 1), TPFA{Int64}(150, 870, 1), TPFA{Int64}(151, 871, 1), TPFA{Int64}(152, 872, 1), TPFA{Int64}(153, 873, 1), TPFA{Int64}(154, 874, 1), TPFA{Int64}(155, 875, 1), TPFA{Int64}(156, 876, 1), TPFA{Int64}(157, 877, 1), TPFA{Int64}(158, 878, 1), TPFA{Int64}(159, 879, 1), TPFA{Int64}(160, 880, 1), TPFA{Int64}(161, 881, 1), TPFA{Int64}(162, 882, 1), TPFA{Int64}(163, 883, 1), TPFA{Int64}(164, 884, 1), TPFA{Int64}(165, 885, 1), TPFA{Int64}(166, 886, 1), TPFA{Int64}(167, 887, 1), TPFA{Int64}(168, 888, 1), TPFA{Int64}(169, 889, 1), TPFA{Int64}(170, 890, 1), TPFA{Int64}(171, 891, 1), TPFA{Int64}(172, 892, 1), TPFA{Int64}(173, 893, 1), TPFA{Int64}(174, 894, 1), TPFA{Int64}(175, 895, 1), TPFA{Int64}(176, 896, 1), TPFA{Int64}(177, 897, 1), TPFA{Int64}(178, 898, 1), TPFA{Int64}(179, 899, 1), TPFA{Int64}(180, 900, 1), TPFA{Int64}(181, 901, 1), TPFA{Int64}(182, 902, 1), TPFA{Int64}(183, 903, 1), TPFA{Int64}(184, 904, 1), TPFA{Int64}(185, 905, 1), TPFA{Int64}(186, 906, 1), TPFA{Int64}(187, 907, 1), TPFA{Int64}(188, 908, 1), TPFA{Int64}(189, 909, 1), TPFA{Int64}(190, 910, 1), TPFA{Int64}(191, 911, 1), TPFA{Int64}(192, 912, 1), TPFA{Int64}(193, 913, 1), TPFA{Int64}(194, 914, 1), TPFA{Int64}(195, 915, 1), TPFA{Int64}(196, 916, 1), TPFA{Int64}(197, 917, 1), TPFA{Int64}(198, 918, 1), TPFA{Int64}(199, 919, 1), TPFA{Int64}(200, 920, 1), TPFA{Int64}(201, 921, 1), TPFA{Int64}(202, 922, 1), TPFA{Int64}(203, 923, 1), TPFA{Int64}(204, 924, 1), TPFA{Int64}(205, 925, 1), TPFA{Int64}(206, 926, 1), TPFA{Int64}(207, 927, 1), TPFA{Int64}(208, 928, 1), TPFA{Int64}(209, 929, 1), TPFA{Int64}(210, 930, 1), TPFA{Int64}(211, 931, 1), TPFA{Int64}(212, 932, 1), TPFA{Int64}(213, 933, 1), TPFA{Int64}(214, 934, 1), TPFA{Int64}(215, 935, 1), TPFA{Int64}(216, 936, 1), TPFA{Int64}(217, 937, 1), TPFA{Int64}(218, 938, 1), TPFA{Int64}(219, 939, 1), TPFA{Int64}(220, 940, 1), TPFA{Int64}(221, 941, 1), TPFA{Int64}(222, 942, 1), TPFA{Int64}(223, 943, 1), TPFA{Int64}(224, 944, 1), TPFA{Int64}(225, 945, 1), TPFA{Int64}(226, 946, 1), TPFA{Int64}(227, 947, 1), TPFA{Int64}(228, 948, 1), TPFA{Int64}(229, 949, 1), TPFA{Int64}(230, 950, 1), TPFA{Int64}(231, 951, 1), TPFA{Int64}(232, 952, 1), TPFA{Int64}(233, 953, 1), TPFA{Int64}(234, 954, 1), TPFA{Int64}(235, 955, 1), TPFA{Int64}(236, 956, 1), TPFA{Int64}(237, 957, 1), TPFA{Int64}(238, 958, 1), TPFA{Int64}(239, 959, 1), TPFA{Int64}(240, 960, 1), TPFA{Int64}(241, 961, 1), TPFA{Int64}(242, 962, 1), TPFA{Int64}(243, 963, 1), TPFA{Int64}(244, 964, 1), TPFA{Int64}(245, 965, 1), TPFA{Int64}(246, 966, 1), TPFA{Int64}(247, 967, 1), TPFA{Int64}(248, 968, 1), TPFA{Int64}(249, 969, 1), TPFA{Int64}(250, 970, 1), TPFA{Int64}(251, 971, 1), TPFA{Int64}(252, 972, 1), TPFA{Int64}(253, 973, 1), TPFA{Int64}(254, 974, 1), TPFA{Int64}(255, 975, 1), TPFA{Int64}(256, 976, 1), TPFA{Int64}(257, 977, 1), TPFA{Int64}(258, 978, 1), TPFA{Int64}(259, 979, 1), TPFA{Int64}(260, 980, 1), TPFA{Int64}(261, 981, 1), TPFA{Int64}(262, 982, 1), TPFA{Int64}(263, 983, 1), TPFA{Int64}(264, 984, 1), TPFA{Int64}(265, 985, 1), TPFA{Int64}(266, 986, 1), TPFA{Int64}(267, 987, 1), TPFA{Int64}(268, 988, 1), TPFA{Int64}(269, 989, 1), TPFA{Int64}(270, 990, 1), TPFA{Int64}(271, 991, 1), TPFA{Int64}(272, 992, 1), TPFA{Int64}(273, 993, 1), TPFA{Int64}(274, 994, 1), TPFA{Int64}(275, 995, 1), TPFA{Int64}(276, 996, 1), TPFA{Int64}(277, 997, 1), TPFA{Int64}(278, 998, 1), TPFA{Int64}(279, 999, 1), TPFA{Int64}(280, 1000, 1), TPFA{Int64}(281, 1001, 1), TPFA{Int64}(282, 1002, 1), TPFA{Int64}(283, 1003, 1), TPFA{Int64}(284, 1004, 1), TPFA{Int64}(285, 1005, 1), TPFA{Int64}(286, 1006, 1), TPFA{Int64}(287, 1007, 1), TPFA{Int64}(288, 1008, 1), TPFA{Int64}(289, 1009, 1), TPFA{Int64}(290, 1010, 1), TPFA{Int64}(291, 1011, 1), TPFA{Int64}(292, 1012, 1), TPFA{Int64}(293, 1013, 1), TPFA{Int64}(294, 1014, 1), TPFA{Int64}(295, 1015, 1), TPFA{Int64}(296, 1016, 1), TPFA{Int64}(297, 1017, 1), TPFA{Int64}(298, 1018, 1), TPFA{Int64}(299, 1019, 1), TPFA{Int64}(300, 1020, 1), TPFA{Int64}(301, 1021, 1), TPFA{Int64}(302, 1022, 1), TPFA{Int64}(303, 1023, 1), TPFA{Int64}(304, 1024, 1), TPFA{Int64}(305, 1025, 1), TPFA{Int64}(306, 1026, 1), TPFA{Int64}(307, 1027, 1), TPFA{Int64}(308, 1028, 1), TPFA{Int64}(309, 1029, 1), TPFA{Int64}(310, 1030, 1), TPFA{Int64}(311, 1031, 1), TPFA{Int64}(312, 1032, 1), TPFA{Int64}(313, 1033, 1), TPFA{Int64}(314, 1034, 1), TPFA{Int64}(315, 1035, 1), TPFA{Int64}(316, 1036, 1), TPFA{Int64}(317, 1037, 1), TPFA{Int64}(318, 1038, 1), TPFA{Int64}(319, 1039, 1), TPFA{Int64}(320, 1040, 1), TPFA{Int64}(321, 1041, 1), TPFA{Int64}(322, 1042, 1), TPFA{Int64}(323, 1043, 1), TPFA{Int64}(324, 1044, 1), TPFA{Int64}(325, 1045, 1), TPFA{Int64}(326, 1046, 1), TPFA{Int64}(327, 1047, 1), TPFA{Int64}(328, 1048, 1), TPFA{Int64}(329, 1049, 1), TPFA{Int64}(330, 1050, 1), TPFA{Int64}(331, 1051, 1), TPFA{Int64}(332, 1052, 1), TPFA{Int64}(333, 1053, 1), TPFA{Int64}(334, 1054, 1), TPFA{Int64}(335, 1055, 1), TPFA{Int64}(336, 1056, 1), TPFA{Int64}(337, 1057, 1), TPFA{Int64}(338, 1058, 1), TPFA{Int64}(339, 1059, 1), TPFA{Int64}(340, 1060, 1), TPFA{Int64}(341, 1061, 1), TPFA{Int64}(342, 1062, 1), TPFA{Int64}(343, 1063, 1), TPFA{Int64}(344, 1064, 1), TPFA{Int64}(345, 1065, 1), TPFA{Int64}(346, 1066, 1), TPFA{Int64}(347, 1067, 1), TPFA{Int64}(348, 1068, 1), TPFA{Int64}(349, 1069, 1), TPFA{Int64}(350, 1070, 1), TPFA{Int64}(351, 1071, 1), TPFA{Int64}(352, 1072, 1), TPFA{Int64}(353, 1073, 1), TPFA{Int64}(354, 1074, 1), TPFA{Int64}(355, 1075, 1), TPFA{Int64}(356, 1076, 1), TPFA{Int64}(357, 1077, 1), TPFA{Int64}(358, 1078, 1), TPFA{Int64}(359, 1079, 1), TPFA{Int64}(360, 1080, 1), TPFA{Int64}(361, 1081, 1), TPFA{Int64}(362, 1082, 1), TPFA{Int64}(363, 1083, 1), TPFA{Int64}(364, 1084, 1), TPFA{Int64}(365, 1085, 1), TPFA{Int64}(366, 1086, 1), TPFA{Int64}(367, 1087, 1), TPFA{Int64}(368, 1088, 1), TPFA{Int64}(369, 1089, 1), TPFA{Int64}(370, 1090, 1), TPFA{Int64}(371, 1091, 1), TPFA{Int64}(372, 1092, 1), TPFA{Int64}(373, 1093, 1), TPFA{Int64}(374, 1094, 1), TPFA{Int64}(375, 1095, 1), TPFA{Int64}(376, 1096, 1), TPFA{Int64}(377, 1097, 1), TPFA{Int64}(378, 1098, 1), TPFA{Int64}(379, 1099, 1), TPFA{Int64}(380, 1100, 1), TPFA{Int64}(381, 1101, 1), TPFA{Int64}(382, 1102, 1), TPFA{Int64}(383, 1103, 1), TPFA{Int64}(384, 1104, 1), TPFA{Int64}(385, 1105, 1), TPFA{Int64}(386, 1106, 1), TPFA{Int64}(387, 1107, 1), TPFA{Int64}(388, 1108, 1), TPFA{Int64}(389, 1109, 1), TPFA{Int64}(390, 1110, 1), TPFA{Int64}(391, 1111, 1), TPFA{Int64}(392, 1112, 1), TPFA{Int64}(393, 1113, 1), TPFA{Int64}(394, 1114, 1), TPFA{Int64}(395, 1115, 1), TPFA{Int64}(396, 1116, 1), TPFA{Int64}(397, 1117, 1), TPFA{Int64}(398, 1118, 1), TPFA{Int64}(399, 1119, 1), TPFA{Int64}(400, 1120, 1), TPFA{Int64}(401, 1121, 1), TPFA{Int64}(402, 1122, 1), TPFA{Int64}(403, 1123, 1), TPFA{Int64}(404, 1124, 1), TPFA{Int64}(405, 1125, 1), TPFA{Int64}(406, 1126, 1), TPFA{Int64}(407, 1127, 1), TPFA{Int64}(408, 1128, 1), TPFA{Int64}(409, 1129, 1), TPFA{Int64}(410, 1130, 1), TPFA{Int64}(411, 1131, 1), TPFA{Int64}(412, 1132, 1), TPFA{Int64}(413, 1133, 1), TPFA{Int64}(414, 1134, 1), TPFA{Int64}(415, 1135, 1), TPFA{Int64}(416, 1136, 1), TPFA{Int64}(417, 1137, 1), TPFA{Int64}(418, 1138, 1), TPFA{Int64}(419, 1139, 1), TPFA{Int64}(420, 1140, 1), TPFA{Int64}(421, 1141, 1), TPFA{Int64}(422, 1142, 1), TPFA{Int64}(423, 1143, 1), TPFA{Int64}(424, 1144, 1), TPFA{Int64}(425, 1145, 1), TPFA{Int64}(426, 1146, 1), TPFA{Int64}(427, 1147, 1), TPFA{Int64}(428, 1148, 1), TPFA{Int64}(429, 1149, 1), TPFA{Int64}(430, 1150, 1), TPFA{Int64}(431, 1151, 1), TPFA{Int64}(432, 1152, 1), TPFA{Int64}(433, 1153, 1), TPFA{Int64}(434, 1154, 1), TPFA{Int64}(435, 1155, 1), TPFA{Int64}(436, 1156, 1), TPFA{Int64}(437, 1157, 1), TPFA{Int64}(438, 1158, 1), TPFA{Int64}(439, 1159, 1), TPFA{Int64}(440, 1160, 1), TPFA{Int64}(441, 1161, 1), TPFA{Int64}(442, 1162, 1), TPFA{Int64}(443, 1163, 1), TPFA{Int64}(444, 1164, 1), TPFA{Int64}(445, 1165, 1), TPFA{Int64}(446, 1166, 1), TPFA{Int64}(447, 1167, 1), TPFA{Int64}(448, 1168, 1), TPFA{Int64}(449, 1169, 1), TPFA{Int64}(450, 1170, 1), TPFA{Int64}(451, 1171, 1), TPFA{Int64}(452, 1172, 1), TPFA{Int64}(453, 1173, 1), TPFA{Int64}(454, 1174, 1), TPFA{Int64}(455, 1175, 1), TPFA{Int64}(456, 1176, 1), TPFA{Int64}(457, 1177, 1), TPFA{Int64}(458, 1178, 1), TPFA{Int64}(459, 1179, 1), TPFA{Int64}(460, 1180, 1), TPFA{Int64}(461, 1181, 1), TPFA{Int64}(462, 1182, 1), TPFA{Int64}(463, 1183, 1), TPFA{Int64}(464, 1184, 1), TPFA{Int64}(465, 1185, 1), TPFA{Int64}(466, 1186, 1), TPFA{Int64}(467, 1187, 1), TPFA{Int64}(468, 1188, 1), TPFA{Int64}(469, 1189, 1), TPFA{Int64}(470, 1190, 1), TPFA{Int64}(471, 1191, 1), TPFA{Int64}(472, 1192, 1), TPFA{Int64}(473, 1193, 1), TPFA{Int64}(474, 1194, 1), TPFA{Int64}(475, 1195, 1), TPFA{Int64}(476, 1196, 1), TPFA{Int64}(477, 1197, 1), TPFA{Int64}(478, 1198, 1), TPFA{Int64}(479, 1199, 1), TPFA{Int64}(480, 1200, 1), TPFA{Int64}(481, 1201, 1), TPFA{Int64}(482, 1202, 1), TPFA{Int64}(483, 1203, 1), TPFA{Int64}(484, 1204, 1), TPFA{Int64}(485, 1205, 1), TPFA{Int64}(486, 1206, 1), TPFA{Int64}(487, 1207, 1), TPFA{Int64}(488, 1208, 1), TPFA{Int64}(489, 1209, 1), TPFA{Int64}(490, 1210, 1), TPFA{Int64}(491, 1211, 1), TPFA{Int64}(492, 1212, 1), TPFA{Int64}(493, 1213, 1), TPFA{Int64}(494, 1214, 1), TPFA{Int64}(495, 1215, 1), TPFA{Int64}(496, 1216, 1), TPFA{Int64}(497, 1217, 1), TPFA{Int64}(498, 1218, 1), TPFA{Int64}(499, 1219, 1), TPFA{Int64}(500, 1220, 1), TPFA{Int64}(501, 1221, 1), TPFA{Int64}(502, 1222, 1), TPFA{Int64}(503, 1223, 1), TPFA{Int64}(504, 1224, 1), TPFA{Int64}(505, 1225, 1), TPFA{Int64}(506, 1226, 1), TPFA{Int64}(507, 1227, 1), TPFA{Int64}(508, 1228, 1), TPFA{Int64}(509, 1229, 1), TPFA{Int64}(510, 1230, 1), TPFA{Int64}(511, 1231, 1), TPFA{Int64}(512, 1232, 1), TPFA{Int64}(513, 1233, 1), TPFA{Int64}(514, 1234, 1), TPFA{Int64}(515, 1235, 1), TPFA{Int64}(516, 1236, 1), TPFA{Int64}(517, 1237, 1), TPFA{Int64}(518, 1238, 1), TPFA{Int64}(519, 1239, 1), TPFA{Int64}(520, 1240, 1), TPFA{Int64}(521, 1241, 1), TPFA{Int64}(522, 1242, 1), TPFA{Int64}(523, 1243, 1), TPFA{Int64}(524, 1244, 1), TPFA{Int64}(525, 1245, 1), TPFA{Int64}(526, 1246, 1), TPFA{Int64}(527, 1247, 1), TPFA{Int64}(528, 1248, 1), TPFA{Int64}(529, 1249, 1), TPFA{Int64}(530, 1250, 1), TPFA{Int64}(531, 1251, 1), TPFA{Int64}(532, 1252, 1), TPFA{Int64}(533, 1253, 1), TPFA{Int64}(534, 1254, 1), TPFA{Int64}(535, 1255, 1), TPFA{Int64}(536, 1256, 1), TPFA{Int64}(537, 1257, 1), TPFA{Int64}(538, 1258, 1), TPFA{Int64}(539, 1259, 1), TPFA{Int64}(540, 1260, 1), TPFA{Int64}(541, 1261, 1), TPFA{Int64}(542, 1262, 1), TPFA{Int64}(543, 1263, 1), TPFA{Int64}(544, 1264, 1), TPFA{Int64}(545, 1265, 1), TPFA{Int64}(546, 1266, 1), TPFA{Int64}(547, 1267, 1), TPFA{Int64}(548, 1268, 1), TPFA{Int64}(549, 1269, 1), TPFA{Int64}(550, 1270, 1), TPFA{Int64}(551, 1271, 1), TPFA{Int64}(552, 1272, 1), TPFA{Int64}(553, 1273, 1), TPFA{Int64}(554, 1274, 1), TPFA{Int64}(555, 1275, 1), TPFA{Int64}(556, 1276, 1), TPFA{Int64}(557, 1277, 1), TPFA{Int64}(558, 1278, 1), TPFA{Int64}(559, 1279, 1), TPFA{Int64}(560, 1280, 1), TPFA{Int64}(561, 1281, 1), TPFA{Int64}(562, 1282, 1), TPFA{Int64}(563, 1283, 1), TPFA{Int64}(564, 1284, 1), TPFA{Int64}(565, 1285, 1), TPFA{Int64}(566, 1286, 1), TPFA{Int64}(567, 1287, 1), TPFA{Int64}(568, 1288, 1), TPFA{Int64}(569, 1289, 1), TPFA{Int64}(570, 1290, 1), TPFA{Int64}(571, 1291, 1), TPFA{Int64}(572, 1292, 1), TPFA{Int64}(573, 1293, 1), TPFA{Int64}(574, 1294, 1), TPFA{Int64}(575, 1295, 1), TPFA{Int64}(576, 1296, 1), TPFA{Int64}(577, 1297, 1), TPFA{Int64}(578, 1298, 1), TPFA{Int64}(579, 1299, 1), TPFA{Int64}(580, 1300, 1), TPFA{Int64}(581, 1301, 1), TPFA{Int64}(582, 1302, 1), TPFA{Int64}(583, 1303, 1), TPFA{Int64}(584, 1304, 1), TPFA{Int64}(585, 1305, 1), TPFA{Int64}(586, 1306, 1), TPFA{Int64}(587, 1307, 1), TPFA{Int64}(588, 1308, 1), TPFA{Int64}(589, 1309, 1), TPFA{Int64}(590, 1310, 1), TPFA{Int64}(591, 1311, 1), TPFA{Int64}(592, 1312, 1), TPFA{Int64}(593, 1313, 1), TPFA{Int64}(594, 1314, 1), TPFA{Int64}(595, 1315, 1), TPFA{Int64}(596, 1316, 1), TPFA{Int64}(597, 1317, 1), TPFA{Int64}(598, 1318, 1), TPFA{Int64}(599, 1319, 1), TPFA{Int64}(600, 1320, 1), TPFA{Int64}(601, 1321, 1), TPFA{Int64}(602, 1322, 1), TPFA{Int64}(603, 1323, 1), TPFA{Int64}(604, 1324, 1), TPFA{Int64}(605, 1325, 1), TPFA{Int64}(606, 1326, 1), TPFA{Int64}(607, 1327, 1), TPFA{Int64}(608, 1328, 1), TPFA{Int64}(609, 1329, 1), TPFA{Int64}(610, 1330, 1), TPFA{Int64}(611, 1331, 1), TPFA{Int64}(612, 1332, 1), TPFA{Int64}(613, 1333, 1), TPFA{Int64}(614, 1334, 1), TPFA{Int64}(615, 1335, 1), TPFA{Int64}(616, 1336, 1), TPFA{Int64}(617, 1337, 1), TPFA{Int64}(618, 1338, 1), TPFA{Int64}(619, 1339, 1), TPFA{Int64}(620, 1340, 1), TPFA{Int64}(621, 1341, 1), TPFA{Int64}(622, 1342, 1), TPFA{Int64}(623, 1343, 1), TPFA{Int64}(624, 1344, 1), TPFA{Int64}(625, 1345, 1), TPFA{Int64}(626, 1346, 1), TPFA{Int64}(627, 1347, 1), TPFA{Int64}(628, 1348, 1), TPFA{Int64}(629, 1349, 1), TPFA{Int64}(630, 1350, 1), TPFA{Int64}(631, 1351, 1), TPFA{Int64}(632, 1352, 1), TPFA{Int64}(633, 1353, 1), TPFA{Int64}(634, 1354, 1), TPFA{Int64}(635, 1355, 1), TPFA{Int64}(636, 1356, 1), TPFA{Int64}(637, 1357, 1), TPFA{Int64}(638, 1358, 1), TPFA{Int64}(639, 1359, 1), TPFA{Int64}(640, 1360, 1), TPFA{Int64}(641, 1361, 1), TPFA{Int64}(642, 1362, 1), TPFA{Int64}(643, 1363, 1), TPFA{Int64}(644, 1364, 1), TPFA{Int64}(645, 1365, 1), TPFA{Int64}(646, 1366, 1), TPFA{Int64}(647, 1367, 1), TPFA{Int64}(648, 1368, 1), TPFA{Int64}(649, 1369, 1), TPFA{Int64}(650, 1370, 1), TPFA{Int64}(651, 1371, 1), TPFA{Int64}(652, 1372, 1), TPFA{Int64}(653, 1373, 1), TPFA{Int64}(654, 1374, 1), TPFA{Int64}(655, 1375, 1), TPFA{Int64}(656, 1376, 1), TPFA{Int64}(657, 1377, 1), TPFA{Int64}(658, 1378, 1), TPFA{Int64}(659, 1379, 1), TPFA{Int64}(660, 1380, 1), TPFA{Int64}(661, 1381, 1), TPFA{Int64}(662, 1382, 1), TPFA{Int64}(663, 1383, 1), TPFA{Int64}(664, 1384, 1), TPFA{Int64}(665, 1385, 1), TPFA{Int64}(666, 1386, 1), TPFA{Int64}(667, 1387, 1), TPFA{Int64}(668, 1388, 1), TPFA{Int64}(669, 1389, 1), TPFA{Int64}(670, 1390, 1), TPFA{Int64}(671, 1391, 1), TPFA{Int64}(672, 1392, 1), TPFA{Int64}(673, 1393, 1), TPFA{Int64}(674, 1394, 1), TPFA{Int64}(675, 1395, 1), TPFA{Int64}(676, 1396, 1), TPFA{Int64}(677, 1397, 1), TPFA{Int64}(678, 1398, 1), TPFA{Int64}(679, 1399, 1), TPFA{Int64}(680, 1400, 1), TPFA{Int64}(681, 1401, 1), TPFA{Int64}(682, 1402, 1), TPFA{Int64}(683, 1403, 1), TPFA{Int64}(684, 1404, 1), TPFA{Int64}(685, 1405, 1), TPFA{Int64}(686, 1406, 1), TPFA{Int64}(687, 1407, 1), TPFA{Int64}(688, 1408, 1), TPFA{Int64}(689, 1409, 1), TPFA{Int64}(690, 1410, 1), TPFA{Int64}(691, 1411, 1), TPFA{Int64}(692, 1412, 1), TPFA{Int64}(693, 1413, 1), TPFA{Int64}(694, 1414, 1), TPFA{Int64}(695, 1415, 1), TPFA{Int64}(696, 1416, 1), TPFA{Int64}(697, 1417, 1), TPFA{Int64}(698, 1418, 1), TPFA{Int64}(699, 1419, 1), TPFA{Int64}(700, 1420, 1), TPFA{Int64}(701, 1421, 1), TPFA{Int64}(702, 1422, 1), TPFA{Int64}(703, 1423, 1), TPFA{Int64}(704, 1424, 1), TPFA{Int64}(705, 1425, 1), TPFA{Int64}(706, 1426, 1), TPFA{Int64}(707, 1427, 1), TPFA{Int64}(708, 1428, 1), TPFA{Int64}(709, 1429, 1), TPFA{Int64}(710, 1430, 1), TPFA{Int64}(711, 1431, 1), TPFA{Int64}(712, 1432, 1), TPFA{Int64}(713, 1433, 1), TPFA{Int64}(714, 1434, 1), TPFA{Int64}(715, 1435, 1), TPFA{Int64}(716, 1436, 1), TPFA{Int64}(717, 1437, 1), TPFA{Int64}(718, 1438, 1), TPFA{Int64}(719, 1439, 1), TPFA{Int64}(720, 1440, 1)], SPU{Int64}[SPU{Int64}(19, 631), SPU{Int64}(20, 632), SPU{Int64}(21, 633), SPU{Int64}(22, 634), SPU{Int64}(23, 635), SPU{Int64}(24, 636), SPU{Int64}(25, 637), SPU{Int64}(26, 638), SPU{Int64}(27, 639), SPU{Int64}(28, 640), SPU{Int64}(29, 641), SPU{Int64}(30, 642), SPU{Int64}(31, 643), SPU{Int64}(32, 644), SPU{Int64}(33, 645), SPU{Int64}(34, 646), SPU{Int64}(35, 647), SPU{Int64}(36, 648), SPU{Int64}(37, 649), SPU{Int64}(38, 650), SPU{Int64}(39, 651), SPU{Int64}(40, 652), SPU{Int64}(41, 653), SPU{Int64}(42, 654), SPU{Int64}(43, 655), SPU{Int64}(44, 656), SPU{Int64}(45, 657), SPU{Int64}(46, 658), SPU{Int64}(47, 659), SPU{Int64}(48, 660), SPU{Int64}(49, 661), SPU{Int64}(50, 662), SPU{Int64}(51, 663), SPU{Int64}(52, 664), SPU{Int64}(53, 665), SPU{Int64}(54, 666), SPU{Int64}(55, 667), SPU{Int64}(56, 668), SPU{Int64}(57, 669), SPU{Int64}(58, 670), SPU{Int64}(59, 671), SPU{Int64}(60, 672), SPU{Int64}(61, 673), SPU{Int64}(62, 674), SPU{Int64}(63, 675), SPU{Int64}(64, 676), SPU{Int64}(65, 677), SPU{Int64}(66, 678), SPU{Int64}(67, 679), SPU{Int64}(68, 680), SPU{Int64}(69, 681), SPU{Int64}(70, 682), SPU{Int64}(71, 683), SPU{Int64}(72, 684), SPU{Int64}(73, 685), SPU{Int64}(74, 686), SPU{Int64}(75, 687), SPU{Int64}(76, 688), SPU{Int64}(77, 689), SPU{Int64}(78, 690), SPU{Int64}(79, 691), SPU{Int64}(80, 692), SPU{Int64}(81, 693), SPU{Int64}(82, 694), SPU{Int64}(83, 695), SPU{Int64}(84, 696), SPU{Int64}(85, 697), SPU{Int64}(86, 698), SPU{Int64}(87, 699), SPU{Int64}(88, 700), SPU{Int64}(89, 701), SPU{Int64}(90, 702), SPU{Int64}(91, 1), SPU{Int64}(92, 2), SPU{Int64}(93, 3), SPU{Int64}(94, 4), SPU{Int64}(95, 5), SPU{Int64}(96, 6), SPU{Int64}(97, 7), SPU{Int64}(98, 8), SPU{Int64}(99, 9), SPU{Int64}(100, 10), SPU{Int64}(101, 11), SPU{Int64}(102, 12), SPU{Int64}(103, 13), 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SPU{Int64}(80, 81), SPU{Int64}(81, 82), SPU{Int64}(82, 83), SPU{Int64}(83, 84), SPU{Int64}(85, 86), SPU{Int64}(86, 87), SPU{Int64}(87, 88), SPU{Int64}(88, 89), SPU{Int64}(89, 90), SPU{Int64}(91, 92), SPU{Int64}(92, 93), SPU{Int64}(94, 95), SPU{Int64}(95, 96), SPU{Int64}(96, 97), SPU{Int64}(97, 98), SPU{Int64}(98, 99), SPU{Int64}(99, 100), SPU{Int64}(100, 101), SPU{Int64}(101, 102), SPU{Int64}(103, 104), SPU{Int64}(104, 105), SPU{Int64}(105, 106), SPU{Int64}(106, 107), SPU{Int64}(107, 108), SPU{Int64}(108, 109), SPU{Int64}(109, 110), SPU{Int64}(110, 111), SPU{Int64}(112, 113), SPU{Int64}(113, 114), SPU{Int64}(114, 115), SPU{Int64}(115, 116), SPU{Int64}(116, 117), SPU{Int64}(117, 118), SPU{Int64}(118, 119), SPU{Int64}(119, 120), SPU{Int64}(121, 122), SPU{Int64}(122, 123), SPU{Int64}(123, 124), SPU{Int64}(124, 125), SPU{Int64}(125, 126), SPU{Int64}(126, 127), SPU{Int64}(127, 128), SPU{Int64}(128, 129), SPU{Int64}(130, 131), SPU{Int64}(131, 132), SPU{Int64}(132, 133), SPU{Int64}(133, 134), SPU{Int64}(134, 135), SPU{Int64}(135, 136), SPU{Int64}(136, 137), SPU{Int64}(137, 138), SPU{Int64}(139, 140), SPU{Int64}(140, 141), SPU{Int64}(141, 142), SPU{Int64}(142, 143), SPU{Int64}(143, 144), SPU{Int64}(144, 145), SPU{Int64}(145, 146), SPU{Int64}(146, 147), SPU{Int64}(148, 149), SPU{Int64}(149, 150), SPU{Int64}(150, 151), SPU{Int64}(151, 152), SPU{Int64}(152, 153), SPU{Int64}(153, 154), SPU{Int64}(154, 155), SPU{Int64}(155, 156), SPU{Int64}(157, 158), SPU{Int64}(158, 159), SPU{Int64}(159, 160), SPU{Int64}(160, 161), SPU{Int64}(161, 162), SPU{Int64}(162, 163), SPU{Int64}(163, 164), SPU{Int64}(164, 165), SPU{Int64}(166, 167), SPU{Int64}(167, 168), SPU{Int64}(168, 169), SPU{Int64}(169, 170), SPU{Int64}(170, 171), SPU{Int64}(171, 172), SPU{Int64}(172, 173), SPU{Int64}(173, 174), SPU{Int64}(175, 176), SPU{Int64}(176, 177), SPU{Int64}(177, 178), SPU{Int64}(178, 179), SPU{Int64}(179, 180), SPU{Int64}(181, 182), SPU{Int64}(182, 183), SPU{Int64}(184, 185), SPU{Int64}(185, 186), SPU{Int64}(186, 187), SPU{Int64}(187, 188), SPU{Int64}(188, 189), SPU{Int64}(189, 190), SPU{Int64}(190, 191), SPU{Int64}(191, 192), SPU{Int64}(193, 194), SPU{Int64}(194, 195), SPU{Int64}(195, 196), SPU{Int64}(196, 197), SPU{Int64}(197, 198), SPU{Int64}(198, 199), SPU{Int64}(199, 200), SPU{Int64}(200, 201), SPU{Int64}(202, 203), SPU{Int64}(203, 204), SPU{Int64}(204, 205), SPU{Int64}(205, 206), SPU{Int64}(206, 207), SPU{Int64}(207, 208), SPU{Int64}(208, 209), SPU{Int64}(209, 210), SPU{Int64}(211, 212), SPU{Int64}(212, 213), SPU{Int64}(213, 214), SPU{Int64}(214, 215), SPU{Int64}(215, 216), SPU{Int64}(216, 217), SPU{Int64}(217, 218), SPU{Int64}(218, 219), SPU{Int64}(220, 221), SPU{Int64}(221, 222), SPU{Int64}(222, 223), SPU{Int64}(223, 224), SPU{Int64}(224, 225), SPU{Int64}(225, 226), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(231, 232), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(234, 235), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(240, 241), SPU{Int64}(241, 242), SPU{Int64}(242, 243), SPU{Int64}(243, 244), SPU{Int64}(244, 245), SPU{Int64}(245, 246), SPU{Int64}(247, 248), SPU{Int64}(248, 249), SPU{Int64}(249, 250), SPU{Int64}(250, 251), SPU{Int64}(251, 252), SPU{Int64}(252, 253), SPU{Int64}(253, 254), SPU{Int64}(254, 255), SPU{Int64}(256, 257), SPU{Int64}(257, 258), SPU{Int64}(258, 259), SPU{Int64}(259, 260), SPU{Int64}(260, 261), SPU{Int64}(261, 262), SPU{Int64}(262, 263), SPU{Int64}(263, 264), SPU{Int64}(265, 266), SPU{Int64}(266, 267), SPU{Int64}(267, 268), SPU{Int64}(268, 269), SPU{Int64}(269, 270), SPU{Int64}(271, 272), SPU{Int64}(272, 273), SPU{Int64}(274, 275), SPU{Int64}(275, 276), SPU{Int64}(276, 277), SPU{Int64}(277, 278), SPU{Int64}(278, 279), SPU{Int64}(279, 280), SPU{Int64}(280, 281), SPU{Int64}(281, 282), SPU{Int64}(283, 284), SPU{Int64}(284, 285), SPU{Int64}(285, 286), SPU{Int64}(286, 287), SPU{Int64}(287, 288), SPU{Int64}(288, 289), SPU{Int64}(289, 290), SPU{Int64}(290, 291), SPU{Int64}(292, 293), SPU{Int64}(293, 294), SPU{Int64}(294, 295), SPU{Int64}(295, 296), SPU{Int64}(296, 297), SPU{Int64}(297, 298), SPU{Int64}(298, 299), SPU{Int64}(299, 300), SPU{Int64}(301, 302), SPU{Int64}(302, 303), SPU{Int64}(303, 304), SPU{Int64}(304, 305), SPU{Int64}(305, 306), SPU{Int64}(306, 307), SPU{Int64}(307, 308), SPU{Int64}(308, 309), SPU{Int64}(310, 311), SPU{Int64}(311, 312), SPU{Int64}(312, 313), SPU{Int64}(313, 314), SPU{Int64}(314, 315), SPU{Int64}(315, 316), SPU{Int64}(316, 317), SPU{Int64}(317, 318), SPU{Int64}(319, 320), SPU{Int64}(320, 321), SPU{Int64}(321, 322), SPU{Int64}(322, 323), SPU{Int64}(323, 324), SPU{Int64}(324, 325), SPU{Int64}(325, 326), SPU{Int64}(326, 327), SPU{Int64}(328, 329), SPU{Int64}(329, 330), SPU{Int64}(330, 331), SPU{Int64}(331, 332), SPU{Int64}(332, 333), SPU{Int64}(333, 334), SPU{Int64}(334, 335), SPU{Int64}(335, 336), SPU{Int64}(337, 338), SPU{Int64}(338, 339), SPU{Int64}(339, 340), SPU{Int64}(340, 341), SPU{Int64}(341, 342), SPU{Int64}(342, 343), SPU{Int64}(343, 344), SPU{Int64}(344, 345), SPU{Int64}(346, 347), SPU{Int64}(347, 348), SPU{Int64}(348, 349), SPU{Int64}(349, 350), SPU{Int64}(350, 351), SPU{Int64}(351, 352), SPU{Int64}(352, 353), SPU{Int64}(353, 354), SPU{Int64}(355, 356), SPU{Int64}(356, 357), SPU{Int64}(357, 358), SPU{Int64}(358, 359), SPU{Int64}(359, 360), SPU{Int64}(361, 362), SPU{Int64}(362, 363), SPU{Int64}(364, 365), SPU{Int64}(365, 366), SPU{Int64}(366, 367), SPU{Int64}(367, 368), SPU{Int64}(368, 369), SPU{Int64}(369, 370), SPU{Int64}(370, 371), SPU{Int64}(371, 372), SPU{Int64}(373, 374), SPU{Int64}(374, 375), SPU{Int64}(375, 376), SPU{Int64}(376, 377), SPU{Int64}(377, 378), SPU{Int64}(378, 379), SPU{Int64}(379, 380), SPU{Int64}(380, 381), SPU{Int64}(382, 383), SPU{Int64}(383, 384), SPU{Int64}(384, 385), SPU{Int64}(385, 386), SPU{Int64}(386, 387), SPU{Int64}(387, 388), SPU{Int64}(388, 389), SPU{Int64}(389, 390), SPU{Int64}(391, 392), SPU{Int64}(392, 393), SPU{Int64}(393, 394), SPU{Int64}(394, 395), SPU{Int64}(395, 396), SPU{Int64}(396, 397), SPU{Int64}(397, 398), SPU{Int64}(398, 399), SPU{Int64}(400, 401), SPU{Int64}(401, 402), SPU{Int64}(402, 403), SPU{Int64}(403, 404), SPU{Int64}(404, 405), SPU{Int64}(405, 406), SPU{Int64}(406, 407), SPU{Int64}(407, 408), SPU{Int64}(409, 410), SPU{Int64}(410, 411), SPU{Int64}(411, 412), SPU{Int64}(412, 413), SPU{Int64}(413, 414), SPU{Int64}(414, 415), SPU{Int64}(415, 416), SPU{Int64}(416, 417), SPU{Int64}(418, 419), SPU{Int64}(419, 420), SPU{Int64}(420, 421), SPU{Int64}(421, 422), SPU{Int64}(422, 423), SPU{Int64}(423, 424), SPU{Int64}(424, 425), SPU{Int64}(425, 426), SPU{Int64}(427, 428), SPU{Int64}(428, 429), SPU{Int64}(429, 430), SPU{Int64}(430, 431), SPU{Int64}(431, 432), SPU{Int64}(432, 433), SPU{Int64}(433, 434), SPU{Int64}(434, 435), SPU{Int64}(436, 437), SPU{Int64}(437, 438), SPU{Int64}(438, 439), SPU{Int64}(439, 440), SPU{Int64}(440, 441), SPU{Int64}(441, 442), SPU{Int64}(442, 443), SPU{Int64}(443, 444), SPU{Int64}(445, 446), SPU{Int64}(446, 447), SPU{Int64}(447, 448), SPU{Int64}(448, 449), SPU{Int64}(449, 450), SPU{Int64}(451, 452), SPU{Int64}(452, 453), SPU{Int64}(454, 455), SPU{Int64}(455, 456), SPU{Int64}(456, 457), SPU{Int64}(457, 458), SPU{Int64}(458, 459), SPU{Int64}(459, 460), SPU{Int64}(460, 461), SPU{Int64}(461, 462), SPU{Int64}(463, 464), SPU{Int64}(464, 465), SPU{Int64}(465, 466), SPU{Int64}(466, 467), SPU{Int64}(467, 468), SPU{Int64}(468, 469), SPU{Int64}(469, 470), SPU{Int64}(470, 471), SPU{Int64}(472, 473), SPU{Int64}(473, 474), SPU{Int64}(474, 475), SPU{Int64}(475, 476), SPU{Int64}(476, 477), SPU{Int64}(477, 478), SPU{Int64}(478, 479), SPU{Int64}(479, 480), SPU{Int64}(481, 482), SPU{Int64}(482, 483), SPU{Int64}(483, 484), SPU{Int64}(484, 485), SPU{Int64}(485, 486), SPU{Int64}(486, 487), SPU{Int64}(487, 488), SPU{Int64}(488, 489), SPU{Int64}(490, 491), SPU{Int64}(491, 492), SPU{Int64}(492, 493), SPU{Int64}(493, 494), SPU{Int64}(494, 495), SPU{Int64}(495, 496), SPU{Int64}(496, 497), SPU{Int64}(497, 498), SPU{Int64}(499, 500), SPU{Int64}(500, 501), SPU{Int64}(501, 502), SPU{Int64}(502, 503), SPU{Int64}(503, 504), SPU{Int64}(504, 505), SPU{Int64}(505, 506), SPU{Int64}(506, 507), SPU{Int64}(508, 509), SPU{Int64}(509, 510), SPU{Int64}(510, 511), SPU{Int64}(511, 512), SPU{Int64}(512, 513), SPU{Int64}(513, 514), SPU{Int64}(514, 515), SPU{Int64}(515, 516), SPU{Int64}(517, 518), SPU{Int64}(518, 519), SPU{Int64}(519, 520), SPU{Int64}(520, 521), SPU{Int64}(521, 522), SPU{Int64}(522, 523), SPU{Int64}(523, 524), SPU{Int64}(524, 525), SPU{Int64}(526, 527), SPU{Int64}(527, 528), SPU{Int64}(528, 529), SPU{Int64}(529, 530), SPU{Int64}(530, 531), SPU{Int64}(531, 532), SPU{Int64}(532, 533), SPU{Int64}(533, 534), SPU{Int64}(535, 536), SPU{Int64}(536, 537), SPU{Int64}(537, 538), SPU{Int64}(538, 539), SPU{Int64}(539, 540), SPU{Int64}(541, 542), SPU{Int64}(542, 543), SPU{Int64}(544, 545), SPU{Int64}(545, 546), SPU{Int64}(546, 547), SPU{Int64}(547, 548), SPU{Int64}(548, 549), SPU{Int64}(549, 550), SPU{Int64}(550, 551), SPU{Int64}(551, 552), SPU{Int64}(553, 554), SPU{Int64}(554, 555), SPU{Int64}(555, 556), SPU{Int64}(556, 557), SPU{Int64}(557, 558), SPU{Int64}(558, 559), SPU{Int64}(559, 560), SPU{Int64}(560, 561), SPU{Int64}(562, 563), SPU{Int64}(563, 564), SPU{Int64}(564, 565), SPU{Int64}(565, 566), SPU{Int64}(566, 567), SPU{Int64}(567, 568), SPU{Int64}(568, 569), SPU{Int64}(569, 570), SPU{Int64}(571, 572), SPU{Int64}(572, 573), SPU{Int64}(573, 574), SPU{Int64}(574, 575), SPU{Int64}(575, 576), SPU{Int64}(576, 577), SPU{Int64}(577, 578), SPU{Int64}(578, 579), SPU{Int64}(580, 581), SPU{Int64}(581, 582), SPU{Int64}(582, 583), SPU{Int64}(583, 584), SPU{Int64}(584, 585), SPU{Int64}(585, 586), SPU{Int64}(586, 587), SPU{Int64}(587, 588), SPU{Int64}(589, 590), SPU{Int64}(590, 591), SPU{Int64}(591, 592), SPU{Int64}(592, 593), SPU{Int64}(593, 594), SPU{Int64}(594, 595), SPU{Int64}(595, 596), SPU{Int64}(596, 597), SPU{Int64}(598, 599), SPU{Int64}(599, 600), SPU{Int64}(600, 601), SPU{Int64}(601, 602), SPU{Int64}(602, 603), SPU{Int64}(603, 604), SPU{Int64}(604, 605), SPU{Int64}(605, 606), SPU{Int64}(607, 608), SPU{Int64}(608, 609), SPU{Int64}(609, 610), SPU{Int64}(610, 611), SPU{Int64}(611, 612), SPU{Int64}(612, 613), SPU{Int64}(613, 614), SPU{Int64}(614, 615), SPU{Int64}(616, 617), SPU{Int64}(617, 618), SPU{Int64}(618, 619), SPU{Int64}(619, 620), SPU{Int64}(620, 621), SPU{Int64}(621, 622), SPU{Int64}(622, 623), SPU{Int64}(623, 624), SPU{Int64}(625, 626), SPU{Int64}(626, 627), SPU{Int64}(627, 628), SPU{Int64}(628, 629), SPU{Int64}(629, 630), SPU{Int64}(631, 632), SPU{Int64}(632, 633), SPU{Int64}(634, 635), SPU{Int64}(635, 636), SPU{Int64}(636, 637), SPU{Int64}(637, 638), SPU{Int64}(638, 639), SPU{Int64}(639, 640), SPU{Int64}(640, 641), SPU{Int64}(641, 642), SPU{Int64}(643, 644), SPU{Int64}(644, 645), SPU{Int64}(645, 646), SPU{Int64}(646, 647), SPU{Int64}(647, 648), SPU{Int64}(648, 649), SPU{Int64}(649, 650), SPU{Int64}(650, 651), SPU{Int64}(652, 653), SPU{Int64}(653, 654), SPU{Int64}(654, 655), SPU{Int64}(655, 656), SPU{Int64}(656, 657), SPU{Int64}(657, 658), SPU{Int64}(658, 659), SPU{Int64}(659, 660), SPU{Int64}(661, 662), SPU{Int64}(662, 663), SPU{Int64}(663, 664), SPU{Int64}(664, 665), SPU{Int64}(665, 666), SPU{Int64}(666, 667), SPU{Int64}(667, 668), SPU{Int64}(668, 669), SPU{Int64}(670, 671), SPU{Int64}(671, 672), SPU{Int64}(672, 673), SPU{Int64}(673, 674), SPU{Int64}(674, 675), SPU{Int64}(675, 676), SPU{Int64}(676, 677), SPU{Int64}(677, 678), SPU{Int64}(679, 680), SPU{Int64}(680, 681), SPU{Int64}(681, 682), SPU{Int64}(682, 683), SPU{Int64}(683, 684), SPU{Int64}(684, 685), SPU{Int64}(685, 686), SPU{Int64}(686, 687), SPU{Int64}(688, 689), SPU{Int64}(689, 690), SPU{Int64}(690, 691), SPU{Int64}(691, 692), SPU{Int64}(692, 693), SPU{Int64}(693, 694), SPU{Int64}(694, 695), SPU{Int64}(695, 696), SPU{Int64}(697, 698), SPU{Int64}(698, 699), SPU{Int64}(699, 700), SPU{Int64}(700, 701), SPU{Int64}(701, 702), SPU{Int64}(702, 703), SPU{Int64}(703, 704), SPU{Int64}(704, 705), SPU{Int64}(706, 707), SPU{Int64}(707, 708), SPU{Int64}(708, 709), SPU{Int64}(709, 710), SPU{Int64}(710, 711), SPU{Int64}(711, 712), SPU{Int64}(712, 713), SPU{Int64}(713, 714), SPU{Int64}(715, 716), SPU{Int64}(716, 717), SPU{Int64}(717, 718), SPU{Int64}(718, 719), SPU{Int64}(719, 720), SPU{Int64}(739, 1351), SPU{Int64}(740, 1352), SPU{Int64}(741, 1353), SPU{Int64}(742, 1354), SPU{Int64}(743, 1355), SPU{Int64}(744, 1356), SPU{Int64}(745, 1357), SPU{Int64}(746, 1358), SPU{Int64}(747, 1359), SPU{Int64}(748, 1360), SPU{Int64}(749, 1361), SPU{Int64}(750, 1362), SPU{Int64}(751, 1363), SPU{Int64}(752, 1364), SPU{Int64}(753, 1365), SPU{Int64}(754, 1366), SPU{Int64}(755, 1367), SPU{Int64}(756, 1368), SPU{Int64}(757, 1369), SPU{Int64}(758, 1370), SPU{Int64}(759, 1371), SPU{Int64}(760, 1372), SPU{Int64}(761, 1373), SPU{Int64}(762, 1374), SPU{Int64}(763, 1375), SPU{Int64}(764, 1376), SPU{Int64}(765, 1377), SPU{Int64}(766, 1378), SPU{Int64}(767, 1379), SPU{Int64}(768, 1380), SPU{Int64}(769, 1381), SPU{Int64}(770, 1382), SPU{Int64}(771, 1383), SPU{Int64}(772, 1384), SPU{Int64}(773, 1385), SPU{Int64}(774, 1386), SPU{Int64}(775, 1387), SPU{Int64}(776, 1388), SPU{Int64}(777, 1389), SPU{Int64}(778, 1390), SPU{Int64}(779, 1391), SPU{Int64}(780, 1392), SPU{Int64}(781, 1393), SPU{Int64}(782, 1394), SPU{Int64}(783, 1395), SPU{Int64}(784, 1396), SPU{Int64}(785, 1397), SPU{Int64}(786, 1398), SPU{Int64}(787, 1399), SPU{Int64}(788, 1400), SPU{Int64}(789, 1401), SPU{Int64}(790, 1402), SPU{Int64}(791, 1403), SPU{Int64}(792, 1404), SPU{Int64}(793, 1405), SPU{Int64}(794, 1406), SPU{Int64}(795, 1407), SPU{Int64}(796, 1408), SPU{Int64}(797, 1409), SPU{Int64}(798, 1410), SPU{Int64}(799, 1411), SPU{Int64}(800, 1412), SPU{Int64}(801, 1413), SPU{Int64}(802, 1414), SPU{Int64}(803, 1415), SPU{Int64}(804, 1416), SPU{Int64}(805, 1417), SPU{Int64}(806, 1418), SPU{Int64}(807, 1419), SPU{Int64}(808, 1420), SPU{Int64}(809, 1421), SPU{Int64}(810, 1422), SPU{Int64}(811, 721), SPU{Int64}(812, 722), SPU{Int64}(813, 723), SPU{Int64}(814, 724), SPU{Int64}(815, 725), SPU{Int64}(816, 726), SPU{Int64}(817, 727), SPU{Int64}(818, 728), SPU{Int64}(819, 729), SPU{Int64}(820, 730), SPU{Int64}(821, 731), SPU{Int64}(822, 732), SPU{Int64}(823, 733), SPU{Int64}(824, 734), SPU{Int64}(825, 735), SPU{Int64}(826, 736), SPU{Int64}(827, 737), SPU{Int64}(828, 738), SPU{Int64}(829, 739), SPU{Int64}(830, 740), SPU{Int64}(831, 741), SPU{Int64}(832, 742), SPU{Int64}(833, 743), SPU{Int64}(834, 744), SPU{Int64}(835, 745), SPU{Int64}(836, 746), SPU{Int64}(837, 747), SPU{Int64}(838, 748), SPU{Int64}(839, 749), SPU{Int64}(840, 750), SPU{Int64}(841, 751), SPU{Int64}(842, 752), SPU{Int64}(843, 753), SPU{Int64}(844, 754), SPU{Int64}(845, 755), SPU{Int64}(846, 756), SPU{Int64}(847, 757), SPU{Int64}(848, 758), SPU{Int64}(849, 759), SPU{Int64}(850, 760), SPU{Int64}(851, 761), SPU{Int64}(852, 762), SPU{Int64}(853, 763), SPU{Int64}(854, 764), SPU{Int64}(855, 765), SPU{Int64}(856, 766), SPU{Int64}(857, 767), SPU{Int64}(858, 768), SPU{Int64}(859, 769), SPU{Int64}(860, 770), SPU{Int64}(861, 771), SPU{Int64}(862, 772), SPU{Int64}(863, 773), SPU{Int64}(864, 774), SPU{Int64}(865, 775), SPU{Int64}(866, 776), SPU{Int64}(867, 777), SPU{Int64}(868, 778), SPU{Int64}(869, 779), SPU{Int64}(870, 780), SPU{Int64}(871, 781), SPU{Int64}(872, 782), SPU{Int64}(873, 783), SPU{Int64}(874, 784), SPU{Int64}(875, 785), SPU{Int64}(876, 786), SPU{Int64}(877, 787), SPU{Int64}(878, 788), SPU{Int64}(879, 789), SPU{Int64}(880, 790), SPU{Int64}(881, 791), SPU{Int64}(882, 792), SPU{Int64}(883, 793), SPU{Int64}(884, 794), SPU{Int64}(885, 795), SPU{Int64}(886, 796), SPU{Int64}(887, 797), SPU{Int64}(888, 798), SPU{Int64}(889, 799), SPU{Int64}(890, 800), SPU{Int64}(891, 801), SPU{Int64}(892, 802), SPU{Int64}(893, 803), SPU{Int64}(894, 804), SPU{Int64}(895, 805), SPU{Int64}(896, 806), SPU{Int64}(897, 807), SPU{Int64}(898, 808), SPU{Int64}(899, 809), SPU{Int64}(900, 810), SPU{Int64}(901, 811), SPU{Int64}(902, 812), SPU{Int64}(903, 813), SPU{Int64}(904, 814), SPU{Int64}(905, 815), SPU{Int64}(906, 816), SPU{Int64}(907, 817), SPU{Int64}(908, 818), SPU{Int64}(909, 819), SPU{Int64}(910, 820), SPU{Int64}(911, 821), SPU{Int64}(912, 822), SPU{Int64}(913, 823), SPU{Int64}(914, 824), SPU{Int64}(915, 825), SPU{Int64}(916, 826), SPU{Int64}(917, 827), SPU{Int64}(918, 828), SPU{Int64}(919, 829), SPU{Int64}(920, 830), SPU{Int64}(921, 831), SPU{Int64}(922, 832), SPU{Int64}(923, 833), SPU{Int64}(924, 834), SPU{Int64}(925, 835), SPU{Int64}(926, 836), SPU{Int64}(927, 837), SPU{Int64}(928, 838), SPU{Int64}(929, 839), SPU{Int64}(930, 840), SPU{Int64}(931, 841), SPU{Int64}(932, 842), SPU{Int64}(933, 843), SPU{Int64}(934, 844), SPU{Int64}(935, 845), SPU{Int64}(936, 846), SPU{Int64}(937, 847), SPU{Int64}(938, 848), SPU{Int64}(939, 849), SPU{Int64}(940, 850), SPU{Int64}(941, 851), SPU{Int64}(942, 852), SPU{Int64}(943, 853), SPU{Int64}(944, 854), SPU{Int64}(945, 855), SPU{Int64}(946, 856), SPU{Int64}(947, 857), SPU{Int64}(948, 858), SPU{Int64}(949, 859), SPU{Int64}(950, 860), SPU{Int64}(951, 861), SPU{Int64}(952, 862), SPU{Int64}(953, 863), SPU{Int64}(954, 864), SPU{Int64}(955, 865), SPU{Int64}(956, 866), SPU{Int64}(957, 867), SPU{Int64}(958, 868), SPU{Int64}(959, 869), SPU{Int64}(960, 870), SPU{Int64}(961, 871), SPU{Int64}(962, 872), SPU{Int64}(963, 873), SPU{Int64}(964, 874), SPU{Int64}(965, 875), SPU{Int64}(966, 876), SPU{Int64}(967, 877), SPU{Int64}(968, 878), SPU{Int64}(969, 879), SPU{Int64}(970, 880), SPU{Int64}(971, 881), SPU{Int64}(972, 882), SPU{Int64}(973, 883), SPU{Int64}(974, 884), SPU{Int64}(975, 885), SPU{Int64}(976, 886), SPU{Int64}(977, 887), SPU{Int64}(978, 888), SPU{Int64}(979, 889), SPU{Int64}(980, 890), SPU{Int64}(981, 891), SPU{Int64}(982, 892), SPU{Int64}(983, 893), SPU{Int64}(984, 894), SPU{Int64}(985, 895), SPU{Int64}(986, 896), SPU{Int64}(987, 897), SPU{Int64}(988, 898), SPU{Int64}(989, 899), SPU{Int64}(990, 900), SPU{Int64}(991, 901), SPU{Int64}(992, 902), SPU{Int64}(993, 903), SPU{Int64}(994, 904), SPU{Int64}(995, 905), SPU{Int64}(996, 906), SPU{Int64}(997, 907), SPU{Int64}(998, 908), SPU{Int64}(999, 909), SPU{Int64}(1000, 910), SPU{Int64}(1001, 911), SPU{Int64}(1002, 912), SPU{Int64}(1003, 913), SPU{Int64}(1004, 914), SPU{Int64}(1005, 915), SPU{Int64}(1006, 916), SPU{Int64}(1007, 917), SPU{Int64}(1008, 918), SPU{Int64}(1009, 919), SPU{Int64}(1010, 920), SPU{Int64}(1011, 921), SPU{Int64}(1012, 922), SPU{Int64}(1013, 923), SPU{Int64}(1014, 924), SPU{Int64}(1015, 925), SPU{Int64}(1016, 926), SPU{Int64}(1017, 927), SPU{Int64}(1018, 928), SPU{Int64}(1019, 929), SPU{Int64}(1020, 930), SPU{Int64}(1021, 931), SPU{Int64}(1022, 932), SPU{Int64}(1023, 933), SPU{Int64}(1024, 934), SPU{Int64}(1025, 935), SPU{Int64}(1026, 936), SPU{Int64}(1027, 937), SPU{Int64}(1028, 938), SPU{Int64}(1029, 939), SPU{Int64}(1030, 940), SPU{Int64}(1031, 941), SPU{Int64}(1032, 942), SPU{Int64}(1033, 943), SPU{Int64}(1034, 944), SPU{Int64}(1035, 945), SPU{Int64}(1036, 946), SPU{Int64}(1037, 947), SPU{Int64}(1038, 948), SPU{Int64}(1039, 949), SPU{Int64}(1040, 950), SPU{Int64}(1041, 951), SPU{Int64}(1042, 952), SPU{Int64}(1043, 953), SPU{Int64}(1044, 954), SPU{Int64}(1045, 955), SPU{Int64}(1046, 956), SPU{Int64}(1047, 957), SPU{Int64}(1048, 958), SPU{Int64}(1049, 959), SPU{Int64}(1050, 960), SPU{Int64}(1051, 961), SPU{Int64}(1052, 962), SPU{Int64}(1053, 963), SPU{Int64}(1054, 964), SPU{Int64}(1055, 965), SPU{Int64}(1056, 966), SPU{Int64}(1057, 967), SPU{Int64}(1058, 968), SPU{Int64}(1059, 969), SPU{Int64}(1060, 970), SPU{Int64}(1061, 971), SPU{Int64}(1062, 972), SPU{Int64}(1063, 973), SPU{Int64}(1064, 974), SPU{Int64}(1065, 975), SPU{Int64}(1066, 976), SPU{Int64}(1067, 977), SPU{Int64}(1068, 978), SPU{Int64}(1069, 979), SPU{Int64}(1070, 980), SPU{Int64}(1071, 981), SPU{Int64}(1072, 982), SPU{Int64}(1073, 983), SPU{Int64}(1074, 984), SPU{Int64}(1075, 985), SPU{Int64}(1076, 986), SPU{Int64}(1077, 987), SPU{Int64}(1078, 988), SPU{Int64}(1079, 989), SPU{Int64}(1080, 990), SPU{Int64}(1081, 991), SPU{Int64}(1082, 992), SPU{Int64}(1083, 993), SPU{Int64}(1084, 994), SPU{Int64}(1085, 995), SPU{Int64}(1086, 996), SPU{Int64}(1087, 997), SPU{Int64}(1088, 998), SPU{Int64}(1089, 999), SPU{Int64}(1090, 1000), SPU{Int64}(1091, 1001), SPU{Int64}(1092, 1002), SPU{Int64}(1093, 1003), SPU{Int64}(1094, 1004), SPU{Int64}(1095, 1005), SPU{Int64}(1096, 1006), SPU{Int64}(1097, 1007), SPU{Int64}(1098, 1008), SPU{Int64}(1099, 1009), SPU{Int64}(1100, 1010), SPU{Int64}(1101, 1011), SPU{Int64}(1102, 1012), SPU{Int64}(1103, 1013), SPU{Int64}(1104, 1014), SPU{Int64}(1105, 1015), SPU{Int64}(1106, 1016), SPU{Int64}(1107, 1017), SPU{Int64}(1108, 1018), SPU{Int64}(1109, 1019), SPU{Int64}(1110, 1020), SPU{Int64}(1111, 1021), SPU{Int64}(1112, 1022), SPU{Int64}(1113, 1023), SPU{Int64}(1114, 1024), SPU{Int64}(1115, 1025), SPU{Int64}(1116, 1026), SPU{Int64}(1117, 1027), SPU{Int64}(1118, 1028), SPU{Int64}(1119, 1029), SPU{Int64}(1120, 1030), SPU{Int64}(1121, 1031), SPU{Int64}(1122, 1032), SPU{Int64}(1123, 1033), SPU{Int64}(1124, 1034), SPU{Int64}(1125, 1035), SPU{Int64}(1126, 1036), SPU{Int64}(1127, 1037), SPU{Int64}(1128, 1038), SPU{Int64}(1129, 1039), SPU{Int64}(1130, 1040), SPU{Int64}(1131, 1041), SPU{Int64}(1132, 1042), SPU{Int64}(1133, 1043), SPU{Int64}(1134, 1044), SPU{Int64}(1135, 1045), SPU{Int64}(1136, 1046), SPU{Int64}(1137, 1047), SPU{Int64}(1138, 1048), SPU{Int64}(1139, 1049), SPU{Int64}(1140, 1050), SPU{Int64}(1141, 1051), SPU{Int64}(1142, 1052), SPU{Int64}(1143, 1053), SPU{Int64}(1144, 1054), SPU{Int64}(1145, 1055), SPU{Int64}(1146, 1056), SPU{Int64}(1147, 1057), SPU{Int64}(1148, 1058), SPU{Int64}(1149, 1059), SPU{Int64}(1150, 1060), SPU{Int64}(1151, 1061), SPU{Int64}(1152, 1062), SPU{Int64}(1153, 1063), SPU{Int64}(1154, 1064), SPU{Int64}(1155, 1065), SPU{Int64}(1156, 1066), SPU{Int64}(1157, 1067), SPU{Int64}(1158, 1068), SPU{Int64}(1159, 1069), SPU{Int64}(1160, 1070), SPU{Int64}(1161, 1071), SPU{Int64}(1162, 1072), SPU{Int64}(1163, 1073), SPU{Int64}(1164, 1074), SPU{Int64}(1165, 1075), SPU{Int64}(1166, 1076), SPU{Int64}(1167, 1077), SPU{Int64}(1168, 1078), SPU{Int64}(1169, 1079), SPU{Int64}(1170, 1080), SPU{Int64}(1171, 1081), SPU{Int64}(1172, 1082), SPU{Int64}(1173, 1083), SPU{Int64}(1174, 1084), SPU{Int64}(1175, 1085), SPU{Int64}(1176, 1086), SPU{Int64}(1177, 1087), SPU{Int64}(1178, 1088), SPU{Int64}(1179, 1089), SPU{Int64}(1180, 1090), SPU{Int64}(1181, 1091), SPU{Int64}(1182, 1092), SPU{Int64}(1183, 1093), SPU{Int64}(1184, 1094), SPU{Int64}(1185, 1095), SPU{Int64}(1186, 1096), SPU{Int64}(1187, 1097), SPU{Int64}(1188, 1098), SPU{Int64}(1189, 1099), SPU{Int64}(1190, 1100), SPU{Int64}(1191, 1101), SPU{Int64}(1192, 1102), SPU{Int64}(1193, 1103), SPU{Int64}(1194, 1104), SPU{Int64}(1195, 1105), SPU{Int64}(1196, 1106), SPU{Int64}(1197, 1107), SPU{Int64}(1198, 1108), SPU{Int64}(1199, 1109), SPU{Int64}(1200, 1110), SPU{Int64}(1201, 1111), SPU{Int64}(1202, 1112), SPU{Int64}(1203, 1113), SPU{Int64}(1204, 1114), SPU{Int64}(1205, 1115), SPU{Int64}(1206, 1116), SPU{Int64}(1207, 1117), SPU{Int64}(1208, 1118), SPU{Int64}(1209, 1119), SPU{Int64}(1210, 1120), SPU{Int64}(1211, 1121), SPU{Int64}(1212, 1122), SPU{Int64}(1213, 1123), SPU{Int64}(1214, 1124), SPU{Int64}(1215, 1125), SPU{Int64}(1216, 1126), SPU{Int64}(1217, 1127), SPU{Int64}(1218, 1128), SPU{Int64}(1219, 1129), SPU{Int64}(1220, 1130), SPU{Int64}(1221, 1131), SPU{Int64}(1222, 1132), SPU{Int64}(1223, 1133), SPU{Int64}(1224, 1134), SPU{Int64}(1225, 1135), SPU{Int64}(1226, 1136), SPU{Int64}(1227, 1137), SPU{Int64}(1228, 1138), SPU{Int64}(1229, 1139), SPU{Int64}(1230, 1140), SPU{Int64}(1231, 1141), SPU{Int64}(1232, 1142), SPU{Int64}(1233, 1143), SPU{Int64}(1234, 1144), SPU{Int64}(1235, 1145), SPU{Int64}(1236, 1146), SPU{Int64}(1237, 1147), SPU{Int64}(1238, 1148), SPU{Int64}(1239, 1149), SPU{Int64}(1240, 1150), SPU{Int64}(1241, 1151), SPU{Int64}(1242, 1152), SPU{Int64}(1243, 1153), SPU{Int64}(1244, 1154), SPU{Int64}(1245, 1155), SPU{Int64}(1246, 1156), SPU{Int64}(1247, 1157), SPU{Int64}(1248, 1158), SPU{Int64}(1249, 1159), SPU{Int64}(1250, 1160), SPU{Int64}(1251, 1161), SPU{Int64}(1252, 1162), SPU{Int64}(1253, 1163), SPU{Int64}(1254, 1164), SPU{Int64}(1255, 1165), SPU{Int64}(1256, 1166), SPU{Int64}(1257, 1167), SPU{Int64}(1258, 1168), SPU{Int64}(1259, 1169), SPU{Int64}(1260, 1170), SPU{Int64}(1261, 1171), SPU{Int64}(1262, 1172), SPU{Int64}(1263, 1173), SPU{Int64}(1264, 1174), SPU{Int64}(1265, 1175), SPU{Int64}(1266, 1176), SPU{Int64}(1267, 1177), SPU{Int64}(1268, 1178), SPU{Int64}(1269, 1179), SPU{Int64}(1270, 1180), SPU{Int64}(1271, 1181), SPU{Int64}(1272, 1182), SPU{Int64}(1273, 1183), SPU{Int64}(1274, 1184), SPU{Int64}(1275, 1185), SPU{Int64}(1276, 1186), SPU{Int64}(1277, 1187), SPU{Int64}(1278, 1188), SPU{Int64}(1279, 1189), SPU{Int64}(1280, 1190), SPU{Int64}(1281, 1191), SPU{Int64}(1282, 1192), SPU{Int64}(1283, 1193), SPU{Int64}(1284, 1194), SPU{Int64}(1285, 1195), SPU{Int64}(1286, 1196), SPU{Int64}(1287, 1197), SPU{Int64}(1288, 1198), SPU{Int64}(1289, 1199), SPU{Int64}(1290, 1200), SPU{Int64}(1291, 1201), SPU{Int64}(1292, 1202), SPU{Int64}(1293, 1203), SPU{Int64}(1294, 1204), SPU{Int64}(1295, 1205), SPU{Int64}(1296, 1206), SPU{Int64}(1297, 1207), SPU{Int64}(1298, 1208), SPU{Int64}(1299, 1209), SPU{Int64}(1300, 1210), SPU{Int64}(1301, 1211), SPU{Int64}(1302, 1212), SPU{Int64}(1303, 1213), SPU{Int64}(1304, 1214), SPU{Int64}(1305, 1215), SPU{Int64}(1306, 1216), SPU{Int64}(1307, 1217), SPU{Int64}(1308, 1218), SPU{Int64}(1309, 1219), SPU{Int64}(1310, 1220), SPU{Int64}(1311, 1221), SPU{Int64}(1312, 1222), SPU{Int64}(1313, 1223), SPU{Int64}(1314, 1224), SPU{Int64}(1315, 1225), SPU{Int64}(1316, 1226), SPU{Int64}(1317, 1227), SPU{Int64}(1318, 1228), SPU{Int64}(1319, 1229), SPU{Int64}(1320, 1230), SPU{Int64}(1321, 1231), SPU{Int64}(1322, 1232), SPU{Int64}(1323, 1233), SPU{Int64}(1324, 1234), SPU{Int64}(1325, 1235), SPU{Int64}(1326, 1236), SPU{Int64}(1327, 1237), SPU{Int64}(1328, 1238), SPU{Int64}(1329, 1239), SPU{Int64}(1330, 1240), SPU{Int64}(1331, 1241), SPU{Int64}(1332, 1242), SPU{Int64}(1333, 1243), SPU{Int64}(1334, 1244), SPU{Int64}(1335, 1245), SPU{Int64}(1336, 1246), SPU{Int64}(1337, 1247), SPU{Int64}(1338, 1248), SPU{Int64}(1339, 1249), SPU{Int64}(1340, 1250), SPU{Int64}(1341, 1251), SPU{Int64}(1342, 1252), SPU{Int64}(1343, 1253), SPU{Int64}(1344, 1254), SPU{Int64}(1345, 1255), SPU{Int64}(1346, 1256), SPU{Int64}(1347, 1257), SPU{Int64}(1348, 1258), SPU{Int64}(1349, 1259), SPU{Int64}(1350, 1260), SPU{Int64}(1351, 1261), SPU{Int64}(1352, 1262), SPU{Int64}(1353, 1263), SPU{Int64}(1354, 1264), SPU{Int64}(1355, 1265), SPU{Int64}(1356, 1266), SPU{Int64}(1357, 1267), SPU{Int64}(1358, 1268), SPU{Int64}(1359, 1269), SPU{Int64}(1360, 1270), SPU{Int64}(1361, 1271), SPU{Int64}(1362, 1272), SPU{Int64}(1363, 1273), SPU{Int64}(1364, 1274), SPU{Int64}(1365, 1275), SPU{Int64}(1366, 1276), SPU{Int64}(1367, 1277), SPU{Int64}(1368, 1278), SPU{Int64}(1369, 1279), SPU{Int64}(1370, 1280), SPU{Int64}(1371, 1281), SPU{Int64}(1372, 1282), SPU{Int64}(1373, 1283), SPU{Int64}(1374, 1284), SPU{Int64}(1375, 1285), SPU{Int64}(1376, 1286), SPU{Int64}(1377, 1287), SPU{Int64}(1378, 1288), SPU{Int64}(1379, 1289), SPU{Int64}(1380, 1290), SPU{Int64}(1381, 1291), SPU{Int64}(1382, 1292), SPU{Int64}(1383, 1293), SPU{Int64}(1384, 1294), SPU{Int64}(1385, 1295), SPU{Int64}(1386, 1296), SPU{Int64}(1387, 1297), SPU{Int64}(1388, 1298), SPU{Int64}(1389, 1299), SPU{Int64}(1390, 1300), SPU{Int64}(1391, 1301), SPU{Int64}(1392, 1302), SPU{Int64}(1393, 1303), SPU{Int64}(1394, 1304), SPU{Int64}(1395, 1305), SPU{Int64}(1396, 1306), SPU{Int64}(1397, 1307), SPU{Int64}(1398, 1308), SPU{Int64}(1399, 1309), SPU{Int64}(1400, 1310), SPU{Int64}(1401, 1311), SPU{Int64}(1402, 1312), SPU{Int64}(1403, 1313), SPU{Int64}(1404, 1314), SPU{Int64}(1405, 1315), SPU{Int64}(1406, 1316), SPU{Int64}(1407, 1317), SPU{Int64}(1408, 1318), SPU{Int64}(1409, 1319), SPU{Int64}(1410, 1320), SPU{Int64}(1411, 1321), SPU{Int64}(1412, 1322), SPU{Int64}(1413, 1323), SPU{Int64}(1414, 1324), SPU{Int64}(1415, 1325), SPU{Int64}(1416, 1326), SPU{Int64}(1417, 1327), SPU{Int64}(1418, 1328), SPU{Int64}(1419, 1329), SPU{Int64}(1420, 1330), SPU{Int64}(1421, 1331), SPU{Int64}(1422, 1332), SPU{Int64}(1423, 1333), SPU{Int64}(1424, 1334), SPU{Int64}(1425, 1335), SPU{Int64}(1426, 1336), SPU{Int64}(1427, 1337), SPU{Int64}(1428, 1338), SPU{Int64}(1429, 1339), SPU{Int64}(1430, 1340), SPU{Int64}(1431, 1341), SPU{Int64}(1432, 1342), SPU{Int64}(1433, 1343), SPU{Int64}(1434, 1344), SPU{Int64}(1435, 1345), SPU{Int64}(1436, 1346), SPU{Int64}(1437, 1347), SPU{Int64}(1438, 1348), SPU{Int64}(1439, 1349), SPU{Int64}(1440, 1350), SPU{Int64}(721, 722), SPU{Int64}(722, 723), SPU{Int64}(724, 725), SPU{Int64}(725, 726), SPU{Int64}(726, 727), SPU{Int64}(727, 728), SPU{Int64}(728, 729), SPU{Int64}(729, 730), SPU{Int64}(730, 731), SPU{Int64}(731, 732), SPU{Int64}(733, 734), SPU{Int64}(734, 735), SPU{Int64}(735, 736), SPU{Int64}(736, 737), SPU{Int64}(737, 738), SPU{Int64}(738, 739), SPU{Int64}(739, 740), SPU{Int64}(740, 741), SPU{Int64}(742, 743), SPU{Int64}(743, 744), SPU{Int64}(744, 745), SPU{Int64}(745, 746), SPU{Int64}(746, 747), SPU{Int64}(747, 748), SPU{Int64}(748, 749), SPU{Int64}(749, 750), SPU{Int64}(751, 752), SPU{Int64}(752, 753), SPU{Int64}(753, 754), SPU{Int64}(754, 755), SPU{Int64}(755, 756), SPU{Int64}(756, 757), SPU{Int64}(757, 758), SPU{Int64}(758, 759), SPU{Int64}(760, 761), SPU{Int64}(761, 762), SPU{Int64}(762, 763), SPU{Int64}(763, 764), SPU{Int64}(764, 765), SPU{Int64}(765, 766), SPU{Int64}(766, 767), SPU{Int64}(767, 768), SPU{Int64}(769, 770), SPU{Int64}(770, 771), SPU{Int64}(771, 772), SPU{Int64}(772, 773), SPU{Int64}(773, 774), SPU{Int64}(774, 775), SPU{Int64}(775, 776), SPU{Int64}(776, 777), SPU{Int64}(778, 779), SPU{Int64}(779, 780), SPU{Int64}(780, 781), SPU{Int64}(781, 782), SPU{Int64}(782, 783), SPU{Int64}(783, 784), SPU{Int64}(784, 785), SPU{Int64}(785, 786), SPU{Int64}(787, 788), SPU{Int64}(788, 789), SPU{Int64}(789, 790), SPU{Int64}(790, 791), SPU{Int64}(791, 792), SPU{Int64}(792, 793), SPU{Int64}(793, 794), SPU{Int64}(794, 795), SPU{Int64}(796, 797), SPU{Int64}(797, 798), SPU{Int64}(798, 799), SPU{Int64}(799, 800), SPU{Int64}(800, 801), SPU{Int64}(801, 802), SPU{Int64}(802, 803), SPU{Int64}(803, 804), SPU{Int64}(805, 806), SPU{Int64}(806, 807), SPU{Int64}(807, 808), SPU{Int64}(808, 809), SPU{Int64}(809, 810), SPU{Int64}(811, 812), SPU{Int64}(812, 813), SPU{Int64}(814, 815), SPU{Int64}(815, 816), SPU{Int64}(816, 817), SPU{Int64}(817, 818), SPU{Int64}(818, 819), SPU{Int64}(819, 820), SPU{Int64}(820, 821), SPU{Int64}(821, 822), SPU{Int64}(823, 824), SPU{Int64}(824, 825), SPU{Int64}(825, 826), SPU{Int64}(826, 827), SPU{Int64}(827, 828), SPU{Int64}(828, 829), SPU{Int64}(829, 830), SPU{Int64}(830, 831), SPU{Int64}(832, 833), SPU{Int64}(833, 834), SPU{Int64}(834, 835), SPU{Int64}(835, 836), SPU{Int64}(836, 837), SPU{Int64}(837, 838), SPU{Int64}(838, 839), SPU{Int64}(839, 840), SPU{Int64}(841, 842), SPU{Int64}(842, 843), SPU{Int64}(843, 844), SPU{Int64}(844, 845), SPU{Int64}(845, 846), SPU{Int64}(846, 847), SPU{Int64}(847, 848), SPU{Int64}(848, 849), SPU{Int64}(850, 851), SPU{Int64}(851, 852), SPU{Int64}(852, 853), SPU{Int64}(853, 854), SPU{Int64}(854, 855), SPU{Int64}(855, 856), SPU{Int64}(856, 857), SPU{Int64}(857, 858), SPU{Int64}(859, 860), SPU{Int64}(860, 861), SPU{Int64}(861, 862), SPU{Int64}(862, 863), SPU{Int64}(863, 864), SPU{Int64}(864, 865), SPU{Int64}(865, 866), SPU{Int64}(866, 867), SPU{Int64}(868, 869), SPU{Int64}(869, 870), SPU{Int64}(870, 871), SPU{Int64}(871, 872), SPU{Int64}(872, 873), SPU{Int64}(873, 874), SPU{Int64}(874, 875), SPU{Int64}(875, 876), SPU{Int64}(877, 878), SPU{Int64}(878, 879), SPU{Int64}(879, 880), SPU{Int64}(880, 881), SPU{Int64}(881, 882), SPU{Int64}(882, 883), SPU{Int64}(883, 884), SPU{Int64}(884, 885), SPU{Int64}(886, 887), SPU{Int64}(887, 888), SPU{Int64}(888, 889), SPU{Int64}(889, 890), SPU{Int64}(890, 891), SPU{Int64}(891, 892), SPU{Int64}(892, 893), SPU{Int64}(893, 894), SPU{Int64}(895, 896), SPU{Int64}(896, 897), SPU{Int64}(897, 898), SPU{Int64}(898, 899), SPU{Int64}(899, 900), SPU{Int64}(901, 902), SPU{Int64}(902, 903), SPU{Int64}(904, 905), SPU{Int64}(905, 906), SPU{Int64}(906, 907), SPU{Int64}(907, 908), SPU{Int64}(908, 909), SPU{Int64}(909, 910), SPU{Int64}(910, 911), SPU{Int64}(911, 912), SPU{Int64}(913, 914), SPU{Int64}(914, 915), SPU{Int64}(915, 916), SPU{Int64}(916, 917), SPU{Int64}(917, 918), SPU{Int64}(918, 919), SPU{Int64}(919, 920), SPU{Int64}(920, 921), SPU{Int64}(922, 923), SPU{Int64}(923, 924), SPU{Int64}(924, 925), SPU{Int64}(925, 926), SPU{Int64}(926, 927), SPU{Int64}(927, 928), SPU{Int64}(928, 929), SPU{Int64}(929, 930), SPU{Int64}(931, 932), SPU{Int64}(932, 933), SPU{Int64}(933, 934), SPU{Int64}(934, 935), SPU{Int64}(935, 936), SPU{Int64}(936, 937), SPU{Int64}(937, 938), SPU{Int64}(938, 939), SPU{Int64}(940, 941), SPU{Int64}(941, 942), SPU{Int64}(942, 943), SPU{Int64}(943, 944), SPU{Int64}(944, 945), SPU{Int64}(945, 946), SPU{Int64}(946, 947), SPU{Int64}(947, 948), SPU{Int64}(949, 950), SPU{Int64}(950, 951), SPU{Int64}(951, 952), SPU{Int64}(952, 953), SPU{Int64}(953, 954), SPU{Int64}(954, 955), SPU{Int64}(955, 956), SPU{Int64}(956, 957), SPU{Int64}(958, 959), SPU{Int64}(959, 960), SPU{Int64}(960, 961), SPU{Int64}(961, 962), SPU{Int64}(962, 963), SPU{Int64}(963, 964), SPU{Int64}(964, 965), SPU{Int64}(965, 966), SPU{Int64}(967, 968), SPU{Int64}(968, 969), SPU{Int64}(969, 970), SPU{Int64}(970, 971), SPU{Int64}(971, 972), SPU{Int64}(972, 973), SPU{Int64}(973, 974), SPU{Int64}(974, 975), SPU{Int64}(976, 977), SPU{Int64}(977, 978), SPU{Int64}(978, 979), SPU{Int64}(979, 980), SPU{Int64}(980, 981), SPU{Int64}(981, 982), SPU{Int64}(982, 983), SPU{Int64}(983, 984), SPU{Int64}(985, 986), SPU{Int64}(986, 987), SPU{Int64}(987, 988), SPU{Int64}(988, 989), SPU{Int64}(989, 990), SPU{Int64}(991, 992), SPU{Int64}(992, 993), SPU{Int64}(994, 995), SPU{Int64}(995, 996), SPU{Int64}(996, 997), SPU{Int64}(997, 998), SPU{Int64}(998, 999), SPU{Int64}(999, 1000), SPU{Int64}(1000, 1001), SPU{Int64}(1001, 1002), SPU{Int64}(1003, 1004), SPU{Int64}(1004, 1005), SPU{Int64}(1005, 1006), SPU{Int64}(1006, 1007), SPU{Int64}(1007, 1008), SPU{Int64}(1008, 1009), SPU{Int64}(1009, 1010), SPU{Int64}(1010, 1011), SPU{Int64}(1012, 1013), SPU{Int64}(1013, 1014), SPU{Int64}(1014, 1015), SPU{Int64}(1015, 1016), SPU{Int64}(1016, 1017), SPU{Int64}(1017, 1018), SPU{Int64}(1018, 1019), SPU{Int64}(1019, 1020), SPU{Int64}(1021, 1022), SPU{Int64}(1022, 1023), SPU{Int64}(1023, 1024), SPU{Int64}(1024, 1025), SPU{Int64}(1025, 1026), SPU{Int64}(1026, 1027), SPU{Int64}(1027, 1028), SPU{Int64}(1028, 1029), SPU{Int64}(1030, 1031), SPU{Int64}(1031, 1032), SPU{Int64}(1032, 1033), SPU{Int64}(1033, 1034), SPU{Int64}(1034, 1035), SPU{Int64}(1035, 1036), SPU{Int64}(1036, 1037), SPU{Int64}(1037, 1038), SPU{Int64}(1039, 1040), SPU{Int64}(1040, 1041), SPU{Int64}(1041, 1042), SPU{Int64}(1042, 1043), SPU{Int64}(1043, 1044), SPU{Int64}(1044, 1045), SPU{Int64}(1045, 1046), SPU{Int64}(1046, 1047), SPU{Int64}(1048, 1049), SPU{Int64}(1049, 1050), SPU{Int64}(1050, 1051), SPU{Int64}(1051, 1052), SPU{Int64}(1052, 1053), SPU{Int64}(1053, 1054), SPU{Int64}(1054, 1055), SPU{Int64}(1055, 1056), SPU{Int64}(1057, 1058), SPU{Int64}(1058, 1059), SPU{Int64}(1059, 1060), SPU{Int64}(1060, 1061), SPU{Int64}(1061, 1062), SPU{Int64}(1062, 1063), SPU{Int64}(1063, 1064), SPU{Int64}(1064, 1065), SPU{Int64}(1066, 1067), SPU{Int64}(1067, 1068), SPU{Int64}(1068, 1069), SPU{Int64}(1069, 1070), SPU{Int64}(1070, 1071), SPU{Int64}(1071, 1072), SPU{Int64}(1072, 1073), SPU{Int64}(1073, 1074), SPU{Int64}(1075, 1076), SPU{Int64}(1076, 1077), SPU{Int64}(1077, 1078), SPU{Int64}(1078, 1079), SPU{Int64}(1079, 1080), SPU{Int64}(1081, 1082), SPU{Int64}(1082, 1083), SPU{Int64}(1084, 1085), SPU{Int64}(1085, 1086), SPU{Int64}(1086, 1087), SPU{Int64}(1087, 1088), SPU{Int64}(1088, 1089), SPU{Int64}(1089, 1090), SPU{Int64}(1090, 1091), SPU{Int64}(1091, 1092), SPU{Int64}(1093, 1094), SPU{Int64}(1094, 1095), SPU{Int64}(1095, 1096), SPU{Int64}(1096, 1097), SPU{Int64}(1097, 1098), SPU{Int64}(1098, 1099), SPU{Int64}(1099, 1100), SPU{Int64}(1100, 1101), SPU{Int64}(1102, 1103), SPU{Int64}(1103, 1104), SPU{Int64}(1104, 1105), SPU{Int64}(1105, 1106), SPU{Int64}(1106, 1107), SPU{Int64}(1107, 1108), SPU{Int64}(1108, 1109), SPU{Int64}(1109, 1110), SPU{Int64}(1111, 1112), SPU{Int64}(1112, 1113), SPU{Int64}(1113, 1114), SPU{Int64}(1114, 1115), SPU{Int64}(1115, 1116), SPU{Int64}(1116, 1117), SPU{Int64}(1117, 1118), SPU{Int64}(1118, 1119), SPU{Int64}(1120, 1121), SPU{Int64}(1121, 1122), SPU{Int64}(1122, 1123), SPU{Int64}(1123, 1124), SPU{Int64}(1124, 1125), SPU{Int64}(1125, 1126), SPU{Int64}(1126, 1127), SPU{Int64}(1127, 1128), SPU{Int64}(1129, 1130), SPU{Int64}(1130, 1131), SPU{Int64}(1131, 1132), SPU{Int64}(1132, 1133), SPU{Int64}(1133, 1134), SPU{Int64}(1134, 1135), SPU{Int64}(1135, 1136), SPU{Int64}(1136, 1137), SPU{Int64}(1138, 1139), SPU{Int64}(1139, 1140), SPU{Int64}(1140, 1141), SPU{Int64}(1141, 1142), SPU{Int64}(1142, 1143), SPU{Int64}(1143, 1144), SPU{Int64}(1144, 1145), SPU{Int64}(1145, 1146), SPU{Int64}(1147, 1148), SPU{Int64}(1148, 1149), SPU{Int64}(1149, 1150), SPU{Int64}(1150, 1151), SPU{Int64}(1151, 1152), SPU{Int64}(1152, 1153), SPU{Int64}(1153, 1154), SPU{Int64}(1154, 1155), SPU{Int64}(1156, 1157), SPU{Int64}(1157, 1158), SPU{Int64}(1158, 1159), SPU{Int64}(1159, 1160), SPU{Int64}(1160, 1161), SPU{Int64}(1161, 1162), SPU{Int64}(1162, 1163), SPU{Int64}(1163, 1164), SPU{Int64}(1165, 1166), SPU{Int64}(1166, 1167), SPU{Int64}(1167, 1168), SPU{Int64}(1168, 1169), SPU{Int64}(1169, 1170), SPU{Int64}(1171, 1172), SPU{Int64}(1172, 1173), SPU{Int64}(1174, 1175), SPU{Int64}(1175, 1176), SPU{Int64}(1176, 1177), SPU{Int64}(1177, 1178), SPU{Int64}(1178, 1179), SPU{Int64}(1179, 1180), SPU{Int64}(1180, 1181), SPU{Int64}(1181, 1182), SPU{Int64}(1183, 1184), SPU{Int64}(1184, 1185), SPU{Int64}(1185, 1186), SPU{Int64}(1186, 1187), SPU{Int64}(1187, 1188), SPU{Int64}(1188, 1189), SPU{Int64}(1189, 1190), SPU{Int64}(1190, 1191), SPU{Int64}(1192, 1193), SPU{Int64}(1193, 1194), SPU{Int64}(1194, 1195), SPU{Int64}(1195, 1196), SPU{Int64}(1196, 1197), SPU{Int64}(1197, 1198), SPU{Int64}(1198, 1199), SPU{Int64}(1199, 1200), SPU{Int64}(1201, 1202), SPU{Int64}(1202, 1203), SPU{Int64}(1203, 1204), SPU{Int64}(1204, 1205), SPU{Int64}(1205, 1206), SPU{Int64}(1206, 1207), SPU{Int64}(1207, 1208), SPU{Int64}(1208, 1209), SPU{Int64}(1210, 1211), SPU{Int64}(1211, 1212), SPU{Int64}(1212, 1213), SPU{Int64}(1213, 1214), SPU{Int64}(1214, 1215), SPU{Int64}(1215, 1216), SPU{Int64}(1216, 1217), SPU{Int64}(1217, 1218), SPU{Int64}(1219, 1220), SPU{Int64}(1220, 1221), SPU{Int64}(1221, 1222), SPU{Int64}(1222, 1223), SPU{Int64}(1223, 1224), SPU{Int64}(1224, 1225), SPU{Int64}(1225, 1226), SPU{Int64}(1226, 1227), SPU{Int64}(1228, 1229), SPU{Int64}(1229, 1230), SPU{Int64}(1230, 1231), SPU{Int64}(1231, 1232), SPU{Int64}(1232, 1233), SPU{Int64}(1233, 1234), SPU{Int64}(1234, 1235), SPU{Int64}(1235, 1236), SPU{Int64}(1237, 1238), SPU{Int64}(1238, 1239), SPU{Int64}(1239, 1240), SPU{Int64}(1240, 1241), SPU{Int64}(1241, 1242), SPU{Int64}(1242, 1243), SPU{Int64}(1243, 1244), SPU{Int64}(1244, 1245), SPU{Int64}(1246, 1247), SPU{Int64}(1247, 1248), SPU{Int64}(1248, 1249), SPU{Int64}(1249, 1250), SPU{Int64}(1250, 1251), SPU{Int64}(1251, 1252), SPU{Int64}(1252, 1253), SPU{Int64}(1253, 1254), SPU{Int64}(1255, 1256), SPU{Int64}(1256, 1257), SPU{Int64}(1257, 1258), SPU{Int64}(1258, 1259), SPU{Int64}(1259, 1260), SPU{Int64}(1261, 1262), SPU{Int64}(1262, 1263), SPU{Int64}(1264, 1265), SPU{Int64}(1265, 1266), SPU{Int64}(1266, 1267), SPU{Int64}(1267, 1268), SPU{Int64}(1268, 1269), SPU{Int64}(1269, 1270), SPU{Int64}(1270, 1271), SPU{Int64}(1271, 1272), SPU{Int64}(1273, 1274), SPU{Int64}(1274, 1275), SPU{Int64}(1275, 1276), SPU{Int64}(1276, 1277), SPU{Int64}(1277, 1278), SPU{Int64}(1278, 1279), SPU{Int64}(1279, 1280), SPU{Int64}(1280, 1281), SPU{Int64}(1282, 1283), SPU{Int64}(1283, 1284), SPU{Int64}(1284, 1285), SPU{Int64}(1285, 1286), SPU{Int64}(1286, 1287), SPU{Int64}(1287, 1288), SPU{Int64}(1288, 1289), SPU{Int64}(1289, 1290), SPU{Int64}(1291, 1292), SPU{Int64}(1292, 1293), SPU{Int64}(1293, 1294), SPU{Int64}(1294, 1295), SPU{Int64}(1295, 1296), SPU{Int64}(1296, 1297), SPU{Int64}(1297, 1298), SPU{Int64}(1298, 1299), SPU{Int64}(1300, 1301), SPU{Int64}(1301, 1302), SPU{Int64}(1302, 1303), SPU{Int64}(1303, 1304), SPU{Int64}(1304, 1305), SPU{Int64}(1305, 1306), SPU{Int64}(1306, 1307), SPU{Int64}(1307, 1308), SPU{Int64}(1309, 1310), SPU{Int64}(1310, 1311), SPU{Int64}(1311, 1312), SPU{Int64}(1312, 1313), SPU{Int64}(1313, 1314), SPU{Int64}(1314, 1315), SPU{Int64}(1315, 1316), SPU{Int64}(1316, 1317), SPU{Int64}(1318, 1319), SPU{Int64}(1319, 1320), SPU{Int64}(1320, 1321), SPU{Int64}(1321, 1322), SPU{Int64}(1322, 1323), SPU{Int64}(1323, 1324), SPU{Int64}(1324, 1325), SPU{Int64}(1325, 1326), SPU{Int64}(1327, 1328), SPU{Int64}(1328, 1329), SPU{Int64}(1329, 1330), SPU{Int64}(1330, 1331), SPU{Int64}(1331, 1332), SPU{Int64}(1332, 1333), SPU{Int64}(1333, 1334), SPU{Int64}(1334, 1335), SPU{Int64}(1336, 1337), SPU{Int64}(1337, 1338), SPU{Int64}(1338, 1339), SPU{Int64}(1339, 1340), SPU{Int64}(1340, 1341), SPU{Int64}(1341, 1342), SPU{Int64}(1342, 1343), SPU{Int64}(1343, 1344), SPU{Int64}(1345, 1346), SPU{Int64}(1346, 1347), SPU{Int64}(1347, 1348), SPU{Int64}(1348, 1349), SPU{Int64}(1349, 1350), SPU{Int64}(1351, 1352), SPU{Int64}(1352, 1353), SPU{Int64}(1354, 1355), SPU{Int64}(1355, 1356), SPU{Int64}(1356, 1357), SPU{Int64}(1357, 1358), SPU{Int64}(1358, 1359), SPU{Int64}(1359, 1360), SPU{Int64}(1360, 1361), SPU{Int64}(1361, 1362), SPU{Int64}(1363, 1364), SPU{Int64}(1364, 1365), SPU{Int64}(1365, 1366), SPU{Int64}(1366, 1367), SPU{Int64}(1367, 1368), SPU{Int64}(1368, 1369), SPU{Int64}(1369, 1370), SPU{Int64}(1370, 1371), SPU{Int64}(1372, 1373), SPU{Int64}(1373, 1374), SPU{Int64}(1374, 1375), SPU{Int64}(1375, 1376), SPU{Int64}(1376, 1377), SPU{Int64}(1377, 1378), SPU{Int64}(1378, 1379), SPU{Int64}(1379, 1380), SPU{Int64}(1381, 1382), SPU{Int64}(1382, 1383), SPU{Int64}(1383, 1384), SPU{Int64}(1384, 1385), SPU{Int64}(1385, 1386), SPU{Int64}(1386, 1387), SPU{Int64}(1387, 1388), SPU{Int64}(1388, 1389), SPU{Int64}(1390, 1391), SPU{Int64}(1391, 1392), SPU{Int64}(1392, 1393), SPU{Int64}(1393, 1394), SPU{Int64}(1394, 1395), SPU{Int64}(1395, 1396), SPU{Int64}(1396, 1397), SPU{Int64}(1397, 1398), SPU{Int64}(1399, 1400), SPU{Int64}(1400, 1401), SPU{Int64}(1401, 1402), SPU{Int64}(1402, 1403), SPU{Int64}(1403, 1404), SPU{Int64}(1404, 1405), SPU{Int64}(1405, 1406), SPU{Int64}(1406, 1407), SPU{Int64}(1408, 1409), SPU{Int64}(1409, 1410), SPU{Int64}(1410, 1411), SPU{Int64}(1411, 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SPU{Int64}(423, 1143), SPU{Int64}(424, 1144), SPU{Int64}(425, 1145), SPU{Int64}(426, 1146), SPU{Int64}(427, 1147), SPU{Int64}(428, 1148), SPU{Int64}(429, 1149), SPU{Int64}(430, 1150), SPU{Int64}(431, 1151), SPU{Int64}(432, 1152), SPU{Int64}(433, 1153), SPU{Int64}(434, 1154), SPU{Int64}(435, 1155), SPU{Int64}(436, 1156), SPU{Int64}(437, 1157), SPU{Int64}(438, 1158), SPU{Int64}(439, 1159), SPU{Int64}(440, 1160), SPU{Int64}(441, 1161), SPU{Int64}(442, 1162), SPU{Int64}(443, 1163), SPU{Int64}(444, 1164), SPU{Int64}(445, 1165), SPU{Int64}(446, 1166), SPU{Int64}(447, 1167), SPU{Int64}(448, 1168), SPU{Int64}(449, 1169), SPU{Int64}(450, 1170), SPU{Int64}(451, 1171), SPU{Int64}(452, 1172), SPU{Int64}(453, 1173), SPU{Int64}(454, 1174), SPU{Int64}(455, 1175), SPU{Int64}(456, 1176), SPU{Int64}(457, 1177), SPU{Int64}(458, 1178), SPU{Int64}(459, 1179), SPU{Int64}(460, 1180), SPU{Int64}(461, 1181), SPU{Int64}(462, 1182), SPU{Int64}(463, 1183), SPU{Int64}(464, 1184), SPU{Int64}(465, 1185), SPU{Int64}(466, 1186), SPU{Int64}(467, 1187), SPU{Int64}(468, 1188), SPU{Int64}(469, 1189), SPU{Int64}(470, 1190), SPU{Int64}(471, 1191), SPU{Int64}(472, 1192), SPU{Int64}(473, 1193), SPU{Int64}(474, 1194), SPU{Int64}(475, 1195), SPU{Int64}(476, 1196), SPU{Int64}(477, 1197), SPU{Int64}(478, 1198), SPU{Int64}(479, 1199), SPU{Int64}(480, 1200), SPU{Int64}(481, 1201), SPU{Int64}(482, 1202), SPU{Int64}(483, 1203), SPU{Int64}(484, 1204), SPU{Int64}(485, 1205), SPU{Int64}(486, 1206), SPU{Int64}(487, 1207), SPU{Int64}(488, 1208), SPU{Int64}(489, 1209), SPU{Int64}(490, 1210), SPU{Int64}(491, 1211), SPU{Int64}(492, 1212), SPU{Int64}(493, 1213), SPU{Int64}(494, 1214), SPU{Int64}(495, 1215), SPU{Int64}(496, 1216), SPU{Int64}(497, 1217), SPU{Int64}(498, 1218), SPU{Int64}(499, 1219), SPU{Int64}(500, 1220), SPU{Int64}(501, 1221), SPU{Int64}(502, 1222), SPU{Int64}(503, 1223), SPU{Int64}(504, 1224), SPU{Int64}(505, 1225), SPU{Int64}(506, 1226), SPU{Int64}(507, 1227), SPU{Int64}(508, 1228), SPU{Int64}(509, 1229), SPU{Int64}(510, 1230), SPU{Int64}(511, 1231), SPU{Int64}(512, 1232), SPU{Int64}(513, 1233), SPU{Int64}(514, 1234), SPU{Int64}(515, 1235), SPU{Int64}(516, 1236), SPU{Int64}(517, 1237), SPU{Int64}(518, 1238), SPU{Int64}(519, 1239), SPU{Int64}(520, 1240), SPU{Int64}(521, 1241), SPU{Int64}(522, 1242), SPU{Int64}(523, 1243), SPU{Int64}(524, 1244), SPU{Int64}(525, 1245), SPU{Int64}(526, 1246), SPU{Int64}(527, 1247), SPU{Int64}(528, 1248), SPU{Int64}(529, 1249), SPU{Int64}(530, 1250), SPU{Int64}(531, 1251), SPU{Int64}(532, 1252), SPU{Int64}(533, 1253), SPU{Int64}(534, 1254), SPU{Int64}(535, 1255), SPU{Int64}(536, 1256), SPU{Int64}(537, 1257), SPU{Int64}(538, 1258), SPU{Int64}(539, 1259), SPU{Int64}(540, 1260), SPU{Int64}(541, 1261), SPU{Int64}(542, 1262), SPU{Int64}(543, 1263), SPU{Int64}(544, 1264), SPU{Int64}(545, 1265), SPU{Int64}(546, 1266), SPU{Int64}(547, 1267), SPU{Int64}(548, 1268), SPU{Int64}(549, 1269), SPU{Int64}(550, 1270), SPU{Int64}(551, 1271), SPU{Int64}(552, 1272), SPU{Int64}(553, 1273), SPU{Int64}(554, 1274), SPU{Int64}(555, 1275), SPU{Int64}(556, 1276), SPU{Int64}(557, 1277), SPU{Int64}(558, 1278), SPU{Int64}(559, 1279), SPU{Int64}(560, 1280), SPU{Int64}(561, 1281), SPU{Int64}(562, 1282), SPU{Int64}(563, 1283), SPU{Int64}(564, 1284), SPU{Int64}(565, 1285), SPU{Int64}(566, 1286), SPU{Int64}(567, 1287), SPU{Int64}(568, 1288), SPU{Int64}(569, 1289), SPU{Int64}(570, 1290), SPU{Int64}(571, 1291), SPU{Int64}(572, 1292), SPU{Int64}(573, 1293), SPU{Int64}(574, 1294), SPU{Int64}(575, 1295), SPU{Int64}(576, 1296), SPU{Int64}(577, 1297), SPU{Int64}(578, 1298), SPU{Int64}(579, 1299), SPU{Int64}(580, 1300), SPU{Int64}(581, 1301), SPU{Int64}(582, 1302), SPU{Int64}(583, 1303), SPU{Int64}(584, 1304), SPU{Int64}(585, 1305), SPU{Int64}(586, 1306), SPU{Int64}(587, 1307), SPU{Int64}(588, 1308), SPU{Int64}(589, 1309), SPU{Int64}(590, 1310), SPU{Int64}(591, 1311), SPU{Int64}(592, 1312), SPU{Int64}(593, 1313), SPU{Int64}(594, 1314), SPU{Int64}(595, 1315), SPU{Int64}(596, 1316), SPU{Int64}(597, 1317), SPU{Int64}(598, 1318), SPU{Int64}(599, 1319), SPU{Int64}(600, 1320), SPU{Int64}(601, 1321), SPU{Int64}(602, 1322), SPU{Int64}(603, 1323), SPU{Int64}(604, 1324), SPU{Int64}(605, 1325), SPU{Int64}(606, 1326), SPU{Int64}(607, 1327), SPU{Int64}(608, 1328), SPU{Int64}(609, 1329), SPU{Int64}(610, 1330), SPU{Int64}(611, 1331), SPU{Int64}(612, 1332), SPU{Int64}(613, 1333), SPU{Int64}(614, 1334), SPU{Int64}(615, 1335), SPU{Int64}(616, 1336), SPU{Int64}(617, 1337), SPU{Int64}(618, 1338), SPU{Int64}(619, 1339), SPU{Int64}(620, 1340), SPU{Int64}(621, 1341), SPU{Int64}(622, 1342), SPU{Int64}(623, 1343), SPU{Int64}(624, 1344), SPU{Int64}(625, 1345), SPU{Int64}(626, 1346), SPU{Int64}(627, 1347), SPU{Int64}(628, 1348), SPU{Int64}(629, 1349), SPU{Int64}(630, 1350), SPU{Int64}(631, 1351), SPU{Int64}(632, 1352), SPU{Int64}(633, 1353), SPU{Int64}(634, 1354), SPU{Int64}(635, 1355), SPU{Int64}(636, 1356), SPU{Int64}(637, 1357), SPU{Int64}(638, 1358), SPU{Int64}(639, 1359), SPU{Int64}(640, 1360), SPU{Int64}(641, 1361), SPU{Int64}(642, 1362), SPU{Int64}(643, 1363), SPU{Int64}(644, 1364), SPU{Int64}(645, 1365), SPU{Int64}(646, 1366), SPU{Int64}(647, 1367), SPU{Int64}(648, 1368), SPU{Int64}(649, 1369), SPU{Int64}(650, 1370), SPU{Int64}(651, 1371), SPU{Int64}(652, 1372), SPU{Int64}(653, 1373), SPU{Int64}(654, 1374), SPU{Int64}(655, 1375), SPU{Int64}(656, 1376), SPU{Int64}(657, 1377), SPU{Int64}(658, 1378), SPU{Int64}(659, 1379), SPU{Int64}(660, 1380), SPU{Int64}(661, 1381), SPU{Int64}(662, 1382), SPU{Int64}(663, 1383), SPU{Int64}(664, 1384), SPU{Int64}(665, 1385), SPU{Int64}(666, 1386), SPU{Int64}(667, 1387), SPU{Int64}(668, 1388), SPU{Int64}(669, 1389), SPU{Int64}(670, 1390), SPU{Int64}(671, 1391), SPU{Int64}(672, 1392), SPU{Int64}(673, 1393), SPU{Int64}(674, 1394), SPU{Int64}(675, 1395), SPU{Int64}(676, 1396), SPU{Int64}(677, 1397), SPU{Int64}(678, 1398), SPU{Int64}(679, 1399), SPU{Int64}(680, 1400), SPU{Int64}(681, 1401), SPU{Int64}(682, 1402), SPU{Int64}(683, 1403), SPU{Int64}(684, 1404), SPU{Int64}(685, 1405), SPU{Int64}(686, 1406), SPU{Int64}(687, 1407), SPU{Int64}(688, 1408), SPU{Int64}(689, 1409), SPU{Int64}(690, 1410), SPU{Int64}(691, 1411), SPU{Int64}(692, 1412), SPU{Int64}(693, 1413), SPU{Int64}(694, 1414), SPU{Int64}(695, 1415), SPU{Int64}(696, 1416), SPU{Int64}(697, 1417), SPU{Int64}(698, 1418), SPU{Int64}(699, 1419), SPU{Int64}(700, 1420), SPU{Int64}(701, 1421), SPU{Int64}(702, 1422), SPU{Int64}(703, 1423), SPU{Int64}(704, 1424), SPU{Int64}(705, 1425), SPU{Int64}(706, 1426), SPU{Int64}(707, 1427), SPU{Int64}(708, 1428), SPU{Int64}(709, 1429), SPU{Int64}(710, 1430), SPU{Int64}(711, 1431), SPU{Int64}(712, 1432), SPU{Int64}(713, 1433), SPU{Int64}(714, 1434), SPU{Int64}(715, 1435), SPU{Int64}(716, 1436), SPU{Int64}(717, 1437), SPU{Int64}(718, 1438), SPU{Int64}(719, 1439), SPU{Int64}(720, 1440)], (cells = [91, 2, 721, 92, 1, 3, 722, 93, 2, 723, 94, 5, 724, 95, 4, 6, 725, 96, 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    #= none:1 =#
    #= none:1 =#
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PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(7, 211, 1), TPFA{Int64}(8, 212, 1), TPFA{Int64}(9, 213, 1), TPFA{Int64}(10, 214, 1), TPFA{Int64}(11, 215, 1), TPFA{Int64}(12, 216, 1), TPFA{Int64}(13, 217, 1), TPFA{Int64}(14, 218, 1), TPFA{Int64}(15, 219, 1), TPFA{Int64}(16, 220, 1), TPFA{Int64}(17, 221, 1), TPFA{Int64}(18, 222, 1), TPFA{Int64}(19, 223, 1), TPFA{Int64}(20, 224, 1), TPFA{Int64}(21, 225, 1), TPFA{Int64}(22, 226, 1), TPFA{Int64}(23, 227, 1), TPFA{Int64}(24, 228, 1), TPFA{Int64}(25, 229, 1), TPFA{Int64}(26, 230, 1), TPFA{Int64}(27, 231, 1), TPFA{Int64}(28, 232, 1), TPFA{Int64}(29, 233, 1), TPFA{Int64}(30, 234, 1), TPFA{Int64}(31, 1, 1), TPFA{Int64}(32, 2, 1), TPFA{Int64}(33, 3, 1), TPFA{Int64}(34, 4, 1), TPFA{Int64}(35, 5, 1), TPFA{Int64}(36, 6, 1), TPFA{Int64}(37, 7, 1), TPFA{Int64}(38, 8, 1), TPFA{Int64}(39, 9, 1), TPFA{Int64}(40, 10, 1), TPFA{Int64}(41, 11, 1), TPFA{Int64}(42, 12, 1), TPFA{Int64}(43, 13, 1), TPFA{Int64}(44, 14, 1), TPFA{Int64}(45, 15, 1), TPFA{Int64}(46, 16, 1), TPFA{Int64}(47, 17, 1), TPFA{Int64}(48, 18, 1), TPFA{Int64}(49, 19, 1), TPFA{Int64}(50, 20, 1), TPFA{Int64}(51, 21, 1), TPFA{Int64}(52, 22, 1), TPFA{Int64}(53, 23, 1), TPFA{Int64}(54, 24, 1), TPFA{Int64}(55, 25, 1), TPFA{Int64}(56, 26, 1), TPFA{Int64}(57, 27, 1), TPFA{Int64}(58, 28, 1), TPFA{Int64}(59, 29, 1), TPFA{Int64}(60, 30, 1), TPFA{Int64}(61, 31, 1), TPFA{Int64}(62, 32, 1), TPFA{Int64}(63, 33, 1), TPFA{Int64}(64, 34, 1), TPFA{Int64}(65, 35, 1), TPFA{Int64}(66, 36, 1), TPFA{Int64}(67, 37, 1), TPFA{Int64}(68, 38, 1), TPFA{Int64}(69, 39, 1), TPFA{Int64}(70, 40, 1), TPFA{Int64}(71, 41, 1), TPFA{Int64}(72, 42, 1), TPFA{Int64}(73, 43, 1), TPFA{Int64}(74, 44, 1), TPFA{Int64}(75, 45, 1), TPFA{Int64}(76, 46, 1), TPFA{Int64}(77, 47, 1), TPFA{Int64}(78, 48, 1), TPFA{Int64}(79, 49, 1), TPFA{Int64}(80, 50, 1), TPFA{Int64}(81, 51, 1), TPFA{Int64}(82, 52, 1), TPFA{Int64}(83, 53, 1), TPFA{Int64}(84, 54, 1), TPFA{Int64}(85, 55, 1), TPFA{Int64}(86, 56, 1), TPFA{Int64}(87, 57, 1), TPFA{Int64}(88, 58, 1), TPFA{Int64}(89, 59, 1), TPFA{Int64}(90, 60, 1), TPFA{Int64}(91, 61, 1), TPFA{Int64}(92, 62, 1), TPFA{Int64}(93, 63, 1), TPFA{Int64}(94, 64, 1), TPFA{Int64}(95, 65, 1), TPFA{Int64}(96, 66, 1), TPFA{Int64}(97, 67, 1), TPFA{Int64}(98, 68, 1), TPFA{Int64}(99, 69, 1), TPFA{Int64}(100, 70, 1), TPFA{Int64}(101, 71, 1), TPFA{Int64}(102, 72, 1), TPFA{Int64}(103, 73, 1), TPFA{Int64}(104, 74, 1), TPFA{Int64}(105, 75, 1), TPFA{Int64}(106, 76, 1), TPFA{Int64}(107, 77, 1), TPFA{Int64}(108, 78, 1), TPFA{Int64}(109, 79, 1), TPFA{Int64}(110, 80, 1), TPFA{Int64}(111, 81, 1), TPFA{Int64}(112, 82, 1), TPFA{Int64}(113, 83, 1), TPFA{Int64}(114, 84, 1), TPFA{Int64}(115, 85, 1), TPFA{Int64}(116, 86, 1), TPFA{Int64}(117, 87, 1), TPFA{Int64}(118, 88, 1), TPFA{Int64}(119, 89, 1), TPFA{Int64}(120, 90, 1), TPFA{Int64}(121, 91, 1), TPFA{Int64}(122, 92, 1), TPFA{Int64}(123, 93, 1), TPFA{Int64}(124, 94, 1), TPFA{Int64}(125, 95, 1), TPFA{Int64}(126, 96, 1), TPFA{Int64}(127, 97, 1), TPFA{Int64}(128, 98, 1), TPFA{Int64}(129, 99, 1), TPFA{Int64}(130, 100, 1), TPFA{Int64}(131, 101, 1), TPFA{Int64}(132, 102, 1), TPFA{Int64}(133, 103, 1), TPFA{Int64}(134, 104, 1), TPFA{Int64}(135, 105, 1), TPFA{Int64}(136, 106, 1), TPFA{Int64}(137, 107, 1), TPFA{Int64}(138, 108, 1), TPFA{Int64}(139, 109, 1), TPFA{Int64}(140, 110, 1), TPFA{Int64}(141, 111, 1), TPFA{Int64}(142, 112, 1), TPFA{Int64}(143, 113, 1), TPFA{Int64}(144, 114, 1), TPFA{Int64}(145, 115, 1), TPFA{Int64}(146, 116, 1), TPFA{Int64}(147, 117, 1), TPFA{Int64}(148, 118, 1), TPFA{Int64}(149, 119, 1), TPFA{Int64}(150, 120, 1), TPFA{Int64}(151, 121, 1), TPFA{Int64}(152, 122, 1), TPFA{Int64}(153, 123, 1), TPFA{Int64}(154, 124, 1), TPFA{Int64}(155, 125, 1), TPFA{Int64}(156, 126, 1), TPFA{Int64}(157, 127, 1), TPFA{Int64}(158, 128, 1), TPFA{Int64}(159, 129, 1), TPFA{Int64}(160, 130, 1), TPFA{Int64}(161, 131, 1), TPFA{Int64}(162, 132, 1), TPFA{Int64}(163, 133, 1), TPFA{Int64}(164, 134, 1), TPFA{Int64}(165, 135, 1), TPFA{Int64}(166, 136, 1), TPFA{Int64}(167, 137, 1), TPFA{Int64}(168, 138, 1), TPFA{Int64}(169, 139, 1), TPFA{Int64}(170, 140, 1), TPFA{Int64}(171, 141, 1), TPFA{Int64}(172, 142, 1), TPFA{Int64}(173, 143, 1), TPFA{Int64}(174, 144, 1), TPFA{Int64}(175, 145, 1), TPFA{Int64}(176, 146, 1), TPFA{Int64}(177, 147, 1), TPFA{Int64}(178, 148, 1), TPFA{Int64}(179, 149, 1), TPFA{Int64}(180, 150, 1), TPFA{Int64}(181, 151, 1), TPFA{Int64}(182, 152, 1), TPFA{Int64}(183, 153, 1), TPFA{Int64}(184, 154, 1), TPFA{Int64}(185, 155, 1), TPFA{Int64}(186, 156, 1), TPFA{Int64}(187, 157, 1), TPFA{Int64}(188, 158, 1), TPFA{Int64}(189, 159, 1), TPFA{Int64}(190, 160, 1), TPFA{Int64}(191, 161, 1), TPFA{Int64}(192, 162, 1), TPFA{Int64}(193, 163, 1), TPFA{Int64}(194, 164, 1), TPFA{Int64}(195, 165, 1), TPFA{Int64}(196, 166, 1), TPFA{Int64}(197, 167, 1), TPFA{Int64}(198, 168, 1), TPFA{Int64}(199, 169, 1), TPFA{Int64}(200, 170, 1), TPFA{Int64}(201, 171, 1), TPFA{Int64}(202, 172, 1), TPFA{Int64}(203, 173, 1), TPFA{Int64}(204, 174, 1), TPFA{Int64}(205, 175, 1), TPFA{Int64}(206, 176, 1), TPFA{Int64}(207, 177, 1), TPFA{Int64}(208, 178, 1), TPFA{Int64}(209, 179, 1), TPFA{Int64}(210, 180, 1), TPFA{Int64}(211, 181, 1), TPFA{Int64}(212, 182, 1), TPFA{Int64}(213, 183, 1), TPFA{Int64}(214, 184, 1), TPFA{Int64}(215, 185, 1), TPFA{Int64}(216, 186, 1), TPFA{Int64}(217, 187, 1), TPFA{Int64}(218, 188, 1), TPFA{Int64}(219, 189, 1), TPFA{Int64}(220, 190, 1), TPFA{Int64}(221, 191, 1), TPFA{Int64}(222, 192, 1), TPFA{Int64}(223, 193, 1), TPFA{Int64}(224, 194, 1), TPFA{Int64}(225, 195, 1), TPFA{Int64}(226, 196, 1), TPFA{Int64}(227, 197, 1), TPFA{Int64}(228, 198, 1), TPFA{Int64}(229, 199, 1), TPFA{Int64}(230, 200, 1), TPFA{Int64}(231, 201, 1), TPFA{Int64}(232, 202, 1), TPFA{Int64}(233, 203, 1), TPFA{Int64}(234, 204, 1), TPFA{Int64}(235, 205, 1), TPFA{Int64}(236, 206, 1), TPFA{Int64}(237, 207, 1), TPFA{Int64}(238, 208, 1), TPFA{Int64}(239, 209, 1), TPFA{Int64}(240, 210, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(247, 451, 1), TPFA{Int64}(248, 452, 1), TPFA{Int64}(249, 453, 1), TPFA{Int64}(250, 454, 1), TPFA{Int64}(251, 455, 1), TPFA{Int64}(252, 456, 1), TPFA{Int64}(253, 457, 1), TPFA{Int64}(254, 458, 1), TPFA{Int64}(255, 459, 1), TPFA{Int64}(256, 460, 1), TPFA{Int64}(257, 461, 1), TPFA{Int64}(258, 462, 1), TPFA{Int64}(259, 463, 1), TPFA{Int64}(260, 464, 1), TPFA{Int64}(261, 465, 1), TPFA{Int64}(262, 466, 1), TPFA{Int64}(263, 467, 1), TPFA{Int64}(264, 468, 1), TPFA{Int64}(265, 469, 1), TPFA{Int64}(266, 470, 1), TPFA{Int64}(267, 471, 1), TPFA{Int64}(268, 472, 1), TPFA{Int64}(269, 473, 1), TPFA{Int64}(270, 474, 1), TPFA{Int64}(271, 241, 1), TPFA{Int64}(272, 242, 1), TPFA{Int64}(273, 243, 1), TPFA{Int64}(274, 244, 1), TPFA{Int64}(275, 245, 1), TPFA{Int64}(276, 246, 1), TPFA{Int64}(277, 247, 1), TPFA{Int64}(278, 248, 1), TPFA{Int64}(279, 249, 1), TPFA{Int64}(280, 250, 1), TPFA{Int64}(281, 251, 1), TPFA{Int64}(282, 252, 1), TPFA{Int64}(283, 253, 1), TPFA{Int64}(284, 254, 1), TPFA{Int64}(285, 255, 1), TPFA{Int64}(286, 256, 1), TPFA{Int64}(287, 257, 1), TPFA{Int64}(288, 258, 1), TPFA{Int64}(289, 259, 1), TPFA{Int64}(290, 260, 1), TPFA{Int64}(291, 261, 1), TPFA{Int64}(292, 262, 1), TPFA{Int64}(293, 263, 1), TPFA{Int64}(294, 264, 1), TPFA{Int64}(295, 265, 1), TPFA{Int64}(296, 266, 1), TPFA{Int64}(297, 267, 1), TPFA{Int64}(298, 268, 1), TPFA{Int64}(299, 269, 1), TPFA{Int64}(300, 270, 1), TPFA{Int64}(301, 271, 1), TPFA{Int64}(302, 272, 1), TPFA{Int64}(303, 273, 1), TPFA{Int64}(304, 274, 1), TPFA{Int64}(305, 275, 1), TPFA{Int64}(306, 276, 1), TPFA{Int64}(307, 277, 1), TPFA{Int64}(308, 278, 1), TPFA{Int64}(309, 279, 1), TPFA{Int64}(310, 280, 1), TPFA{Int64}(311, 281, 1), TPFA{Int64}(312, 282, 1), TPFA{Int64}(313, 283, 1), TPFA{Int64}(314, 284, 1), TPFA{Int64}(315, 285, 1), TPFA{Int64}(316, 286, 1), TPFA{Int64}(317, 287, 1), TPFA{Int64}(318, 288, 1), TPFA{Int64}(319, 289, 1), TPFA{Int64}(320, 290, 1), TPFA{Int64}(321, 291, 1), TPFA{Int64}(322, 292, 1), TPFA{Int64}(323, 293, 1), TPFA{Int64}(324, 294, 1), TPFA{Int64}(325, 295, 1), TPFA{Int64}(326, 296, 1), TPFA{Int64}(327, 297, 1), TPFA{Int64}(328, 298, 1), TPFA{Int64}(329, 299, 1), TPFA{Int64}(330, 300, 1), TPFA{Int64}(331, 301, 1), TPFA{Int64}(332, 302, 1), TPFA{Int64}(333, 303, 1), TPFA{Int64}(334, 304, 1), TPFA{Int64}(335, 305, 1), TPFA{Int64}(336, 306, 1), TPFA{Int64}(337, 307, 1), TPFA{Int64}(338, 308, 1), TPFA{Int64}(339, 309, 1), TPFA{Int64}(340, 310, 1), TPFA{Int64}(341, 311, 1), TPFA{Int64}(342, 312, 1), TPFA{Int64}(343, 313, 1), TPFA{Int64}(344, 314, 1), TPFA{Int64}(345, 315, 1), TPFA{Int64}(346, 316, 1), TPFA{Int64}(347, 317, 1), TPFA{Int64}(348, 318, 1), TPFA{Int64}(349, 319, 1), TPFA{Int64}(350, 320, 1), TPFA{Int64}(351, 321, 1), TPFA{Int64}(352, 322, 1), TPFA{Int64}(353, 323, 1), TPFA{Int64}(354, 324, 1), TPFA{Int64}(355, 325, 1), TPFA{Int64}(356, 326, 1), TPFA{Int64}(357, 327, 1), TPFA{Int64}(358, 328, 1), TPFA{Int64}(359, 329, 1), TPFA{Int64}(360, 330, 1), TPFA{Int64}(361, 331, 1), TPFA{Int64}(362, 332, 1), TPFA{Int64}(363, 333, 1), TPFA{Int64}(364, 334, 1), TPFA{Int64}(365, 335, 1), TPFA{Int64}(366, 336, 1), TPFA{Int64}(367, 337, 1), TPFA{Int64}(368, 338, 1), TPFA{Int64}(369, 339, 1), TPFA{Int64}(370, 340, 1), TPFA{Int64}(371, 341, 1), TPFA{Int64}(372, 342, 1), TPFA{Int64}(373, 343, 1), TPFA{Int64}(374, 344, 1), TPFA{Int64}(375, 345, 1), TPFA{Int64}(376, 346, 1), TPFA{Int64}(377, 347, 1), TPFA{Int64}(378, 348, 1), TPFA{Int64}(379, 349, 1), TPFA{Int64}(380, 350, 1), TPFA{Int64}(381, 351, 1), TPFA{Int64}(382, 352, 1), TPFA{Int64}(383, 353, 1), TPFA{Int64}(384, 354, 1), TPFA{Int64}(385, 355, 1), TPFA{Int64}(386, 356, 1), TPFA{Int64}(387, 357, 1), TPFA{Int64}(388, 358, 1), TPFA{Int64}(389, 359, 1), TPFA{Int64}(390, 360, 1), TPFA{Int64}(391, 361, 1), TPFA{Int64}(392, 362, 1), TPFA{Int64}(393, 363, 1), TPFA{Int64}(394, 364, 1), TPFA{Int64}(395, 365, 1), TPFA{Int64}(396, 366, 1), TPFA{Int64}(397, 367, 1), TPFA{Int64}(398, 368, 1), TPFA{Int64}(399, 369, 1), TPFA{Int64}(400, 370, 1), TPFA{Int64}(401, 371, 1), TPFA{Int64}(402, 372, 1), TPFA{Int64}(403, 373, 1), TPFA{Int64}(404, 374, 1), TPFA{Int64}(405, 375, 1), TPFA{Int64}(406, 376, 1), TPFA{Int64}(407, 377, 1), TPFA{Int64}(408, 378, 1), TPFA{Int64}(409, 379, 1), TPFA{Int64}(410, 380, 1), TPFA{Int64}(411, 381, 1), TPFA{Int64}(412, 382, 1), TPFA{Int64}(413, 383, 1), TPFA{Int64}(414, 384, 1), TPFA{Int64}(415, 385, 1), TPFA{Int64}(416, 386, 1), TPFA{Int64}(417, 387, 1), TPFA{Int64}(418, 388, 1), TPFA{Int64}(419, 389, 1), TPFA{Int64}(420, 390, 1), TPFA{Int64}(421, 391, 1), TPFA{Int64}(422, 392, 1), TPFA{Int64}(423, 393, 1), TPFA{Int64}(424, 394, 1), TPFA{Int64}(425, 395, 1), TPFA{Int64}(426, 396, 1), TPFA{Int64}(427, 397, 1), TPFA{Int64}(428, 398, 1), TPFA{Int64}(429, 399, 1), TPFA{Int64}(430, 400, 1), TPFA{Int64}(431, 401, 1), TPFA{Int64}(432, 402, 1), TPFA{Int64}(433, 403, 1), TPFA{Int64}(434, 404, 1), TPFA{Int64}(435, 405, 1), TPFA{Int64}(436, 406, 1), TPFA{Int64}(437, 407, 1), TPFA{Int64}(438, 408, 1), TPFA{Int64}(439, 409, 1), TPFA{Int64}(440, 410, 1), TPFA{Int64}(441, 411, 1), TPFA{Int64}(442, 412, 1), TPFA{Int64}(443, 413, 1), TPFA{Int64}(444, 414, 1), TPFA{Int64}(445, 415, 1), TPFA{Int64}(446, 416, 1), TPFA{Int64}(447, 417, 1), TPFA{Int64}(448, 418, 1), TPFA{Int64}(449, 419, 1), TPFA{Int64}(450, 420, 1), TPFA{Int64}(451, 421, 1), TPFA{Int64}(452, 422, 1), TPFA{Int64}(453, 423, 1), TPFA{Int64}(454, 424, 1), TPFA{Int64}(455, 425, 1), TPFA{Int64}(456, 426, 1), TPFA{Int64}(457, 427, 1), TPFA{Int64}(458, 428, 1), TPFA{Int64}(459, 429, 1), TPFA{Int64}(460, 430, 1), TPFA{Int64}(461, 431, 1), TPFA{Int64}(462, 432, 1), TPFA{Int64}(463, 433, 1), TPFA{Int64}(464, 434, 1), TPFA{Int64}(465, 435, 1), TPFA{Int64}(466, 436, 1), TPFA{Int64}(467, 437, 1), TPFA{Int64}(468, 438, 1), TPFA{Int64}(469, 439, 1), TPFA{Int64}(470, 440, 1), TPFA{Int64}(471, 441, 1), TPFA{Int64}(472, 442, 1), TPFA{Int64}(473, 443, 1), TPFA{Int64}(474, 444, 1), TPFA{Int64}(475, 445, 1), TPFA{Int64}(476, 446, 1), TPFA{Int64}(477, 447, 1), TPFA{Int64}(478, 448, 1), TPFA{Int64}(479, 449, 1), TPFA{Int64}(480, 450, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(1, 241, 1), TPFA{Int64}(2, 242, 1), TPFA{Int64}(3, 243, 1), TPFA{Int64}(4, 244, 1), TPFA{Int64}(5, 245, 1), TPFA{Int64}(6, 246, 1), TPFA{Int64}(7, 247, 1), TPFA{Int64}(8, 248, 1), TPFA{Int64}(9, 249, 1), TPFA{Int64}(10, 250, 1), TPFA{Int64}(11, 251, 1), TPFA{Int64}(12, 252, 1), TPFA{Int64}(13, 253, 1), TPFA{Int64}(14, 254, 1), TPFA{Int64}(15, 255, 1), TPFA{Int64}(16, 256, 1), TPFA{Int64}(17, 257, 1), TPFA{Int64}(18, 258, 1), TPFA{Int64}(19, 259, 1), TPFA{Int64}(20, 260, 1), TPFA{Int64}(21, 261, 1), TPFA{Int64}(22, 262, 1), TPFA{Int64}(23, 263, 1), TPFA{Int64}(24, 264, 1), TPFA{Int64}(25, 265, 1), TPFA{Int64}(26, 266, 1), TPFA{Int64}(27, 267, 1), TPFA{Int64}(28, 268, 1), TPFA{Int64}(29, 269, 1), TPFA{Int64}(30, 270, 1), TPFA{Int64}(31, 271, 1), TPFA{Int64}(32, 272, 1), TPFA{Int64}(33, 273, 1), TPFA{Int64}(34, 274, 1), TPFA{Int64}(35, 275, 1), TPFA{Int64}(36, 276, 1), TPFA{Int64}(37, 277, 1), TPFA{Int64}(38, 278, 1), TPFA{Int64}(39, 279, 1), TPFA{Int64}(40, 280, 1), TPFA{Int64}(41, 281, 1), TPFA{Int64}(42, 282, 1), TPFA{Int64}(43, 283, 1), TPFA{Int64}(44, 284, 1), TPFA{Int64}(45, 285, 1), TPFA{Int64}(46, 286, 1), TPFA{Int64}(47, 287, 1), TPFA{Int64}(48, 288, 1), TPFA{Int64}(49, 289, 1), TPFA{Int64}(50, 290, 1), TPFA{Int64}(51, 291, 1), TPFA{Int64}(52, 292, 1), TPFA{Int64}(53, 293, 1), TPFA{Int64}(54, 294, 1), TPFA{Int64}(55, 295, 1), TPFA{Int64}(56, 296, 1), TPFA{Int64}(57, 297, 1), TPFA{Int64}(58, 298, 1), TPFA{Int64}(59, 299, 1), TPFA{Int64}(60, 300, 1), TPFA{Int64}(61, 301, 1), TPFA{Int64}(62, 302, 1), TPFA{Int64}(63, 303, 1), TPFA{Int64}(64, 304, 1), TPFA{Int64}(65, 305, 1), TPFA{Int64}(66, 306, 1), TPFA{Int64}(67, 307, 1), TPFA{Int64}(68, 308, 1), TPFA{Int64}(69, 309, 1), TPFA{Int64}(70, 310, 1), TPFA{Int64}(71, 311, 1), TPFA{Int64}(72, 312, 1), TPFA{Int64}(73, 313, 1), TPFA{Int64}(74, 314, 1), TPFA{Int64}(75, 315, 1), TPFA{Int64}(76, 316, 1), TPFA{Int64}(77, 317, 1), TPFA{Int64}(78, 318, 1), TPFA{Int64}(79, 319, 1), TPFA{Int64}(80, 320, 1), TPFA{Int64}(81, 321, 1), TPFA{Int64}(82, 322, 1), TPFA{Int64}(83, 323, 1), TPFA{Int64}(84, 324, 1), TPFA{Int64}(85, 325, 1), TPFA{Int64}(86, 326, 1), TPFA{Int64}(87, 327, 1), TPFA{Int64}(88, 328, 1), TPFA{Int64}(89, 329, 1), TPFA{Int64}(90, 330, 1), TPFA{Int64}(91, 331, 1), TPFA{Int64}(92, 332, 1), TPFA{Int64}(93, 333, 1), TPFA{Int64}(94, 334, 1), TPFA{Int64}(95, 335, 1), TPFA{Int64}(96, 336, 1), TPFA{Int64}(97, 337, 1), TPFA{Int64}(98, 338, 1), TPFA{Int64}(99, 339, 1), TPFA{Int64}(100, 340, 1), TPFA{Int64}(101, 341, 1), TPFA{Int64}(102, 342, 1), TPFA{Int64}(103, 343, 1), TPFA{Int64}(104, 344, 1), TPFA{Int64}(105, 345, 1), TPFA{Int64}(106, 346, 1), TPFA{Int64}(107, 347, 1), TPFA{Int64}(108, 348, 1), TPFA{Int64}(109, 349, 1), TPFA{Int64}(110, 350, 1), TPFA{Int64}(111, 351, 1), TPFA{Int64}(112, 352, 1), TPFA{Int64}(113, 353, 1), TPFA{Int64}(114, 354, 1), TPFA{Int64}(115, 355, 1), TPFA{Int64}(116, 356, 1), TPFA{Int64}(117, 357, 1), TPFA{Int64}(118, 358, 1), TPFA{Int64}(119, 359, 1), TPFA{Int64}(120, 360, 1), TPFA{Int64}(121, 361, 1), TPFA{Int64}(122, 362, 1), TPFA{Int64}(123, 363, 1), TPFA{Int64}(124, 364, 1), TPFA{Int64}(125, 365, 1), TPFA{Int64}(126, 366, 1), TPFA{Int64}(127, 367, 1), TPFA{Int64}(128, 368, 1), TPFA{Int64}(129, 369, 1), TPFA{Int64}(130, 370, 1), TPFA{Int64}(131, 371, 1), TPFA{Int64}(132, 372, 1), TPFA{Int64}(133, 373, 1), TPFA{Int64}(134, 374, 1), TPFA{Int64}(135, 375, 1), TPFA{Int64}(136, 376, 1), TPFA{Int64}(137, 377, 1), TPFA{Int64}(138, 378, 1), TPFA{Int64}(139, 379, 1), TPFA{Int64}(140, 380, 1), TPFA{Int64}(141, 381, 1), TPFA{Int64}(142, 382, 1), TPFA{Int64}(143, 383, 1), TPFA{Int64}(144, 384, 1), TPFA{Int64}(145, 385, 1), TPFA{Int64}(146, 386, 1), TPFA{Int64}(147, 387, 1), TPFA{Int64}(148, 388, 1), TPFA{Int64}(149, 389, 1), TPFA{Int64}(150, 390, 1), TPFA{Int64}(151, 391, 1), TPFA{Int64}(152, 392, 1), TPFA{Int64}(153, 393, 1), TPFA{Int64}(154, 394, 1), TPFA{Int64}(155, 395, 1), TPFA{Int64}(156, 396, 1), TPFA{Int64}(157, 397, 1), TPFA{Int64}(158, 398, 1), TPFA{Int64}(159, 399, 1), TPFA{Int64}(160, 400, 1), TPFA{Int64}(161, 401, 1), TPFA{Int64}(162, 402, 1), TPFA{Int64}(163, 403, 1), TPFA{Int64}(164, 404, 1), TPFA{Int64}(165, 405, 1), TPFA{Int64}(166, 406, 1), TPFA{Int64}(167, 407, 1), TPFA{Int64}(168, 408, 1), TPFA{Int64}(169, 409, 1), TPFA{Int64}(170, 410, 1), TPFA{Int64}(171, 411, 1), TPFA{Int64}(172, 412, 1), TPFA{Int64}(173, 413, 1), TPFA{Int64}(174, 414, 1), TPFA{Int64}(175, 415, 1), TPFA{Int64}(176, 416, 1), TPFA{Int64}(177, 417, 1), TPFA{Int64}(178, 418, 1), TPFA{Int64}(179, 419, 1), TPFA{Int64}(180, 420, 1), TPFA{Int64}(181, 421, 1), TPFA{Int64}(182, 422, 1), TPFA{Int64}(183, 423, 1), TPFA{Int64}(184, 424, 1), TPFA{Int64}(185, 425, 1), TPFA{Int64}(186, 426, 1), TPFA{Int64}(187, 427, 1), TPFA{Int64}(188, 428, 1), TPFA{Int64}(189, 429, 1), TPFA{Int64}(190, 430, 1), TPFA{Int64}(191, 431, 1), TPFA{Int64}(192, 432, 1), TPFA{Int64}(193, 433, 1), TPFA{Int64}(194, 434, 1), TPFA{Int64}(195, 435, 1), TPFA{Int64}(196, 436, 1), TPFA{Int64}(197, 437, 1), TPFA{Int64}(198, 438, 1), TPFA{Int64}(199, 439, 1), TPFA{Int64}(200, 440, 1), TPFA{Int64}(201, 441, 1), TPFA{Int64}(202, 442, 1), TPFA{Int64}(203, 443, 1), TPFA{Int64}(204, 444, 1), TPFA{Int64}(205, 445, 1), TPFA{Int64}(206, 446, 1), TPFA{Int64}(207, 447, 1), TPFA{Int64}(208, 448, 1), TPFA{Int64}(209, 449, 1), TPFA{Int64}(210, 450, 1), TPFA{Int64}(211, 451, 1), TPFA{Int64}(212, 452, 1), TPFA{Int64}(213, 453, 1), TPFA{Int64}(214, 454, 1), TPFA{Int64}(215, 455, 1), TPFA{Int64}(216, 456, 1), TPFA{Int64}(217, 457, 1), TPFA{Int64}(218, 458, 1), TPFA{Int64}(219, 459, 1), TPFA{Int64}(220, 460, 1), TPFA{Int64}(221, 461, 1), TPFA{Int64}(222, 462, 1), TPFA{Int64}(223, 463, 1), TPFA{Int64}(224, 464, 1), TPFA{Int64}(225, 465, 1), TPFA{Int64}(226, 466, 1), TPFA{Int64}(227, 467, 1), TPFA{Int64}(228, 468, 1), TPFA{Int64}(229, 469, 1), TPFA{Int64}(230, 470, 1), TPFA{Int64}(231, 471, 1), TPFA{Int64}(232, 472, 1), TPFA{Int64}(233, 473, 1), TPFA{Int64}(234, 474, 1), TPFA{Int64}(235, 475, 1), TPFA{Int64}(236, 476, 1), TPFA{Int64}(237, 477, 1), TPFA{Int64}(238, 478, 1), TPFA{Int64}(239, 479, 1), TPFA{Int64}(240, 480, 1)], SPU{Int64}[SPU{Int64}(7, 211), SPU{Int64}(8, 212), SPU{Int64}(9, 213), SPU{Int64}(10, 214), SPU{Int64}(11, 215), SPU{Int64}(12, 216), SPU{Int64}(13, 217), SPU{Int64}(14, 218), SPU{Int64}(15, 219), SPU{Int64}(16, 220), SPU{Int64}(17, 221), SPU{Int64}(18, 222), SPU{Int64}(19, 223), SPU{Int64}(20, 224), SPU{Int64}(21, 225), SPU{Int64}(22, 226), SPU{Int64}(23, 227), SPU{Int64}(24, 228), SPU{Int64}(25, 229), SPU{Int64}(26, 230), SPU{Int64}(27, 231), SPU{Int64}(28, 232), SPU{Int64}(29, 233), SPU{Int64}(30, 234), SPU{Int64}(31, 1), SPU{Int64}(32, 2), SPU{Int64}(33, 3), SPU{Int64}(34, 4), SPU{Int64}(35, 5), SPU{Int64}(36, 6), SPU{Int64}(37, 7), SPU{Int64}(38, 8), SPU{Int64}(39, 9), SPU{Int64}(40, 10), SPU{Int64}(41, 11), SPU{Int64}(42, 12), SPU{Int64}(43, 13), SPU{Int64}(44, 14), SPU{Int64}(45, 15), SPU{Int64}(46, 16), SPU{Int64}(47, 17), SPU{Int64}(48, 18), SPU{Int64}(49, 19), SPU{Int64}(50, 20), SPU{Int64}(51, 21), SPU{Int64}(52, 22), SPU{Int64}(53, 23), SPU{Int64}(54, 24), SPU{Int64}(55, 25), SPU{Int64}(56, 26), SPU{Int64}(57, 27), SPU{Int64}(58, 28), SPU{Int64}(59, 29), SPU{Int64}(60, 30), SPU{Int64}(61, 31), SPU{Int64}(62, 32), SPU{Int64}(63, 33), SPU{Int64}(64, 34), SPU{Int64}(65, 35), SPU{Int64}(66, 36), SPU{Int64}(67, 37), SPU{Int64}(68, 38), SPU{Int64}(69, 39), SPU{Int64}(70, 40), SPU{Int64}(71, 41), SPU{Int64}(72, 42), SPU{Int64}(73, 43), SPU{Int64}(74, 44), SPU{Int64}(75, 45), SPU{Int64}(76, 46), SPU{Int64}(77, 47), SPU{Int64}(78, 48), SPU{Int64}(79, 49), SPU{Int64}(80, 50), SPU{Int64}(81, 51), SPU{Int64}(82, 52), SPU{Int64}(83, 53), SPU{Int64}(84, 54), SPU{Int64}(85, 55), SPU{Int64}(86, 56), SPU{Int64}(87, 57), SPU{Int64}(88, 58), SPU{Int64}(89, 59), SPU{Int64}(90, 60), SPU{Int64}(91, 61), SPU{Int64}(92, 62), SPU{Int64}(93, 63), SPU{Int64}(94, 64), SPU{Int64}(95, 65), SPU{Int64}(96, 66), SPU{Int64}(97, 67), SPU{Int64}(98, 68), SPU{Int64}(99, 69), SPU{Int64}(100, 70), SPU{Int64}(101, 71), SPU{Int64}(102, 72), SPU{Int64}(103, 73), SPU{Int64}(104, 74), SPU{Int64}(105, 75), SPU{Int64}(106, 76), SPU{Int64}(107, 77), SPU{Int64}(108, 78), SPU{Int64}(109, 79), SPU{Int64}(110, 80), SPU{Int64}(111, 81), SPU{Int64}(112, 82), SPU{Int64}(113, 83), SPU{Int64}(114, 84), SPU{Int64}(115, 85), SPU{Int64}(116, 86), SPU{Int64}(117, 87), SPU{Int64}(118, 88), SPU{Int64}(119, 89), SPU{Int64}(120, 90), SPU{Int64}(121, 91), SPU{Int64}(122, 92), SPU{Int64}(123, 93), SPU{Int64}(124, 94), SPU{Int64}(125, 95), SPU{Int64}(126, 96), SPU{Int64}(127, 97), SPU{Int64}(128, 98), SPU{Int64}(129, 99), SPU{Int64}(130, 100), SPU{Int64}(131, 101), SPU{Int64}(132, 102), SPU{Int64}(133, 103), SPU{Int64}(134, 104), SPU{Int64}(135, 105), SPU{Int64}(136, 106), SPU{Int64}(137, 107), SPU{Int64}(138, 108), SPU{Int64}(139, 109), SPU{Int64}(140, 110), SPU{Int64}(141, 111), SPU{Int64}(142, 112), SPU{Int64}(143, 113), SPU{Int64}(144, 114), SPU{Int64}(145, 115), SPU{Int64}(146, 116), SPU{Int64}(147, 117), SPU{Int64}(148, 118), SPU{Int64}(149, 119), SPU{Int64}(150, 120), SPU{Int64}(151, 121), SPU{Int64}(152, 122), SPU{Int64}(153, 123), SPU{Int64}(154, 124), SPU{Int64}(155, 125), SPU{Int64}(156, 126), SPU{Int64}(157, 127), SPU{Int64}(158, 128), SPU{Int64}(159, 129), SPU{Int64}(160, 130), SPU{Int64}(161, 131), SPU{Int64}(162, 132), SPU{Int64}(163, 133), SPU{Int64}(164, 134), SPU{Int64}(165, 135), SPU{Int64}(166, 136), SPU{Int64}(167, 137), SPU{Int64}(168, 138), SPU{Int64}(169, 139), SPU{Int64}(170, 140), SPU{Int64}(171, 141), SPU{Int64}(172, 142), SPU{Int64}(173, 143), SPU{Int64}(174, 144), SPU{Int64}(175, 145), SPU{Int64}(176, 146), SPU{Int64}(177, 147), SPU{Int64}(178, 148), SPU{Int64}(179, 149), SPU{Int64}(180, 150), SPU{Int64}(181, 151), SPU{Int64}(182, 152), SPU{Int64}(183, 153), SPU{Int64}(184, 154), SPU{Int64}(185, 155), SPU{Int64}(186, 156), SPU{Int64}(187, 157), SPU{Int64}(188, 158), SPU{Int64}(189, 159), SPU{Int64}(190, 160), SPU{Int64}(191, 161), SPU{Int64}(192, 162), SPU{Int64}(193, 163), SPU{Int64}(194, 164), SPU{Int64}(195, 165), SPU{Int64}(196, 166), SPU{Int64}(197, 167), SPU{Int64}(198, 168), SPU{Int64}(199, 169), SPU{Int64}(200, 170), SPU{Int64}(201, 171), 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SPU{Int64}(49, 289), SPU{Int64}(50, 290), SPU{Int64}(51, 291), SPU{Int64}(52, 292), SPU{Int64}(53, 293), SPU{Int64}(54, 294), SPU{Int64}(55, 295), SPU{Int64}(56, 296), SPU{Int64}(57, 297), SPU{Int64}(58, 298), SPU{Int64}(59, 299), SPU{Int64}(60, 300), SPU{Int64}(61, 301), SPU{Int64}(62, 302), SPU{Int64}(63, 303), SPU{Int64}(64, 304), SPU{Int64}(65, 305), SPU{Int64}(66, 306), SPU{Int64}(67, 307), SPU{Int64}(68, 308), SPU{Int64}(69, 309), SPU{Int64}(70, 310), SPU{Int64}(71, 311), SPU{Int64}(72, 312), SPU{Int64}(73, 313), SPU{Int64}(74, 314), SPU{Int64}(75, 315), SPU{Int64}(76, 316), SPU{Int64}(77, 317), SPU{Int64}(78, 318), SPU{Int64}(79, 319), SPU{Int64}(80, 320), SPU{Int64}(81, 321), SPU{Int64}(82, 322), SPU{Int64}(83, 323), SPU{Int64}(84, 324), SPU{Int64}(85, 325), SPU{Int64}(86, 326), SPU{Int64}(87, 327), SPU{Int64}(88, 328), SPU{Int64}(89, 329), SPU{Int64}(90, 330), SPU{Int64}(91, 331), SPU{Int64}(92, 332), SPU{Int64}(93, 333), SPU{Int64}(94, 334), SPU{Int64}(95, 335), SPU{Int64}(96, 336), SPU{Int64}(97, 337), SPU{Int64}(98, 338), SPU{Int64}(99, 339), SPU{Int64}(100, 340), SPU{Int64}(101, 341), SPU{Int64}(102, 342), SPU{Int64}(103, 343), SPU{Int64}(104, 344), SPU{Int64}(105, 345), SPU{Int64}(106, 346), SPU{Int64}(107, 347), SPU{Int64}(108, 348), SPU{Int64}(109, 349), SPU{Int64}(110, 350), SPU{Int64}(111, 351), SPU{Int64}(112, 352), SPU{Int64}(113, 353), SPU{Int64}(114, 354), SPU{Int64}(115, 355), SPU{Int64}(116, 356), SPU{Int64}(117, 357), SPU{Int64}(118, 358), SPU{Int64}(119, 359), SPU{Int64}(120, 360), SPU{Int64}(121, 361), SPU{Int64}(122, 362), SPU{Int64}(123, 363), SPU{Int64}(124, 364), SPU{Int64}(125, 365), SPU{Int64}(126, 366), SPU{Int64}(127, 367), SPU{Int64}(128, 368), SPU{Int64}(129, 369), SPU{Int64}(130, 370), SPU{Int64}(131, 371), SPU{Int64}(132, 372), SPU{Int64}(133, 373), SPU{Int64}(134, 374), SPU{Int64}(135, 375), SPU{Int64}(136, 376), SPU{Int64}(137, 377), SPU{Int64}(138, 378), SPU{Int64}(139, 379), SPU{Int64}(140, 380), SPU{Int64}(141, 381), SPU{Int64}(142, 382), SPU{Int64}(143, 383), SPU{Int64}(144, 384), SPU{Int64}(145, 385), SPU{Int64}(146, 386), SPU{Int64}(147, 387), SPU{Int64}(148, 388), SPU{Int64}(149, 389), SPU{Int64}(150, 390), SPU{Int64}(151, 391), SPU{Int64}(152, 392), SPU{Int64}(153, 393), SPU{Int64}(154, 394), SPU{Int64}(155, 395), SPU{Int64}(156, 396), SPU{Int64}(157, 397), SPU{Int64}(158, 398), SPU{Int64}(159, 399), SPU{Int64}(160, 400), SPU{Int64}(161, 401), SPU{Int64}(162, 402), SPU{Int64}(163, 403), SPU{Int64}(164, 404), SPU{Int64}(165, 405), SPU{Int64}(166, 406), SPU{Int64}(167, 407), SPU{Int64}(168, 408), SPU{Int64}(169, 409), SPU{Int64}(170, 410), SPU{Int64}(171, 411), SPU{Int64}(172, 412), SPU{Int64}(173, 413), SPU{Int64}(174, 414), SPU{Int64}(175, 415), SPU{Int64}(176, 416), SPU{Int64}(177, 417), SPU{Int64}(178, 418), SPU{Int64}(179, 419), SPU{Int64}(180, 420), SPU{Int64}(181, 421), SPU{Int64}(182, 422), SPU{Int64}(183, 423), SPU{Int64}(184, 424), SPU{Int64}(185, 425), 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Any}(:ECTransmissibilities => BattMo.ECTransmissibilities(), :Volume => BattMo.Volume(), :Conductivity => BattMo.Conductivity()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => ConservationLaw{:Charge, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(4, 106, 1), TPFA{Int64}(5, 107, 1), TPFA{Int64}(6, 108, 1), TPFA{Int64}(7, 109, 1), TPFA{Int64}(8, 110, 1), TPFA{Int64}(9, 111, 1), TPFA{Int64}(10, 112, 1), TPFA{Int64}(11, 113, 1), TPFA{Int64}(12, 114, 1), TPFA{Int64}(13, 115, 1), TPFA{Int64}(14, 116, 1), TPFA{Int64}(15, 117, 1), TPFA{Int64}(16, 1, 1), TPFA{Int64}(17, 2, 1), TPFA{Int64}(18, 3, 1), TPFA{Int64}(19, 4, 1), 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TPFA{Int64}(147, 132, 1), TPFA{Int64}(148, 133, 1), TPFA{Int64}(149, 134, 1), TPFA{Int64}(150, 135, 1), TPFA{Int64}(151, 136, 1), TPFA{Int64}(152, 137, 1), TPFA{Int64}(153, 138, 1), TPFA{Int64}(154, 139, 1), TPFA{Int64}(155, 140, 1), TPFA{Int64}(156, 141, 1), TPFA{Int64}(157, 142, 1), TPFA{Int64}(158, 143, 1), TPFA{Int64}(159, 144, 1), TPFA{Int64}(160, 145, 1), TPFA{Int64}(161, 146, 1), TPFA{Int64}(162, 147, 1), TPFA{Int64}(163, 148, 1), TPFA{Int64}(164, 149, 1), TPFA{Int64}(165, 150, 1), TPFA{Int64}(166, 151, 1), TPFA{Int64}(167, 152, 1), TPFA{Int64}(168, 153, 1), TPFA{Int64}(169, 154, 1), TPFA{Int64}(170, 155, 1), TPFA{Int64}(171, 156, 1), TPFA{Int64}(172, 157, 1), TPFA{Int64}(173, 158, 1), TPFA{Int64}(174, 159, 1), TPFA{Int64}(175, 160, 1), TPFA{Int64}(176, 161, 1), TPFA{Int64}(177, 162, 1), TPFA{Int64}(178, 163, 1), TPFA{Int64}(179, 164, 1), TPFA{Int64}(180, 165, 1), TPFA{Int64}(181, 166, 1), TPFA{Int64}(182, 167, 1), TPFA{Int64}(183, 168, 1), TPFA{Int64}(184, 169, 1), TPFA{Int64}(185, 170, 1), TPFA{Int64}(186, 171, 1), TPFA{Int64}(187, 172, 1), TPFA{Int64}(188, 173, 1), TPFA{Int64}(189, 174, 1), TPFA{Int64}(190, 175, 1), TPFA{Int64}(191, 176, 1), TPFA{Int64}(192, 177, 1), TPFA{Int64}(193, 178, 1), TPFA{Int64}(194, 179, 1), TPFA{Int64}(195, 180, 1), TPFA{Int64}(196, 181, 1), TPFA{Int64}(197, 182, 1), TPFA{Int64}(198, 183, 1), TPFA{Int64}(199, 184, 1), TPFA{Int64}(200, 185, 1), TPFA{Int64}(201, 186, 1), TPFA{Int64}(202, 187, 1), TPFA{Int64}(203, 188, 1), TPFA{Int64}(204, 189, 1), TPFA{Int64}(205, 190, 1), TPFA{Int64}(206, 191, 1), TPFA{Int64}(207, 192, 1), TPFA{Int64}(208, 193, 1), TPFA{Int64}(209, 194, 1), TPFA{Int64}(210, 195, 1), TPFA{Int64}(211, 196, 1), TPFA{Int64}(212, 197, 1), TPFA{Int64}(213, 198, 1), TPFA{Int64}(214, 199, 1), TPFA{Int64}(215, 200, 1), TPFA{Int64}(216, 201, 1), TPFA{Int64}(217, 202, 1), TPFA{Int64}(218, 203, 1), TPFA{Int64}(219, 204, 1), TPFA{Int64}(220, 205, 1), TPFA{Int64}(221, 206, 1), TPFA{Int64}(222, 207, 1), TPFA{Int64}(223, 208, 1), TPFA{Int64}(224, 209, 1), TPFA{Int64}(225, 210, 1), TPFA{Int64}(226, 211, 1), TPFA{Int64}(227, 212, 1), TPFA{Int64}(228, 213, 1), TPFA{Int64}(229, 214, 1), TPFA{Int64}(230, 215, 1), TPFA{Int64}(231, 216, 1), TPFA{Int64}(232, 217, 1), TPFA{Int64}(233, 218, 1), TPFA{Int64}(234, 219, 1), TPFA{Int64}(235, 220, 1), TPFA{Int64}(236, 221, 1), TPFA{Int64}(237, 222, 1), TPFA{Int64}(238, 223, 1), TPFA{Int64}(239, 224, 1), TPFA{Int64}(240, 225, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(1, 121, 1), TPFA{Int64}(2, 122, 1), TPFA{Int64}(3, 123, 1), TPFA{Int64}(4, 124, 1), TPFA{Int64}(5, 125, 1), TPFA{Int64}(6, 126, 1), TPFA{Int64}(7, 127, 1), TPFA{Int64}(8, 128, 1), TPFA{Int64}(9, 129, 1), TPFA{Int64}(10, 130, 1), TPFA{Int64}(11, 131, 1), TPFA{Int64}(12, 132, 1), TPFA{Int64}(13, 133, 1), TPFA{Int64}(14, 134, 1), TPFA{Int64}(15, 135, 1), TPFA{Int64}(16, 136, 1), TPFA{Int64}(17, 137, 1), TPFA{Int64}(18, 138, 1), TPFA{Int64}(19, 139, 1), TPFA{Int64}(20, 140, 1), TPFA{Int64}(21, 141, 1), TPFA{Int64}(22, 142, 1), TPFA{Int64}(23, 143, 1), TPFA{Int64}(24, 144, 1), TPFA{Int64}(25, 145, 1), TPFA{Int64}(26, 146, 1), TPFA{Int64}(27, 147, 1), TPFA{Int64}(28, 148, 1), TPFA{Int64}(29, 149, 1), TPFA{Int64}(30, 150, 1), TPFA{Int64}(31, 151, 1), TPFA{Int64}(32, 152, 1), TPFA{Int64}(33, 153, 1), TPFA{Int64}(34, 154, 1), TPFA{Int64}(35, 155, 1), TPFA{Int64}(36, 156, 1), TPFA{Int64}(37, 157, 1), TPFA{Int64}(38, 158, 1), TPFA{Int64}(39, 159, 1), TPFA{Int64}(40, 160, 1), TPFA{Int64}(41, 161, 1), TPFA{Int64}(42, 162, 1), TPFA{Int64}(43, 163, 1), TPFA{Int64}(44, 164, 1), TPFA{Int64}(45, 165, 1), TPFA{Int64}(46, 166, 1), TPFA{Int64}(47, 167, 1), TPFA{Int64}(48, 168, 1), TPFA{Int64}(49, 169, 1), TPFA{Int64}(50, 170, 1), TPFA{Int64}(51, 171, 1), TPFA{Int64}(52, 172, 1), TPFA{Int64}(53, 173, 1), TPFA{Int64}(54, 174, 1), TPFA{Int64}(55, 175, 1), TPFA{Int64}(56, 176, 1), TPFA{Int64}(57, 177, 1), TPFA{Int64}(58, 178, 1), TPFA{Int64}(59, 179, 1), TPFA{Int64}(60, 180, 1), TPFA{Int64}(61, 181, 1), TPFA{Int64}(62, 182, 1), TPFA{Int64}(63, 183, 1), TPFA{Int64}(64, 184, 1), TPFA{Int64}(65, 185, 1), TPFA{Int64}(66, 186, 1), TPFA{Int64}(67, 187, 1), TPFA{Int64}(68, 188, 1), TPFA{Int64}(69, 189, 1), TPFA{Int64}(70, 190, 1), TPFA{Int64}(71, 191, 1), TPFA{Int64}(72, 192, 1), TPFA{Int64}(73, 193, 1), TPFA{Int64}(74, 194, 1), TPFA{Int64}(75, 195, 1), TPFA{Int64}(76, 196, 1), TPFA{Int64}(77, 197, 1), TPFA{Int64}(78, 198, 1), TPFA{Int64}(79, 199, 1), TPFA{Int64}(80, 200, 1), TPFA{Int64}(81, 201, 1), TPFA{Int64}(82, 202, 1), TPFA{Int64}(83, 203, 1), TPFA{Int64}(84, 204, 1), TPFA{Int64}(85, 205, 1), TPFA{Int64}(86, 206, 1), TPFA{Int64}(87, 207, 1), TPFA{Int64}(88, 208, 1), TPFA{Int64}(89, 209, 1), TPFA{Int64}(90, 210, 1), TPFA{Int64}(91, 211, 1), TPFA{Int64}(92, 212, 1), TPFA{Int64}(93, 213, 1), TPFA{Int64}(94, 214, 1), TPFA{Int64}(95, 215, 1), TPFA{Int64}(96, 216, 1), TPFA{Int64}(97, 217, 1), TPFA{Int64}(98, 218, 1), TPFA{Int64}(99, 219, 1), TPFA{Int64}(100, 220, 1), TPFA{Int64}(101, 221, 1), TPFA{Int64}(102, 222, 1), TPFA{Int64}(103, 223, 1), TPFA{Int64}(104, 224, 1), TPFA{Int64}(105, 225, 1), TPFA{Int64}(106, 226, 1), TPFA{Int64}(107, 227, 1), TPFA{Int64}(108, 228, 1), TPFA{Int64}(109, 229, 1), TPFA{Int64}(110, 230, 1), TPFA{Int64}(111, 231, 1), TPFA{Int64}(112, 232, 1), TPFA{Int64}(113, 233, 1), TPFA{Int64}(114, 234, 1), TPFA{Int64}(115, 235, 1), TPFA{Int64}(116, 236, 1), TPFA{Int64}(117, 237, 1), TPFA{Int64}(118, 238, 1), TPFA{Int64}(119, 239, 1), TPFA{Int64}(120, 240, 1)], SPU{Int64}[SPU{Int64}(4, 106), SPU{Int64}(5, 107), SPU{Int64}(6, 108), SPU{Int64}(7, 109), SPU{Int64}(8, 110), SPU{Int64}(9, 111), SPU{Int64}(10, 112), SPU{Int64}(11, 113), SPU{Int64}(12, 114), SPU{Int64}(13, 115), SPU{Int64}(14, 116), SPU{Int64}(15, 117), SPU{Int64}(16, 1), SPU{Int64}(17, 2), SPU{Int64}(18, 3), SPU{Int64}(19, 4), SPU{Int64}(20, 5), SPU{Int64}(21, 6), SPU{Int64}(22, 7), SPU{Int64}(23, 8), SPU{Int64}(24, 9), SPU{Int64}(25, 10), SPU{Int64}(26, 11), SPU{Int64}(27, 12), SPU{Int64}(28, 13), SPU{Int64}(29, 14), SPU{Int64}(30, 15), SPU{Int64}(31, 16), SPU{Int64}(32, 17), SPU{Int64}(33, 18), SPU{Int64}(34, 19), SPU{Int64}(35, 20), SPU{Int64}(36, 21), SPU{Int64}(37, 22), SPU{Int64}(38, 23), SPU{Int64}(39, 24), SPU{Int64}(40, 25), SPU{Int64}(41, 26), SPU{Int64}(42, 27), SPU{Int64}(43, 28), SPU{Int64}(44, 29), SPU{Int64}(45, 30), SPU{Int64}(46, 31), SPU{Int64}(47, 32), SPU{Int64}(48, 33), SPU{Int64}(49, 34), SPU{Int64}(50, 35), SPU{Int64}(51, 36), SPU{Int64}(52, 37), SPU{Int64}(53, 38), SPU{Int64}(54, 39), SPU{Int64}(55, 40), SPU{Int64}(56, 41), SPU{Int64}(57, 42), SPU{Int64}(58, 43), SPU{Int64}(59, 44), SPU{Int64}(60, 45), SPU{Int64}(61, 46), SPU{Int64}(62, 47), SPU{Int64}(63, 48), SPU{Int64}(64, 49), SPU{Int64}(65, 50), SPU{Int64}(66, 51), SPU{Int64}(67, 52), SPU{Int64}(68, 53), SPU{Int64}(69, 54), SPU{Int64}(70, 55), SPU{Int64}(71, 56), SPU{Int64}(72, 57), 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2), SPU{Int64}(2, 3), SPU{Int64}(4, 5), SPU{Int64}(5, 6), SPU{Int64}(7, 8), SPU{Int64}(8, 9), SPU{Int64}(10, 11), SPU{Int64}(11, 12), SPU{Int64}(13, 14), SPU{Int64}(14, 15), SPU{Int64}(16, 17), SPU{Int64}(17, 18), SPU{Int64}(19, 20), SPU{Int64}(20, 21), SPU{Int64}(22, 23), SPU{Int64}(23, 24), SPU{Int64}(25, 26), SPU{Int64}(26, 27), SPU{Int64}(28, 29), SPU{Int64}(29, 30), SPU{Int64}(31, 32), SPU{Int64}(32, 33), SPU{Int64}(34, 35), SPU{Int64}(35, 36), SPU{Int64}(37, 38), SPU{Int64}(38, 39), SPU{Int64}(40, 41), SPU{Int64}(41, 42), SPU{Int64}(43, 44), SPU{Int64}(44, 45), SPU{Int64}(46, 47), SPU{Int64}(47, 48), SPU{Int64}(49, 50), SPU{Int64}(50, 51), SPU{Int64}(52, 53), SPU{Int64}(53, 54), SPU{Int64}(55, 56), SPU{Int64}(56, 57), SPU{Int64}(58, 59), SPU{Int64}(59, 60), SPU{Int64}(61, 62), SPU{Int64}(62, 63), SPU{Int64}(64, 65), SPU{Int64}(65, 66), SPU{Int64}(67, 68), SPU{Int64}(68, 69), SPU{Int64}(70, 71), SPU{Int64}(71, 72), SPU{Int64}(73, 74), SPU{Int64}(74, 75), SPU{Int64}(76, 77), SPU{Int64}(77, 78), SPU{Int64}(79, 80), SPU{Int64}(80, 81), SPU{Int64}(82, 83), SPU{Int64}(83, 84), SPU{Int64}(85, 86), SPU{Int64}(86, 87), SPU{Int64}(88, 89), SPU{Int64}(89, 90), SPU{Int64}(91, 92), SPU{Int64}(92, 93), SPU{Int64}(94, 95), SPU{Int64}(95, 96), SPU{Int64}(97, 98), SPU{Int64}(98, 99), SPU{Int64}(100, 101), SPU{Int64}(101, 102), SPU{Int64}(103, 104), SPU{Int64}(104, 105), SPU{Int64}(106, 107), SPU{Int64}(107, 108), SPU{Int64}(109, 110), SPU{Int64}(110, 111), SPU{Int64}(112, 113), SPU{Int64}(113, 114), SPU{Int64}(115, 116), SPU{Int64}(116, 117), SPU{Int64}(118, 119), SPU{Int64}(119, 120), SPU{Int64}(124, 226), SPU{Int64}(125, 227), SPU{Int64}(126, 228), SPU{Int64}(127, 229), SPU{Int64}(128, 230), SPU{Int64}(129, 231), SPU{Int64}(130, 232), SPU{Int64}(131, 233), SPU{Int64}(132, 234), SPU{Int64}(133, 235), SPU{Int64}(134, 236), SPU{Int64}(135, 237), SPU{Int64}(136, 121), SPU{Int64}(137, 122), SPU{Int64}(138, 123), SPU{Int64}(139, 124), SPU{Int64}(140, 125), SPU{Int64}(141, 126), SPU{Int64}(142, 127), SPU{Int64}(143, 128), SPU{Int64}(144, 129), SPU{Int64}(145, 130), SPU{Int64}(146, 131), SPU{Int64}(147, 132), SPU{Int64}(148, 133), SPU{Int64}(149, 134), SPU{Int64}(150, 135), SPU{Int64}(151, 136), SPU{Int64}(152, 137), SPU{Int64}(153, 138), SPU{Int64}(154, 139), SPU{Int64}(155, 140), SPU{Int64}(156, 141), SPU{Int64}(157, 142), SPU{Int64}(158, 143), SPU{Int64}(159, 144), SPU{Int64}(160, 145), SPU{Int64}(161, 146), SPU{Int64}(162, 147), SPU{Int64}(163, 148), SPU{Int64}(164, 149), SPU{Int64}(165, 150), SPU{Int64}(166, 151), SPU{Int64}(167, 152), SPU{Int64}(168, 153), SPU{Int64}(169, 154), SPU{Int64}(170, 155), SPU{Int64}(171, 156), SPU{Int64}(172, 157), SPU{Int64}(173, 158), SPU{Int64}(174, 159), SPU{Int64}(175, 160), SPU{Int64}(176, 161), SPU{Int64}(177, 162), SPU{Int64}(178, 163), SPU{Int64}(179, 164), SPU{Int64}(180, 165), SPU{Int64}(181, 166), SPU{Int64}(182, 167), SPU{Int64}(183, 168), SPU{Int64}(184, 169), SPU{Int64}(185, 170), SPU{Int64}(186, 171), SPU{Int64}(187, 172), SPU{Int64}(188, 173), SPU{Int64}(189, 174), SPU{Int64}(190, 175), SPU{Int64}(191, 176), SPU{Int64}(192, 177), SPU{Int64}(193, 178), SPU{Int64}(194, 179), SPU{Int64}(195, 180), SPU{Int64}(196, 181), SPU{Int64}(197, 182), SPU{Int64}(198, 183), SPU{Int64}(199, 184), SPU{Int64}(200, 185), SPU{Int64}(201, 186), SPU{Int64}(202, 187), SPU{Int64}(203, 188), SPU{Int64}(204, 189), SPU{Int64}(205, 190), SPU{Int64}(206, 191), SPU{Int64}(207, 192), SPU{Int64}(208, 193), SPU{Int64}(209, 194), SPU{Int64}(210, 195), SPU{Int64}(211, 196), SPU{Int64}(212, 197), SPU{Int64}(213, 198), SPU{Int64}(214, 199), SPU{Int64}(215, 200), SPU{Int64}(216, 201), SPU{Int64}(217, 202), SPU{Int64}(218, 203), SPU{Int64}(219, 204), SPU{Int64}(220, 205), SPU{Int64}(221, 206), SPU{Int64}(222, 207), SPU{Int64}(223, 208), SPU{Int64}(224, 209), SPU{Int64}(225, 210), SPU{Int64}(226, 211), SPU{Int64}(227, 212), SPU{Int64}(228, 213), SPU{Int64}(229, 214), SPU{Int64}(230, 215), SPU{Int64}(231, 216), SPU{Int64}(232, 217), SPU{Int64}(233, 218), SPU{Int64}(234, 219), SPU{Int64}(235, 220), SPU{Int64}(236, 221), SPU{Int64}(237, 222), SPU{Int64}(238, 223), SPU{Int64}(239, 224), SPU{Int64}(240, 225), SPU{Int64}(121, 122), SPU{Int64}(122, 123), SPU{Int64}(124, 125), SPU{Int64}(125, 126), SPU{Int64}(127, 128), SPU{Int64}(128, 129), SPU{Int64}(130, 131), SPU{Int64}(131, 132), SPU{Int64}(133, 134), SPU{Int64}(134, 135), SPU{Int64}(136, 137), SPU{Int64}(137, 138), SPU{Int64}(139, 140), SPU{Int64}(140, 141), SPU{Int64}(142, 143), SPU{Int64}(143, 144), SPU{Int64}(145, 146), SPU{Int64}(146, 147), SPU{Int64}(148, 149), SPU{Int64}(149, 150), SPU{Int64}(151, 152), SPU{Int64}(152, 153), SPU{Int64}(154, 155), SPU{Int64}(155, 156), SPU{Int64}(157, 158), SPU{Int64}(158, 159), SPU{Int64}(160, 161), SPU{Int64}(161, 162), SPU{Int64}(163, 164), SPU{Int64}(164, 165), SPU{Int64}(166, 167), SPU{Int64}(167, 168), SPU{Int64}(169, 170), SPU{Int64}(170, 171), SPU{Int64}(172, 173), SPU{Int64}(173, 174), SPU{Int64}(175, 176), SPU{Int64}(176, 177), SPU{Int64}(178, 179), SPU{Int64}(179, 180), SPU{Int64}(181, 182), SPU{Int64}(182, 183), SPU{Int64}(184, 185), SPU{Int64}(185, 186), SPU{Int64}(187, 188), SPU{Int64}(188, 189), SPU{Int64}(190, 191), SPU{Int64}(191, 192), SPU{Int64}(193, 194), SPU{Int64}(194, 195), SPU{Int64}(196, 197), SPU{Int64}(197, 198), SPU{Int64}(199, 200), SPU{Int64}(200, 201), SPU{Int64}(202, 203), SPU{Int64}(203, 204), SPU{Int64}(205, 206), SPU{Int64}(206, 207), SPU{Int64}(208, 209), SPU{Int64}(209, 210), SPU{Int64}(211, 212), SPU{Int64}(212, 213), SPU{Int64}(214, 215), SPU{Int64}(215, 216), SPU{Int64}(217, 218), SPU{Int64}(218, 219), SPU{Int64}(220, 221), SPU{Int64}(221, 222), SPU{Int64}(223, 224), SPU{Int64}(224, 225), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(1, 121), SPU{Int64}(2, 122), SPU{Int64}(3, 123), SPU{Int64}(4, 124), SPU{Int64}(5, 125), SPU{Int64}(6, 126), SPU{Int64}(7, 127), SPU{Int64}(8, 128), SPU{Int64}(9, 129), SPU{Int64}(10, 130), SPU{Int64}(11, 131), SPU{Int64}(12, 132), SPU{Int64}(13, 133), SPU{Int64}(14, 134), SPU{Int64}(15, 135), SPU{Int64}(16, 136), SPU{Int64}(17, 137), SPU{Int64}(18, 138), SPU{Int64}(19, 139), SPU{Int64}(20, 140), SPU{Int64}(21, 141), SPU{Int64}(22, 142), SPU{Int64}(23, 143), SPU{Int64}(24, 144), SPU{Int64}(25, 145), SPU{Int64}(26, 146), SPU{Int64}(27, 147), SPU{Int64}(28, 148), SPU{Int64}(29, 149), SPU{Int64}(30, 150), SPU{Int64}(31, 151), SPU{Int64}(32, 152), SPU{Int64}(33, 153), SPU{Int64}(34, 154), SPU{Int64}(35, 155), SPU{Int64}(36, 156), SPU{Int64}(37, 157), SPU{Int64}(38, 158), SPU{Int64}(39, 159), SPU{Int64}(40, 160), SPU{Int64}(41, 161), SPU{Int64}(42, 162), SPU{Int64}(43, 163), SPU{Int64}(44, 164), SPU{Int64}(45, 165), SPU{Int64}(46, 166), SPU{Int64}(47, 167), SPU{Int64}(48, 168), SPU{Int64}(49, 169), SPU{Int64}(50, 170), SPU{Int64}(51, 171), SPU{Int64}(52, 172), SPU{Int64}(53, 173), SPU{Int64}(54, 174), SPU{Int64}(55, 175), SPU{Int64}(56, 176), SPU{Int64}(57, 177), SPU{Int64}(58, 178), SPU{Int64}(59, 179), SPU{Int64}(60, 180), SPU{Int64}(61, 181), SPU{Int64}(62, 182), SPU{Int64}(63, 183), SPU{Int64}(64, 184), SPU{Int64}(65, 185), SPU{Int64}(66, 186), SPU{Int64}(67, 187), SPU{Int64}(68, 188), SPU{Int64}(69, 189), SPU{Int64}(70, 190), SPU{Int64}(71, 191), SPU{Int64}(72, 192), SPU{Int64}(73, 193), SPU{Int64}(74, 194), SPU{Int64}(75, 195), SPU{Int64}(76, 196), SPU{Int64}(77, 197), SPU{Int64}(78, 198), SPU{Int64}(79, 199), SPU{Int64}(80, 200), SPU{Int64}(81, 201), SPU{Int64}(82, 202), SPU{Int64}(83, 203), SPU{Int64}(84, 204), SPU{Int64}(85, 205), SPU{Int64}(86, 206), SPU{Int64}(87, 207), SPU{Int64}(88, 208), SPU{Int64}(89, 209), SPU{Int64}(90, 210), SPU{Int64}(91, 211), SPU{Int64}(92, 212), SPU{Int64}(93, 213), SPU{Int64}(94, 214), SPU{Int64}(95, 215), SPU{Int64}(96, 216), 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[:Phi, :Charge], OrderedCollections.OrderedDict{Symbol, Any}()), :Control => SimulationModel{CurrentAndVoltageDomain, CurrentAndVoltageSystem{BattMo.CCPolicy{Float64}}, FullyImplicitFormulation, DefaultContext}(CurrentAndVoltageDomain(), CurrentAndVoltageSystem{BattMo.CCPolicy{Float64}}(BattMo.CCPolicy{Float64}(0, "discharging", 0.2920173995165871, 0.0, 2.4, 4.1, true, BattMo.var"#cFun#82"{Float64}(10.0, Core.Box(0.2920173995165871)), {
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    "discharging" => 0.0001
})), DefaultContext(EquationMajorLayout(false), 9223372036854775807, 1), FullyImplicitFormulation(), DataDomain{CurrentAndVoltageDomain, Dict{JutulEntity, Int64}, OrderedCollections.OrderedDict{Symbol, Any}}(CurrentAndVoltageDomain(), {
    Cells() => 1
    NoEntity() => 1
}, OrderedCollections.OrderedDict{Symbol, Any}()), OrderedCollections.OrderedDict{Symbol, Any}(:Phi => VoltageVar(), :Current => CurrentVar()), OrderedCollections.OrderedDict{Symbol, Any}(), OrderedCollections.OrderedDict{Symbol, Any}(:ImaxDischarge => BattMo.ImaxDischarge(), :ImaxCharge => BattMo.ImaxCharge()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => BattMo.CurrentEquation(), :control => BattMo.ControlEquation()), [:Phi, :Current, :Controller], OrderedCollections.OrderedDict{Symbol, Any}()))), Jutul.CrossTermPair[Jutul.CrossTermPair(:Elyte, :NeAm, :charge_conservation, :charge_conservation, ButlerVolmerActmatToElyteCT{Vector{Int64}}([10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 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396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480])), Jutul.CrossTermPair(:NeAm, :Elyte, :charge_conservation, :charge_conservation, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437])), Jutul.CrossTermPair(:NeAm, :Elyte, :solid_diffusion_bc, :solid_diffusion_bc, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 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141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437])), Jutul.CrossTermPair(:Elyte, :PeAm, :charge_conservation, :charge_conservation, ButlerVolmerActmatToElyteCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480])), Jutul.CrossTermPair(:Elyte, :PeAm, :mass_conservation, :mass_conservation, ButlerVolmerActmatToElyteCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480])), Jutul.CrossTermPair(:PeAm, :Elyte, :charge_conservation, :charge_conservation, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428])), Jutul.CrossTermPair(:PeAm, :Elyte, :solid_diffusion_bc, :solid_diffusion_bc, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428])), Jutul.CrossTermPair(:NeAm, :NeCc, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [571.0849952967762, 584.1396055363476, 665.1540642482855, 678.2087003137864, 759.2236768931137, 772.2783298660844, 853.2936543980315, 866.3483190392865, 947.3638886108794, 960.4185616413164, 582.8435902564526, 595.8982044126261, 676.9127407122305, 689.9673792789254, 770.9824068504765, 784.0370615164795, 865.0524213445618, 878.1070871844514, 959.1226821936356, 972.1773561036454, 594.6021975618498, 607.6568154070894, 688.6714250825485, 701.7260660247175, 782.7411421717584, 795.7957984560328, 876.8111920956956, 889.8658590868351, 970.8814785716963, 983.9361533306725, 606.3608165003884, 619.4154378245402, 700.4301169635576, 713.4847601636518, 794.4998826207421, 807.5545404526279, 888.5699665010393, 901.6246345994005, 982.6402776465717, 995.6949532236483, 618.1194464132603, 631.1740710216096, 712.188815986014, 725.2434613339705, 806.2586279740658, 819.3132872867334, 900.3287444191485, 913.3834135809359, 994.3990793224685, 1007.453755688905, 629.8780866903031, 642.9327144024805, 723.9475218042954, 737.0021691970403, 818.0173780212516, 831.072038751987, 912.0875257142299, 925.1421958989351, 1006.1578835077866, 1019.2125606364395, 641.6367367658095, 654.6913674144396, 735.7062340939781, 748.7608834354569, 829.7761325643644, 842.8307946535414, 923.8463102580307, 936.9009814274958, 1017.9166901166917, 1030.9713679815593, 653.3953961146902, 666.4500295440926, 747.4649525519235, 760.5196037514692, 841.534891415984, 854.589554807342, 935.6050979287411, 948.6597700460361, 1029.6754990664163, 1042.7301776431552, 571.0849952967496, 584.1396055363284, 665.1540642483353, 678.208700313763, 759.2236768931068, 772.2783298660323, 853.2936543981515, 866.3483190392479, 947.3638886108706, 960.4185616413797, 582.8435902564333, 595.8982044126261, 676.9127407121858, 689.9673792789534, 770.9824068504521, 784.0370615164795, 865.0524213445932, 878.107087184488, 959.1226821935264, 972.1773561037559, 594.6021975618588, 607.6568154071288, 688.6714250825027, 701.7260660247172, 782.7411421717878, 795.7957984560604, 876.8111920956738, 889.8658590868334, 970.881478571733, 983.9361533306728, 606.360816500432, 619.4154378245327, 700.4301169635576, 713.4847601636764, 794.4998826207421, 807.55454045259, 888.5699665010605, 901.6246345994206, 982.6402776465399, 995.6949532236363, 618.1194464132641, 631.1740710216305, 712.1888159860384, 725.2434613339951, 806.2586279740257, 819.3132872867037, 900.3287444190502, 913.3834135809359, 994.3990793223937, 1007.4537556888671, 629.8780866902611, 642.9327144024737, 723.9475218043201, 737.0021691970582, 818.017378021319, 831.072038752017, 912.0875257141946, 925.1421958989223, 1006.1578835077776, 1019.2125606364377, 641.6367367658013, 654.6913674144408, 735.7062340939939, 748.7608834354075, 829.7761325644161, 842.8307946535137, 923.8463102580222, 936.9009814276236, 1017.9166901166443, 1030.9713679814863, 653.3953961146669, 666.4500295441187, 747.4649525518487, 760.5196037514163, 841.5348914160157, 854.589554807361, 935.6050979287411, 948.6597700459636, 1029.675499066455, 1042.7301776431464])), Jutul.CrossTermPair(:NeCc, :NeAm, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [571.0849952967762, 584.1396055363476, 665.1540642482855, 678.2087003137864, 759.2236768931137, 772.2783298660844, 853.2936543980315, 866.3483190392865, 947.3638886108794, 960.4185616413164, 582.8435902564526, 595.8982044126261, 676.9127407122305, 689.9673792789254, 770.9824068504765, 784.0370615164795, 865.0524213445618, 878.1070871844514, 959.1226821936356, 972.1773561036454, 594.6021975618498, 607.6568154070894, 688.6714250825485, 701.7260660247175, 782.7411421717584, 795.7957984560328, 876.8111920956956, 889.8658590868351, 970.8814785716963, 983.9361533306725, 606.3608165003884, 619.4154378245402, 700.4301169635576, 713.4847601636518, 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853.2936543981515, 866.3483190392479, 947.3638886108706, 960.4185616413797, 582.8435902564333, 595.8982044126261, 676.9127407121858, 689.9673792789534, 770.9824068504521, 784.0370615164795, 865.0524213445932, 878.107087184488, 959.1226821935264, 972.1773561037559, 594.6021975618588, 607.6568154071288, 688.6714250825027, 701.7260660247172, 782.7411421717878, 795.7957984560604, 876.8111920956738, 889.8658590868334, 970.881478571733, 983.9361533306728, 606.360816500432, 619.4154378245327, 700.4301169635576, 713.4847601636764, 794.4998826207421, 807.55454045259, 888.5699665010605, 901.6246345994206, 982.6402776465399, 995.6949532236363, 618.1194464132641, 631.1740710216305, 712.1888159860384, 725.2434613339951, 806.2586279740257, 819.3132872867037, 900.3287444190502, 913.3834135809359, 994.3990793223937, 1007.4537556888671, 629.8780866902611, 642.9327144024737, 723.9475218043201, 737.0021691970582, 818.017378021319, 831.072038752017, 912.0875257141946, 925.1421958989223, 1006.1578835077776, 1019.2125606364377, 641.6367367658013, 654.6913674144408, 735.7062340939939, 748.7608834354075, 829.7761325644161, 842.8307946535137, 923.8463102580222, 936.9009814276236, 1017.9166901166443, 1030.9713679814863, 653.3953961146669, 666.4500295441187, 747.4649525518487, 760.5196037514163, 841.5348914160157, 854.589554807361, 935.6050979287411, 948.6597700459636, 1029.675499066455, 1042.7301776431464])), Jutul.CrossTermPair(:PeAm, :PeCc, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [0.40638649362993756, 0.4187370296822482, 0.4795286176330274, 0.4918791887950454, 0.552671619243676, 0.5650222126556012, 0.6258151931728921, 0.6381658015669058, 0.6989591610176265, 0.7113097799778596, 0.4155291954833196, 0.42787973694274334, 0.4886714528404041, 0.5010220273321935, 0.5618145392301788, 0.5741651348359307, 0.634958170381151, 0.6473087802964905, 0.7081021786584072, 0.7204527987160598, 0.4246719178434538, 0.4370224643694601, 0.4978143007213827, 0.5101648783633871, 0.570957467588704, 0.5833080652853071, 0.6441011534062383, 0.656451764779118, 0.7172452005030577, 0.7295958216167009, 0.43381465942836916, 0.44616521070841125, 0.5069571605968878, 0.5193077412222882, 0.5801004039274624, 0.5924510036173457, 0.6532441420061675, 0.6655947547757257, 0.7263882263933653, 0.7387388485247738, 0.44295741906087926, 0.4553079748074259, 0.5161000318356439, 0.5284506152891665, 0.5892433478773819, 0.6015939494698005, 0.6623871359505445, 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        :Control =>         {
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            :ImaxCharge => [0.0]
        }
        :NeCc =>         {
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6.666715870111885e-7, 6.673334389584071e-7, 4.203268981542645e-7, 4.209887501014962e-7, 4.2165060204864445e-7, 4.837289205825936e-7, 4.84390772529805e-7, 4.850526244769483e-7, 5.471309430108921e-7, 5.477927949580965e-7, 5.484546469052967e-7, 6.10532965439181e-7, 6.111948173864389e-7, 6.11856669333579e-7, 6.739349878674998e-7, 6.745968398147425e-7, 6.752586917619189e-7, 4.2825215095780136e-7, 4.289140029050353e-7, 4.2957585485218736e-7, 4.916541733861356e-7, 4.923160253333132e-7, 4.929778772805086e-7, 5.550561958144164e-7, 5.55718047761644e-7, 5.563798997088188e-7, 6.184582182427342e-7, 6.191200701899769e-7, 6.197819221371008e-7, 6.818602406709689e-7, 6.825220926182896e-7, 6.831839445654433e-7, 4.3617740376134014e-7, 4.3683925570856893e-7, 4.375011076557214e-7, 4.995794261896673e-7, 5.002412781368606e-7, 5.009031300840345e-7, 5.62981448617955e-7, 5.636433005651862e-7, 5.643051525123582e-7, 6.263834710462647e-7, 6.270453229935262e-7, 6.277071749406126e-7, 6.897854934745161e-7, 6.904473454218434e-7, 6.911091973689762e-7, 4.441026565648823e-7, 4.4476450851210835e-7, 4.4542636045925795e-7, 5.07504678993208e-7, 5.081665309404142e-7, 5.088283828875615e-7, 5.709067014214982e-7, 5.715685533687404e-7, 5.722304053158822e-7, 6.343087238497926e-7, 6.349705757970497e-7, 6.356324277441623e-7, 6.977107462781678e-7, 6.983725982253662e-7, 6.990344501724618e-7], BoundaryFaces()), :bcDirHalfTrans => ([5.62981448617955e-7, 5.636433005651862e-7, 5.643051525123582e-7], BoundaryDirichletFaces()), :bcDirCells => ([217, 218, 219], BoundaryDirichletFaces()), :bcDirInds => ([1, 2, 3], BoundaryDirichletFaces()))), OrderedCollections.OrderedDict{Symbol, Any}(:Phi => Phi()), OrderedCollections.OrderedDict{Symbol, Any}(:Charge => Charge()), OrderedCollections.OrderedDict{Symbol, Any}(:ECTransmissibilities => BattMo.ECTransmissibilities(), :Volume => BattMo.Volume(), :Conductivity => BattMo.Conductivity(), :BoundaryPhi => BoundaryPotential{:Phi}()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => ConservationLaw{:Charge, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(4, 106, 1), TPFA{Int64}(5, 107, 1), TPFA{Int64}(6, 108, 1), TPFA{Int64}(7, 109, 1), TPFA{Int64}(8, 110, 1), TPFA{Int64}(9, 111, 1), TPFA{Int64}(10, 112, 1), TPFA{Int64}(11, 113, 1), TPFA{Int64}(12, 114, 1), TPFA{Int64}(13, 115, 1), TPFA{Int64}(14, 116, 1), TPFA{Int64}(15, 117, 1), TPFA{Int64}(16, 1, 1), TPFA{Int64}(17, 2, 1), TPFA{Int64}(18, 3, 1), TPFA{Int64}(19, 4, 1), TPFA{Int64}(20, 5, 1), TPFA{Int64}(21, 6, 1), TPFA{Int64}(22, 7, 1), TPFA{Int64}(23, 8, 1), TPFA{Int64}(24, 9, 1), TPFA{Int64}(25, 10, 1), TPFA{Int64}(26, 11, 1), TPFA{Int64}(27, 12, 1), TPFA{Int64}(28, 13, 1), TPFA{Int64}(29, 14, 1), TPFA{Int64}(30, 15, 1), TPFA{Int64}(31, 16, 1), TPFA{Int64}(32, 17, 1), TPFA{Int64}(33, 18, 1), TPFA{Int64}(34, 19, 1), TPFA{Int64}(35, 20, 1), TPFA{Int64}(36, 21, 1), TPFA{Int64}(37, 22, 1), TPFA{Int64}(38, 23, 1), TPFA{Int64}(39, 24, 1), TPFA{Int64}(40, 25, 1), TPFA{Int64}(41, 26, 1), TPFA{Int64}(42, 27, 1), TPFA{Int64}(43, 28, 1), TPFA{Int64}(44, 29, 1), TPFA{Int64}(45, 30, 1), TPFA{Int64}(46, 31, 1), TPFA{Int64}(47, 32, 1), TPFA{Int64}(48, 33, 1), TPFA{Int64}(49, 34, 1), TPFA{Int64}(50, 35, 1), TPFA{Int64}(51, 36, 1), TPFA{Int64}(52, 37, 1), TPFA{Int64}(53, 38, 1), TPFA{Int64}(54, 39, 1), TPFA{Int64}(55, 40, 1), TPFA{Int64}(56, 41, 1), TPFA{Int64}(57, 42, 1), TPFA{Int64}(58, 43, 1), TPFA{Int64}(59, 44, 1), TPFA{Int64}(60, 45, 1), TPFA{Int64}(61, 46, 1), TPFA{Int64}(62, 47, 1), TPFA{Int64}(63, 48, 1), TPFA{Int64}(64, 49, 1), TPFA{Int64}(65, 50, 1), TPFA{Int64}(66, 51, 1), TPFA{Int64}(67, 52, 1), TPFA{Int64}(68, 53, 1), TPFA{Int64}(69, 54, 1), TPFA{Int64}(70, 55, 1), TPFA{Int64}(71, 56, 1), TPFA{Int64}(72, 57, 1), TPFA{Int64}(73, 58, 1), TPFA{Int64}(74, 59, 1), TPFA{Int64}(75, 60, 1), TPFA{Int64}(76, 61, 1), TPFA{Int64}(77, 62, 1), TPFA{Int64}(78, 63, 1), TPFA{Int64}(79, 64, 1), TPFA{Int64}(80, 65, 1), TPFA{Int64}(81, 66, 1), TPFA{Int64}(82, 67, 1), TPFA{Int64}(83, 68, 1), TPFA{Int64}(84, 69, 1), TPFA{Int64}(85, 70, 1), TPFA{Int64}(86, 71, 1), TPFA{Int64}(87, 72, 1), TPFA{Int64}(88, 73, 1), TPFA{Int64}(89, 74, 1), TPFA{Int64}(90, 75, 1), TPFA{Int64}(91, 76, 1), TPFA{Int64}(92, 77, 1), TPFA{Int64}(93, 78, 1), TPFA{Int64}(94, 79, 1), TPFA{Int64}(95, 80, 1), TPFA{Int64}(96, 81, 1), TPFA{Int64}(97, 82, 1), TPFA{Int64}(98, 83, 1), TPFA{Int64}(99, 84, 1), TPFA{Int64}(100, 85, 1), TPFA{Int64}(101, 86, 1), TPFA{Int64}(102, 87, 1), TPFA{Int64}(103, 88, 1), TPFA{Int64}(104, 89, 1), TPFA{Int64}(105, 90, 1), TPFA{Int64}(106, 91, 1), TPFA{Int64}(107, 92, 1), TPFA{Int64}(108, 93, 1), TPFA{Int64}(109, 94, 1), TPFA{Int64}(110, 95, 1), TPFA{Int64}(111, 96, 1), TPFA{Int64}(112, 97, 1), TPFA{Int64}(113, 98, 1), TPFA{Int64}(114, 99, 1), TPFA{Int64}(115, 100, 1), TPFA{Int64}(116, 101, 1), TPFA{Int64}(117, 102, 1), TPFA{Int64}(118, 103, 1), TPFA{Int64}(119, 104, 1), TPFA{Int64}(120, 105, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(124, 226, 1), TPFA{Int64}(125, 227, 1), TPFA{Int64}(126, 228, 1), TPFA{Int64}(127, 229, 1), TPFA{Int64}(128, 230, 1), TPFA{Int64}(129, 231, 1), TPFA{Int64}(130, 232, 1), TPFA{Int64}(131, 233, 1), TPFA{Int64}(132, 234, 1), TPFA{Int64}(133, 235, 1), TPFA{Int64}(134, 236, 1), TPFA{Int64}(135, 237, 1), TPFA{Int64}(136, 121, 1), TPFA{Int64}(137, 122, 1), TPFA{Int64}(138, 123, 1), TPFA{Int64}(139, 124, 1), TPFA{Int64}(140, 125, 1), TPFA{Int64}(141, 126, 1), TPFA{Int64}(142, 127, 1), TPFA{Int64}(143, 128, 1), TPFA{Int64}(144, 129, 1), TPFA{Int64}(145, 130, 1), TPFA{Int64}(146, 131, 1), TPFA{Int64}(147, 132, 1), TPFA{Int64}(148, 133, 1), TPFA{Int64}(149, 134, 1), TPFA{Int64}(150, 135, 1), TPFA{Int64}(151, 136, 1), TPFA{Int64}(152, 137, 1), TPFA{Int64}(153, 138, 1), TPFA{Int64}(154, 139, 1), TPFA{Int64}(155, 140, 1), TPFA{Int64}(156, 141, 1), TPFA{Int64}(157, 142, 1), TPFA{Int64}(158, 143, 1), TPFA{Int64}(159, 144, 1), TPFA{Int64}(160, 145, 1), TPFA{Int64}(161, 146, 1), TPFA{Int64}(162, 147, 1), TPFA{Int64}(163, 148, 1), TPFA{Int64}(164, 149, 1), TPFA{Int64}(165, 150, 1), TPFA{Int64}(166, 151, 1), TPFA{Int64}(167, 152, 1), TPFA{Int64}(168, 153, 1), TPFA{Int64}(169, 154, 1), TPFA{Int64}(170, 155, 1), TPFA{Int64}(171, 156, 1), TPFA{Int64}(172, 157, 1), TPFA{Int64}(173, 158, 1), TPFA{Int64}(174, 159, 1), TPFA{Int64}(175, 160, 1), TPFA{Int64}(176, 161, 1), TPFA{Int64}(177, 162, 1), TPFA{Int64}(178, 163, 1), TPFA{Int64}(179, 164, 1), TPFA{Int64}(180, 165, 1), TPFA{Int64}(181, 166, 1), TPFA{Int64}(182, 167, 1), TPFA{Int64}(183, 168, 1), TPFA{Int64}(184, 169, 1), TPFA{Int64}(185, 170, 1), TPFA{Int64}(186, 171, 1), TPFA{Int64}(187, 172, 1), TPFA{Int64}(188, 173, 1), TPFA{Int64}(189, 174, 1), TPFA{Int64}(190, 175, 1), TPFA{Int64}(191, 176, 1), TPFA{Int64}(192, 177, 1), TPFA{Int64}(193, 178, 1), TPFA{Int64}(194, 179, 1), TPFA{Int64}(195, 180, 1), TPFA{Int64}(196, 181, 1), TPFA{Int64}(197, 182, 1), TPFA{Int64}(198, 183, 1), TPFA{Int64}(199, 184, 1), TPFA{Int64}(200, 185, 1), TPFA{Int64}(201, 186, 1), TPFA{Int64}(202, 187, 1), TPFA{Int64}(203, 188, 1), TPFA{Int64}(204, 189, 1), TPFA{Int64}(205, 190, 1), TPFA{Int64}(206, 191, 1), TPFA{Int64}(207, 192, 1), TPFA{Int64}(208, 193, 1), TPFA{Int64}(209, 194, 1), TPFA{Int64}(210, 195, 1), TPFA{Int64}(211, 196, 1), TPFA{Int64}(212, 197, 1), TPFA{Int64}(213, 198, 1), TPFA{Int64}(214, 199, 1), TPFA{Int64}(215, 200, 1), TPFA{Int64}(216, 201, 1), TPFA{Int64}(217, 202, 1), TPFA{Int64}(218, 203, 1), TPFA{Int64}(219, 204, 1), TPFA{Int64}(220, 205, 1), TPFA{Int64}(221, 206, 1), TPFA{Int64}(222, 207, 1), TPFA{Int64}(223, 208, 1), TPFA{Int64}(224, 209, 1), TPFA{Int64}(225, 210, 1), TPFA{Int64}(226, 211, 1), TPFA{Int64}(227, 212, 1), TPFA{Int64}(228, 213, 1), TPFA{Int64}(229, 214, 1), TPFA{Int64}(230, 215, 1), TPFA{Int64}(231, 216, 1), TPFA{Int64}(232, 217, 1), TPFA{Int64}(233, 218, 1), TPFA{Int64}(234, 219, 1), TPFA{Int64}(235, 220, 1), TPFA{Int64}(236, 221, 1), TPFA{Int64}(237, 222, 1), TPFA{Int64}(238, 223, 1), TPFA{Int64}(239, 224, 1), TPFA{Int64}(240, 225, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), 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SPU{Int64}(10, 130), SPU{Int64}(11, 131), SPU{Int64}(12, 132), SPU{Int64}(13, 133), SPU{Int64}(14, 134), SPU{Int64}(15, 135), SPU{Int64}(16, 136), SPU{Int64}(17, 137), SPU{Int64}(18, 138), SPU{Int64}(19, 139), SPU{Int64}(20, 140), SPU{Int64}(21, 141), SPU{Int64}(22, 142), SPU{Int64}(23, 143), SPU{Int64}(24, 144), SPU{Int64}(25, 145), SPU{Int64}(26, 146), SPU{Int64}(27, 147), SPU{Int64}(28, 148), SPU{Int64}(29, 149), SPU{Int64}(30, 150), SPU{Int64}(31, 151), SPU{Int64}(32, 152), SPU{Int64}(33, 153), SPU{Int64}(34, 154), SPU{Int64}(35, 155), SPU{Int64}(36, 156), SPU{Int64}(37, 157), SPU{Int64}(38, 158), SPU{Int64}(39, 159), SPU{Int64}(40, 160), SPU{Int64}(41, 161), SPU{Int64}(42, 162), SPU{Int64}(43, 163), SPU{Int64}(44, 164), SPU{Int64}(45, 165), SPU{Int64}(46, 166), SPU{Int64}(47, 167), SPU{Int64}(48, 168), SPU{Int64}(49, 169), SPU{Int64}(50, 170), SPU{Int64}(51, 171), SPU{Int64}(52, 172), SPU{Int64}(53, 173), SPU{Int64}(54, 174), SPU{Int64}(55, 175), SPU{Int64}(56, 176), SPU{Int64}(57, 177), SPU{Int64}(58, 178), SPU{Int64}(59, 179), SPU{Int64}(60, 180), SPU{Int64}(61, 181), SPU{Int64}(62, 182), SPU{Int64}(63, 183), SPU{Int64}(64, 184), SPU{Int64}(65, 185), SPU{Int64}(66, 186), SPU{Int64}(67, 187), SPU{Int64}(68, 188), SPU{Int64}(69, 189), SPU{Int64}(70, 190), SPU{Int64}(71, 191), SPU{Int64}(72, 192), SPU{Int64}(73, 193), SPU{Int64}(74, 194), SPU{Int64}(75, 195), SPU{Int64}(76, 196), SPU{Int64}(77, 197), SPU{Int64}(78, 198), SPU{Int64}(79, 199), SPU{Int64}(80, 200), SPU{Int64}(81, 201), SPU{Int64}(82, 202), SPU{Int64}(83, 203), SPU{Int64}(84, 204), SPU{Int64}(85, 205), SPU{Int64}(86, 206), SPU{Int64}(87, 207), SPU{Int64}(88, 208), SPU{Int64}(89, 209), SPU{Int64}(90, 210), SPU{Int64}(91, 211), SPU{Int64}(92, 212), SPU{Int64}(93, 213), SPU{Int64}(94, 214), SPU{Int64}(95, 215), SPU{Int64}(96, 216), SPU{Int64}(97, 217), SPU{Int64}(98, 218), SPU{Int64}(99, 219), SPU{Int64}(100, 220), SPU{Int64}(101, 221), SPU{Int64}(102, 222), SPU{Int64}(103, 223), SPU{Int64}(104, 224), SPU{Int64}(105, 225), SPU{Int64}(106, 226), SPU{Int64}(107, 227), SPU{Int64}(108, 228), SPU{Int64}(109, 229), SPU{Int64}(110, 230), SPU{Int64}(111, 231), SPU{Int64}(112, 232), SPU{Int64}(113, 233), SPU{Int64}(114, 234), SPU{Int64}(115, 235), SPU{Int64}(116, 236), SPU{Int64}(117, 237), SPU{Int64}(118, 238), SPU{Int64}(119, 239), SPU{Int64}(120, 240)], (cells = [16, 2, 121, 17, 1, 3, 122, 18, 2, 123, 106, 19, 5, 124, 107, 20, 4, 6, 125, 108, 21, 5, 126, 109, 22, 8, 127, 110, 23, 7, 9, 128, 111, 24, 8, 129, 112, 25, 11, 130, 113, 26, 10, 12, 131, 114, 27, 11, 132, 115, 28, 14, 133, 116, 29, 13, 15, 134, 117, 30, 14, 135, 1, 31, 17, 136, 2, 32, 16, 18, 137, 3, 33, 17, 138, 4, 34, 20, 139, 5, 35, 19, 21, 140, 6, 36, 20, 141, 7, 37, 23, 142, 8, 38, 22, 24, 143, 9, 39, 23, 144, 10, 40, 26, 145, 11, 41, 25, 27, 146, 12, 42, 26, 147, 13, 43, 29, 148, 14, 44, 28, 30, 149, 15, 45, 29, 150, 16, 46, 32, 151, 17, 47, 31, 33, 152, 18, 48, 32, 153, 19, 49, 35, 154, 20, 50, 34, 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, ActiveMaterial{nothing, BattMo.P2Ddiscretization{@NamedTuple{N::Int64, rp::Float64, hT::StaticArraysCore.SVector{6, Float64}, D::Float64, div::StaticArraysCore.SVector{8, Tuple{Int64, Int64, Int64}}, vols::StaticArraysCore.SVector{5, Float64}}}, JutulStorage{@NamedTuple{volume_fraction::Float64, volume_fractions::Vector{Float64}, effective_density::Int64, n_charge_carriers::Int64, maximum_concentration::Float64, volumetric_surface_area::Float64, theta0::Float64, theta100::Float64, reaction_rate_constant_func::BattMo.var"#102#108"{Int64, Float64}, ocp_funcexp::Bool, ocp_func::RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T, :refT, :cmax), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x794076a0, 0x184a47b1, 0xb07e4c53, 0xa7451ebb, 0x9f3f44ff), Expr}}}, Dict{Any, Any}}(JutulStorage{@NamedTuple{volume_fraction::Float64, volume_fractions::Vector{Float64}, effective_density::Int64, n_charge_carriers::Int64, maximum_concentration::Float64, volumetric_surface_area::Float64, theta0::Float64, theta100::Float64, reaction_rate_constant_func::BattMo.var"#102#108"{Int64, Float64}, ocp_funcexp::Bool, ocp_func::RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T, :refT, :cmax), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x794076a0, 0x184a47b1, 0xb07e4c53, 0xa7451ebb, 0x9f3f44ff), Expr}}}((volume_fraction = 0.75, volume_fractions = [1.0, 0.0, 0.0], effective_density = 1695, n_charge_carriers = 1, maximum_concentration = 33133.0, volumetric_surface_area = 383959.0, theta0 = 0.0279, theta100 = 0.9014, reaction_rate_constant_func = BattMo.var"#102#108"{Int64, Float64}(35000, 6.716e-12), ocp_funcexp = true, ocp_func = RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T, :refT, :cmax), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x794076a0, 0x184a47b1, 0xb07e4c53, 0xa7451ebb, 0x9f3f44ff), Expr}(quote
    #= none:1 =#
    #= none:1 =#
    return (((1.9793 * exp(-39.3631 * (c / cmax)) + 0.2482) - 0.0909 * tanh(29.8538 * (c / cmax - 0.1234))) - 0.04478 * tanh(14.9159 * (c / cmax - 0.2769))) - 0.0205 * tanh(30.4444 * (c / cmax - 0.6103))
end))), BattMo.P2Ddiscretization{@NamedTuple{N::Int64, rp::Float64, hT::StaticArraysCore.SVector{6, Float64}, D::Float64, div::StaticArraysCore.SVector{8, Tuple{Int64, Int64, Int64}}, vols::StaticArraysCore.SVector{5, Float64}}}((N = 5, rp = 5.86e-6, hT = [0.0, 2.94555727200579e-5, 0.0001178222908802316, 0.0002651001544805211, 0.0004712891635209264, 0.0007363893180014474], D = 3.3e-14, div = [(1, 1, 1), (2, 1, -1), (2, 2, 1), (3, 2, -1), (3, 3, 1), (4, 3, -1), (4, 4, 1), (5, 4, -1)], vols = [6.743283899851334e-18, 4.720298729895934e-17, 1.2812239409717533e-16, 2.495015042944994e-16, 4.1134031789093135e-16])), {
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1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(7, 211, 1), TPFA{Int64}(8, 212, 1), TPFA{Int64}(9, 213, 1), TPFA{Int64}(10, 214, 1), TPFA{Int64}(11, 215, 1), TPFA{Int64}(12, 216, 1), TPFA{Int64}(13, 217, 1), TPFA{Int64}(14, 218, 1), TPFA{Int64}(15, 219, 1), TPFA{Int64}(16, 220, 1), TPFA{Int64}(17, 221, 1), TPFA{Int64}(18, 222, 1), TPFA{Int64}(19, 223, 1), TPFA{Int64}(20, 224, 1), TPFA{Int64}(21, 225, 1), TPFA{Int64}(22, 226, 1), TPFA{Int64}(23, 227, 1), TPFA{Int64}(24, 228, 1), TPFA{Int64}(25, 229, 1), TPFA{Int64}(26, 230, 1), TPFA{Int64}(27, 231, 1), TPFA{Int64}(28, 232, 1), TPFA{Int64}(29, 233, 1), TPFA{Int64}(30, 234, 1), TPFA{Int64}(31, 1, 1), TPFA{Int64}(32, 2, 1), TPFA{Int64}(33, 3, 1), TPFA{Int64}(34, 4, 1), TPFA{Int64}(35, 5, 1), TPFA{Int64}(36, 6, 1), TPFA{Int64}(37, 7, 1), TPFA{Int64}(38, 8, 1), TPFA{Int64}(39, 9, 1), TPFA{Int64}(40, 10, 1), TPFA{Int64}(41, 11, 1), TPFA{Int64}(42, 12, 1), TPFA{Int64}(43, 13, 1), TPFA{Int64}(44, 14, 1), TPFA{Int64}(45, 15, 1), TPFA{Int64}(46, 16, 1), TPFA{Int64}(47, 17, 1), TPFA{Int64}(48, 18, 1), TPFA{Int64}(49, 19, 1), TPFA{Int64}(50, 20, 1), TPFA{Int64}(51, 21, 1), TPFA{Int64}(52, 22, 1), TPFA{Int64}(53, 23, 1), TPFA{Int64}(54, 24, 1), TPFA{Int64}(55, 25, 1), TPFA{Int64}(56, 26, 1), TPFA{Int64}(57, 27, 1), TPFA{Int64}(58, 28, 1), TPFA{Int64}(59, 29, 1), TPFA{Int64}(60, 30, 1), TPFA{Int64}(61, 31, 1), TPFA{Int64}(62, 32, 1), TPFA{Int64}(63, 33, 1), TPFA{Int64}(64, 34, 1), TPFA{Int64}(65, 35, 1), TPFA{Int64}(66, 36, 1), TPFA{Int64}(67, 37, 1), TPFA{Int64}(68, 38, 1), TPFA{Int64}(69, 39, 1), TPFA{Int64}(70, 40, 1), TPFA{Int64}(71, 41, 1), TPFA{Int64}(72, 42, 1), TPFA{Int64}(73, 43, 1), TPFA{Int64}(74, 44, 1), TPFA{Int64}(75, 45, 1), TPFA{Int64}(76, 46, 1), TPFA{Int64}(77, 47, 1), TPFA{Int64}(78, 48, 1), TPFA{Int64}(79, 49, 1), TPFA{Int64}(80, 50, 1), TPFA{Int64}(81, 51, 1), TPFA{Int64}(82, 52, 1), TPFA{Int64}(83, 53, 1), TPFA{Int64}(84, 54, 1), TPFA{Int64}(85, 55, 1), TPFA{Int64}(86, 56, 1), TPFA{Int64}(87, 57, 1), TPFA{Int64}(88, 58, 1), TPFA{Int64}(89, 59, 1), TPFA{Int64}(90, 60, 1), TPFA{Int64}(91, 61, 1), TPFA{Int64}(92, 62, 1), TPFA{Int64}(93, 63, 1), TPFA{Int64}(94, 64, 1), TPFA{Int64}(95, 65, 1), TPFA{Int64}(96, 66, 1), TPFA{Int64}(97, 67, 1), TPFA{Int64}(98, 68, 1), TPFA{Int64}(99, 69, 1), TPFA{Int64}(100, 70, 1), TPFA{Int64}(101, 71, 1), TPFA{Int64}(102, 72, 1), TPFA{Int64}(103, 73, 1), TPFA{Int64}(104, 74, 1), TPFA{Int64}(105, 75, 1), TPFA{Int64}(106, 76, 1), TPFA{Int64}(107, 77, 1), TPFA{Int64}(108, 78, 1), TPFA{Int64}(109, 79, 1), TPFA{Int64}(110, 80, 1), TPFA{Int64}(111, 81, 1), TPFA{Int64}(112, 82, 1), TPFA{Int64}(113, 83, 1), TPFA{Int64}(114, 84, 1), TPFA{Int64}(115, 85, 1), TPFA{Int64}(116, 86, 1), TPFA{Int64}(117, 87, 1), TPFA{Int64}(118, 88, 1), TPFA{Int64}(119, 89, 1), TPFA{Int64}(120, 90, 1), TPFA{Int64}(121, 91, 1), TPFA{Int64}(122, 92, 1), TPFA{Int64}(123, 93, 1), TPFA{Int64}(124, 94, 1), TPFA{Int64}(125, 95, 1), TPFA{Int64}(126, 96, 1), TPFA{Int64}(127, 97, 1), TPFA{Int64}(128, 98, 1), TPFA{Int64}(129, 99, 1), TPFA{Int64}(130, 100, 1), TPFA{Int64}(131, 101, 1), TPFA{Int64}(132, 102, 1), TPFA{Int64}(133, 103, 1), TPFA{Int64}(134, 104, 1), TPFA{Int64}(135, 105, 1), TPFA{Int64}(136, 106, 1), TPFA{Int64}(137, 107, 1), TPFA{Int64}(138, 108, 1), TPFA{Int64}(139, 109, 1), TPFA{Int64}(140, 110, 1), TPFA{Int64}(141, 111, 1), TPFA{Int64}(142, 112, 1), TPFA{Int64}(143, 113, 1), TPFA{Int64}(144, 114, 1), TPFA{Int64}(145, 115, 1), TPFA{Int64}(146, 116, 1), TPFA{Int64}(147, 117, 1), TPFA{Int64}(148, 118, 1), TPFA{Int64}(149, 119, 1), TPFA{Int64}(150, 120, 1), TPFA{Int64}(151, 121, 1), TPFA{Int64}(152, 122, 1), TPFA{Int64}(153, 123, 1), TPFA{Int64}(154, 124, 1), TPFA{Int64}(155, 125, 1), TPFA{Int64}(156, 126, 1), TPFA{Int64}(157, 127, 1), TPFA{Int64}(158, 128, 1), TPFA{Int64}(159, 129, 1), TPFA{Int64}(160, 130, 1), TPFA{Int64}(161, 131, 1), TPFA{Int64}(162, 132, 1), TPFA{Int64}(163, 133, 1), TPFA{Int64}(164, 134, 1), TPFA{Int64}(165, 135, 1), TPFA{Int64}(166, 136, 1), TPFA{Int64}(167, 137, 1), TPFA{Int64}(168, 138, 1), TPFA{Int64}(169, 139, 1), TPFA{Int64}(170, 140, 1), TPFA{Int64}(171, 141, 1), TPFA{Int64}(172, 142, 1), TPFA{Int64}(173, 143, 1), TPFA{Int64}(174, 144, 1), TPFA{Int64}(175, 145, 1), TPFA{Int64}(176, 146, 1), TPFA{Int64}(177, 147, 1), TPFA{Int64}(178, 148, 1), TPFA{Int64}(179, 149, 1), TPFA{Int64}(180, 150, 1), TPFA{Int64}(181, 151, 1), TPFA{Int64}(182, 152, 1), TPFA{Int64}(183, 153, 1), TPFA{Int64}(184, 154, 1), TPFA{Int64}(185, 155, 1), TPFA{Int64}(186, 156, 1), TPFA{Int64}(187, 157, 1), TPFA{Int64}(188, 158, 1), TPFA{Int64}(189, 159, 1), TPFA{Int64}(190, 160, 1), TPFA{Int64}(191, 161, 1), TPFA{Int64}(192, 162, 1), TPFA{Int64}(193, 163, 1), TPFA{Int64}(194, 164, 1), TPFA{Int64}(195, 165, 1), TPFA{Int64}(196, 166, 1), TPFA{Int64}(197, 167, 1), TPFA{Int64}(198, 168, 1), TPFA{Int64}(199, 169, 1), TPFA{Int64}(200, 170, 1), TPFA{Int64}(201, 171, 1), TPFA{Int64}(202, 172, 1), TPFA{Int64}(203, 173, 1), TPFA{Int64}(204, 174, 1), TPFA{Int64}(205, 175, 1), TPFA{Int64}(206, 176, 1), TPFA{Int64}(207, 177, 1), TPFA{Int64}(208, 178, 1), TPFA{Int64}(209, 179, 1), TPFA{Int64}(210, 180, 1), TPFA{Int64}(211, 181, 1), TPFA{Int64}(212, 182, 1), TPFA{Int64}(213, 183, 1), TPFA{Int64}(214, 184, 1), TPFA{Int64}(215, 185, 1), TPFA{Int64}(216, 186, 1), TPFA{Int64}(217, 187, 1), TPFA{Int64}(218, 188, 1), TPFA{Int64}(219, 189, 1), TPFA{Int64}(220, 190, 1), TPFA{Int64}(221, 191, 1), TPFA{Int64}(222, 192, 1), TPFA{Int64}(223, 193, 1), TPFA{Int64}(224, 194, 1), TPFA{Int64}(225, 195, 1), TPFA{Int64}(226, 196, 1), TPFA{Int64}(227, 197, 1), TPFA{Int64}(228, 198, 1), TPFA{Int64}(229, 199, 1), TPFA{Int64}(230, 200, 1), TPFA{Int64}(231, 201, 1), TPFA{Int64}(232, 202, 1), TPFA{Int64}(233, 203, 1), TPFA{Int64}(234, 204, 1), TPFA{Int64}(235, 205, 1), TPFA{Int64}(236, 206, 1), TPFA{Int64}(237, 207, 1), TPFA{Int64}(238, 208, 1), TPFA{Int64}(239, 209, 1), TPFA{Int64}(240, 210, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(247, 451, 1), TPFA{Int64}(248, 452, 1), TPFA{Int64}(249, 453, 1), TPFA{Int64}(250, 454, 1), TPFA{Int64}(251, 455, 1), TPFA{Int64}(252, 456, 1), TPFA{Int64}(253, 457, 1), TPFA{Int64}(254, 458, 1), TPFA{Int64}(255, 459, 1), TPFA{Int64}(256, 460, 1), TPFA{Int64}(257, 461, 1), TPFA{Int64}(258, 462, 1), TPFA{Int64}(259, 463, 1), TPFA{Int64}(260, 464, 1), TPFA{Int64}(261, 465, 1), TPFA{Int64}(262, 466, 1), TPFA{Int64}(263, 467, 1), TPFA{Int64}(264, 468, 1), TPFA{Int64}(265, 469, 1), TPFA{Int64}(266, 470, 1), TPFA{Int64}(267, 471, 1), TPFA{Int64}(268, 472, 1), TPFA{Int64}(269, 473, 1), TPFA{Int64}(270, 474, 1), TPFA{Int64}(271, 241, 1), TPFA{Int64}(272, 242, 1), TPFA{Int64}(273, 243, 1), TPFA{Int64}(274, 244, 1), TPFA{Int64}(275, 245, 1), TPFA{Int64}(276, 246, 1), TPFA{Int64}(277, 247, 1), TPFA{Int64}(278, 248, 1), TPFA{Int64}(279, 249, 1), TPFA{Int64}(280, 250, 1), TPFA{Int64}(281, 251, 1), TPFA{Int64}(282, 252, 1), TPFA{Int64}(283, 253, 1), TPFA{Int64}(284, 254, 1), TPFA{Int64}(285, 255, 1), TPFA{Int64}(286, 256, 1), TPFA{Int64}(287, 257, 1), TPFA{Int64}(288, 258, 1), TPFA{Int64}(289, 259, 1), TPFA{Int64}(290, 260, 1), TPFA{Int64}(291, 261, 1), TPFA{Int64}(292, 262, 1), TPFA{Int64}(293, 263, 1), TPFA{Int64}(294, 264, 1), TPFA{Int64}(295, 265, 1), TPFA{Int64}(296, 266, 1), TPFA{Int64}(297, 267, 1), TPFA{Int64}(298, 268, 1), TPFA{Int64}(299, 269, 1), TPFA{Int64}(300, 270, 1), TPFA{Int64}(301, 271, 1), TPFA{Int64}(302, 272, 1), TPFA{Int64}(303, 273, 1), TPFA{Int64}(304, 274, 1), TPFA{Int64}(305, 275, 1), TPFA{Int64}(306, 276, 1), TPFA{Int64}(307, 277, 1), TPFA{Int64}(308, 278, 1), TPFA{Int64}(309, 279, 1), TPFA{Int64}(310, 280, 1), TPFA{Int64}(311, 281, 1), TPFA{Int64}(312, 282, 1), TPFA{Int64}(313, 283, 1), TPFA{Int64}(314, 284, 1), TPFA{Int64}(315, 285, 1), TPFA{Int64}(316, 286, 1), TPFA{Int64}(317, 287, 1), TPFA{Int64}(318, 288, 1), TPFA{Int64}(319, 289, 1), TPFA{Int64}(320, 290, 1), TPFA{Int64}(321, 291, 1), TPFA{Int64}(322, 292, 1), TPFA{Int64}(323, 293, 1), TPFA{Int64}(324, 294, 1), TPFA{Int64}(325, 295, 1), TPFA{Int64}(326, 296, 1), TPFA{Int64}(327, 297, 1), TPFA{Int64}(328, 298, 1), TPFA{Int64}(329, 299, 1), TPFA{Int64}(330, 300, 1), TPFA{Int64}(331, 301, 1), TPFA{Int64}(332, 302, 1), TPFA{Int64}(333, 303, 1), TPFA{Int64}(334, 304, 1), TPFA{Int64}(335, 305, 1), TPFA{Int64}(336, 306, 1), TPFA{Int64}(337, 307, 1), TPFA{Int64}(338, 308, 1), TPFA{Int64}(339, 309, 1), TPFA{Int64}(340, 310, 1), TPFA{Int64}(341, 311, 1), TPFA{Int64}(342, 312, 1), TPFA{Int64}(343, 313, 1), TPFA{Int64}(344, 314, 1), TPFA{Int64}(345, 315, 1), TPFA{Int64}(346, 316, 1), TPFA{Int64}(347, 317, 1), TPFA{Int64}(348, 318, 1), TPFA{Int64}(349, 319, 1), TPFA{Int64}(350, 320, 1), TPFA{Int64}(351, 321, 1), TPFA{Int64}(352, 322, 1), TPFA{Int64}(353, 323, 1), TPFA{Int64}(354, 324, 1), TPFA{Int64}(355, 325, 1), TPFA{Int64}(356, 326, 1), TPFA{Int64}(357, 327, 1), TPFA{Int64}(358, 328, 1), TPFA{Int64}(359, 329, 1), TPFA{Int64}(360, 330, 1), TPFA{Int64}(361, 331, 1), TPFA{Int64}(362, 332, 1), TPFA{Int64}(363, 333, 1), TPFA{Int64}(364, 334, 1), TPFA{Int64}(365, 335, 1), TPFA{Int64}(366, 336, 1), TPFA{Int64}(367, 337, 1), TPFA{Int64}(368, 338, 1), TPFA{Int64}(369, 339, 1), TPFA{Int64}(370, 340, 1), TPFA{Int64}(371, 341, 1), TPFA{Int64}(372, 342, 1), TPFA{Int64}(373, 343, 1), TPFA{Int64}(374, 344, 1), TPFA{Int64}(375, 345, 1), TPFA{Int64}(376, 346, 1), TPFA{Int64}(377, 347, 1), TPFA{Int64}(378, 348, 1), TPFA{Int64}(379, 349, 1), TPFA{Int64}(380, 350, 1), TPFA{Int64}(381, 351, 1), TPFA{Int64}(382, 352, 1), TPFA{Int64}(383, 353, 1), TPFA{Int64}(384, 354, 1), TPFA{Int64}(385, 355, 1), TPFA{Int64}(386, 356, 1), TPFA{Int64}(387, 357, 1), TPFA{Int64}(388, 358, 1), TPFA{Int64}(389, 359, 1), TPFA{Int64}(390, 360, 1), TPFA{Int64}(391, 361, 1), TPFA{Int64}(392, 362, 1), TPFA{Int64}(393, 363, 1), TPFA{Int64}(394, 364, 1), TPFA{Int64}(395, 365, 1), TPFA{Int64}(396, 366, 1), TPFA{Int64}(397, 367, 1), TPFA{Int64}(398, 368, 1), TPFA{Int64}(399, 369, 1), TPFA{Int64}(400, 370, 1), TPFA{Int64}(401, 371, 1), TPFA{Int64}(402, 372, 1), TPFA{Int64}(403, 373, 1), TPFA{Int64}(404, 374, 1), TPFA{Int64}(405, 375, 1), TPFA{Int64}(406, 376, 1), TPFA{Int64}(407, 377, 1), TPFA{Int64}(408, 378, 1), TPFA{Int64}(409, 379, 1), TPFA{Int64}(410, 380, 1), TPFA{Int64}(411, 381, 1), TPFA{Int64}(412, 382, 1), TPFA{Int64}(413, 383, 1), TPFA{Int64}(414, 384, 1), TPFA{Int64}(415, 385, 1), TPFA{Int64}(416, 386, 1), TPFA{Int64}(417, 387, 1), TPFA{Int64}(418, 388, 1), TPFA{Int64}(419, 389, 1), TPFA{Int64}(420, 390, 1), TPFA{Int64}(421, 391, 1), TPFA{Int64}(422, 392, 1), TPFA{Int64}(423, 393, 1), TPFA{Int64}(424, 394, 1), TPFA{Int64}(425, 395, 1), TPFA{Int64}(426, 396, 1), TPFA{Int64}(427, 397, 1), TPFA{Int64}(428, 398, 1), TPFA{Int64}(429, 399, 1), TPFA{Int64}(430, 400, 1), TPFA{Int64}(431, 401, 1), TPFA{Int64}(432, 402, 1), TPFA{Int64}(433, 403, 1), TPFA{Int64}(434, 404, 1), TPFA{Int64}(435, 405, 1), TPFA{Int64}(436, 406, 1), TPFA{Int64}(437, 407, 1), TPFA{Int64}(438, 408, 1), TPFA{Int64}(439, 409, 1), TPFA{Int64}(440, 410, 1), TPFA{Int64}(441, 411, 1), TPFA{Int64}(442, 412, 1), TPFA{Int64}(443, 413, 1), TPFA{Int64}(444, 414, 1), TPFA{Int64}(445, 415, 1), TPFA{Int64}(446, 416, 1), TPFA{Int64}(447, 417, 1), TPFA{Int64}(448, 418, 1), TPFA{Int64}(449, 419, 1), TPFA{Int64}(450, 420, 1), TPFA{Int64}(451, 421, 1), TPFA{Int64}(452, 422, 1), TPFA{Int64}(453, 423, 1), TPFA{Int64}(454, 424, 1), TPFA{Int64}(455, 425, 1), TPFA{Int64}(456, 426, 1), TPFA{Int64}(457, 427, 1), TPFA{Int64}(458, 428, 1), TPFA{Int64}(459, 429, 1), TPFA{Int64}(460, 430, 1), TPFA{Int64}(461, 431, 1), TPFA{Int64}(462, 432, 1), TPFA{Int64}(463, 433, 1), TPFA{Int64}(464, 434, 1), TPFA{Int64}(465, 435, 1), TPFA{Int64}(466, 436, 1), TPFA{Int64}(467, 437, 1), TPFA{Int64}(468, 438, 1), TPFA{Int64}(469, 439, 1), TPFA{Int64}(470, 440, 1), TPFA{Int64}(471, 441, 1), TPFA{Int64}(472, 442, 1), TPFA{Int64}(473, 443, 1), TPFA{Int64}(474, 444, 1), TPFA{Int64}(475, 445, 1), TPFA{Int64}(476, 446, 1), TPFA{Int64}(477, 447, 1), TPFA{Int64}(478, 448, 1), TPFA{Int64}(479, 449, 1), TPFA{Int64}(480, 450, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(1, 241, 1), TPFA{Int64}(2, 242, 1), TPFA{Int64}(3, 243, 1), TPFA{Int64}(4, 244, 1), TPFA{Int64}(5, 245, 1), TPFA{Int64}(6, 246, 1), TPFA{Int64}(7, 247, 1), TPFA{Int64}(8, 248, 1), TPFA{Int64}(9, 249, 1), TPFA{Int64}(10, 250, 1), TPFA{Int64}(11, 251, 1), TPFA{Int64}(12, 252, 1), TPFA{Int64}(13, 253, 1), TPFA{Int64}(14, 254, 1), TPFA{Int64}(15, 255, 1), TPFA{Int64}(16, 256, 1), TPFA{Int64}(17, 257, 1), TPFA{Int64}(18, 258, 1), TPFA{Int64}(19, 259, 1), TPFA{Int64}(20, 260, 1), TPFA{Int64}(21, 261, 1), TPFA{Int64}(22, 262, 1), TPFA{Int64}(23, 263, 1), TPFA{Int64}(24, 264, 1), TPFA{Int64}(25, 265, 1), TPFA{Int64}(26, 266, 1), TPFA{Int64}(27, 267, 1), TPFA{Int64}(28, 268, 1), TPFA{Int64}(29, 269, 1), TPFA{Int64}(30, 270, 1), TPFA{Int64}(31, 271, 1), TPFA{Int64}(32, 272, 1), TPFA{Int64}(33, 273, 1), TPFA{Int64}(34, 274, 1), TPFA{Int64}(35, 275, 1), TPFA{Int64}(36, 276, 1), TPFA{Int64}(37, 277, 1), TPFA{Int64}(38, 278, 1), TPFA{Int64}(39, 279, 1), TPFA{Int64}(40, 280, 1), TPFA{Int64}(41, 281, 1), TPFA{Int64}(42, 282, 1), TPFA{Int64}(43, 283, 1), TPFA{Int64}(44, 284, 1), TPFA{Int64}(45, 285, 1), TPFA{Int64}(46, 286, 1), TPFA{Int64}(47, 287, 1), TPFA{Int64}(48, 288, 1), TPFA{Int64}(49, 289, 1), TPFA{Int64}(50, 290, 1), TPFA{Int64}(51, 291, 1), TPFA{Int64}(52, 292, 1), TPFA{Int64}(53, 293, 1), TPFA{Int64}(54, 294, 1), TPFA{Int64}(55, 295, 1), TPFA{Int64}(56, 296, 1), TPFA{Int64}(57, 297, 1), TPFA{Int64}(58, 298, 1), TPFA{Int64}(59, 299, 1), TPFA{Int64}(60, 300, 1), TPFA{Int64}(61, 301, 1), TPFA{Int64}(62, 302, 1), TPFA{Int64}(63, 303, 1), TPFA{Int64}(64, 304, 1), TPFA{Int64}(65, 305, 1), TPFA{Int64}(66, 306, 1), TPFA{Int64}(67, 307, 1), TPFA{Int64}(68, 308, 1), TPFA{Int64}(69, 309, 1), TPFA{Int64}(70, 310, 1), TPFA{Int64}(71, 311, 1), TPFA{Int64}(72, 312, 1), TPFA{Int64}(73, 313, 1), TPFA{Int64}(74, 314, 1), TPFA{Int64}(75, 315, 1), TPFA{Int64}(76, 316, 1), TPFA{Int64}(77, 317, 1), TPFA{Int64}(78, 318, 1), TPFA{Int64}(79, 319, 1), TPFA{Int64}(80, 320, 1), TPFA{Int64}(81, 321, 1), TPFA{Int64}(82, 322, 1), TPFA{Int64}(83, 323, 1), TPFA{Int64}(84, 324, 1), TPFA{Int64}(85, 325, 1), TPFA{Int64}(86, 326, 1), TPFA{Int64}(87, 327, 1), TPFA{Int64}(88, 328, 1), TPFA{Int64}(89, 329, 1), TPFA{Int64}(90, 330, 1), TPFA{Int64}(91, 331, 1), TPFA{Int64}(92, 332, 1), TPFA{Int64}(93, 333, 1), TPFA{Int64}(94, 334, 1), TPFA{Int64}(95, 335, 1), TPFA{Int64}(96, 336, 1), TPFA{Int64}(97, 337, 1), TPFA{Int64}(98, 338, 1), TPFA{Int64}(99, 339, 1), TPFA{Int64}(100, 340, 1), TPFA{Int64}(101, 341, 1), TPFA{Int64}(102, 342, 1), TPFA{Int64}(103, 343, 1), TPFA{Int64}(104, 344, 1), TPFA{Int64}(105, 345, 1), TPFA{Int64}(106, 346, 1), TPFA{Int64}(107, 347, 1), TPFA{Int64}(108, 348, 1), TPFA{Int64}(109, 349, 1), TPFA{Int64}(110, 350, 1), TPFA{Int64}(111, 351, 1), TPFA{Int64}(112, 352, 1), TPFA{Int64}(113, 353, 1), TPFA{Int64}(114, 354, 1), TPFA{Int64}(115, 355, 1), TPFA{Int64}(116, 356, 1), TPFA{Int64}(117, 357, 1), TPFA{Int64}(118, 358, 1), TPFA{Int64}(119, 359, 1), TPFA{Int64}(120, 360, 1), TPFA{Int64}(121, 361, 1), TPFA{Int64}(122, 362, 1), TPFA{Int64}(123, 363, 1), TPFA{Int64}(124, 364, 1), TPFA{Int64}(125, 365, 1), TPFA{Int64}(126, 366, 1), TPFA{Int64}(127, 367, 1), TPFA{Int64}(128, 368, 1), TPFA{Int64}(129, 369, 1), TPFA{Int64}(130, 370, 1), TPFA{Int64}(131, 371, 1), TPFA{Int64}(132, 372, 1), TPFA{Int64}(133, 373, 1), TPFA{Int64}(134, 374, 1), TPFA{Int64}(135, 375, 1), TPFA{Int64}(136, 376, 1), TPFA{Int64}(137, 377, 1), TPFA{Int64}(138, 378, 1), TPFA{Int64}(139, 379, 1), TPFA{Int64}(140, 380, 1), TPFA{Int64}(141, 381, 1), TPFA{Int64}(142, 382, 1), TPFA{Int64}(143, 383, 1), TPFA{Int64}(144, 384, 1), TPFA{Int64}(145, 385, 1), TPFA{Int64}(146, 386, 1), TPFA{Int64}(147, 387, 1), TPFA{Int64}(148, 388, 1), TPFA{Int64}(149, 389, 1), TPFA{Int64}(150, 390, 1), TPFA{Int64}(151, 391, 1), TPFA{Int64}(152, 392, 1), TPFA{Int64}(153, 393, 1), TPFA{Int64}(154, 394, 1), TPFA{Int64}(155, 395, 1), TPFA{Int64}(156, 396, 1), TPFA{Int64}(157, 397, 1), TPFA{Int64}(158, 398, 1), TPFA{Int64}(159, 399, 1), TPFA{Int64}(160, 400, 1), TPFA{Int64}(161, 401, 1), TPFA{Int64}(162, 402, 1), TPFA{Int64}(163, 403, 1), TPFA{Int64}(164, 404, 1), TPFA{Int64}(165, 405, 1), TPFA{Int64}(166, 406, 1), TPFA{Int64}(167, 407, 1), TPFA{Int64}(168, 408, 1), TPFA{Int64}(169, 409, 1), TPFA{Int64}(170, 410, 1), TPFA{Int64}(171, 411, 1), TPFA{Int64}(172, 412, 1), TPFA{Int64}(173, 413, 1), TPFA{Int64}(174, 414, 1), TPFA{Int64}(175, 415, 1), TPFA{Int64}(176, 416, 1), TPFA{Int64}(177, 417, 1), TPFA{Int64}(178, 418, 1), TPFA{Int64}(179, 419, 1), TPFA{Int64}(180, 420, 1), TPFA{Int64}(181, 421, 1), TPFA{Int64}(182, 422, 1), TPFA{Int64}(183, 423, 1), TPFA{Int64}(184, 424, 1), TPFA{Int64}(185, 425, 1), TPFA{Int64}(186, 426, 1), TPFA{Int64}(187, 427, 1), TPFA{Int64}(188, 428, 1), TPFA{Int64}(189, 429, 1), TPFA{Int64}(190, 430, 1), TPFA{Int64}(191, 431, 1), TPFA{Int64}(192, 432, 1), TPFA{Int64}(193, 433, 1), TPFA{Int64}(194, 434, 1), TPFA{Int64}(195, 435, 1), TPFA{Int64}(196, 436, 1), TPFA{Int64}(197, 437, 1), TPFA{Int64}(198, 438, 1), TPFA{Int64}(199, 439, 1), TPFA{Int64}(200, 440, 1), TPFA{Int64}(201, 441, 1), TPFA{Int64}(202, 442, 1), TPFA{Int64}(203, 443, 1), TPFA{Int64}(204, 444, 1), TPFA{Int64}(205, 445, 1), TPFA{Int64}(206, 446, 1), TPFA{Int64}(207, 447, 1), TPFA{Int64}(208, 448, 1), TPFA{Int64}(209, 449, 1), TPFA{Int64}(210, 450, 1), TPFA{Int64}(211, 451, 1), TPFA{Int64}(212, 452, 1), TPFA{Int64}(213, 453, 1), TPFA{Int64}(214, 454, 1), TPFA{Int64}(215, 455, 1), TPFA{Int64}(216, 456, 1), TPFA{Int64}(217, 457, 1), TPFA{Int64}(218, 458, 1), TPFA{Int64}(219, 459, 1), TPFA{Int64}(220, 460, 1), TPFA{Int64}(221, 461, 1), TPFA{Int64}(222, 462, 1), TPFA{Int64}(223, 463, 1), TPFA{Int64}(224, 464, 1), TPFA{Int64}(225, 465, 1), TPFA{Int64}(226, 466, 1), TPFA{Int64}(227, 467, 1), TPFA{Int64}(228, 468, 1), TPFA{Int64}(229, 469, 1), TPFA{Int64}(230, 470, 1), TPFA{Int64}(231, 471, 1), TPFA{Int64}(232, 472, 1), TPFA{Int64}(233, 473, 1), TPFA{Int64}(234, 474, 1), TPFA{Int64}(235, 475, 1), TPFA{Int64}(236, 476, 1), TPFA{Int64}(237, 477, 1), TPFA{Int64}(238, 478, 1), TPFA{Int64}(239, 479, 1), TPFA{Int64}(240, 480, 1)], SPU{Int64}[SPU{Int64}(7, 211), SPU{Int64}(8, 212), SPU{Int64}(9, 213), SPU{Int64}(10, 214), SPU{Int64}(11, 215), SPU{Int64}(12, 216), SPU{Int64}(13, 217), SPU{Int64}(14, 218), SPU{Int64}(15, 219), SPU{Int64}(16, 220), SPU{Int64}(17, 221), SPU{Int64}(18, 222), SPU{Int64}(19, 223), SPU{Int64}(20, 224), SPU{Int64}(21, 225), SPU{Int64}(22, 226), SPU{Int64}(23, 227), SPU{Int64}(24, 228), SPU{Int64}(25, 229), SPU{Int64}(26, 230), SPU{Int64}(27, 231), SPU{Int64}(28, 232), SPU{Int64}(29, 233), SPU{Int64}(30, 234), SPU{Int64}(31, 1), SPU{Int64}(32, 2), SPU{Int64}(33, 3), SPU{Int64}(34, 4), SPU{Int64}(35, 5), SPU{Int64}(36, 6), SPU{Int64}(37, 7), SPU{Int64}(38, 8), SPU{Int64}(39, 9), SPU{Int64}(40, 10), SPU{Int64}(41, 11), SPU{Int64}(42, 12), SPU{Int64}(43, 13), SPU{Int64}(44, 14), SPU{Int64}(45, 15), SPU{Int64}(46, 16), SPU{Int64}(47, 17), SPU{Int64}(48, 18), SPU{Int64}(49, 19), SPU{Int64}(50, 20), SPU{Int64}(51, 21), SPU{Int64}(52, 22), SPU{Int64}(53, 23), SPU{Int64}(54, 24), SPU{Int64}(55, 25), SPU{Int64}(56, 26), SPU{Int64}(57, 27), SPU{Int64}(58, 28), SPU{Int64}(59, 29), SPU{Int64}(60, 30), SPU{Int64}(61, 31), SPU{Int64}(62, 32), SPU{Int64}(63, 33), SPU{Int64}(64, 34), SPU{Int64}(65, 35), SPU{Int64}(66, 36), SPU{Int64}(67, 37), SPU{Int64}(68, 38), SPU{Int64}(69, 39), SPU{Int64}(70, 40), SPU{Int64}(71, 41), SPU{Int64}(72, 42), SPU{Int64}(73, 43), SPU{Int64}(74, 44), SPU{Int64}(75, 45), SPU{Int64}(76, 46), SPU{Int64}(77, 47), SPU{Int64}(78, 48), SPU{Int64}(79, 49), SPU{Int64}(80, 50), SPU{Int64}(81, 51), SPU{Int64}(82, 52), SPU{Int64}(83, 53), SPU{Int64}(84, 54), SPU{Int64}(85, 55), SPU{Int64}(86, 56), SPU{Int64}(87, 57), SPU{Int64}(88, 58), SPU{Int64}(89, 59), SPU{Int64}(90, 60), SPU{Int64}(91, 61), SPU{Int64}(92, 62), SPU{Int64}(93, 63), SPU{Int64}(94, 64), SPU{Int64}(95, 65), SPU{Int64}(96, 66), SPU{Int64}(97, 67), SPU{Int64}(98, 68), SPU{Int64}(99, 69), SPU{Int64}(100, 70), SPU{Int64}(101, 71), SPU{Int64}(102, 72), SPU{Int64}(103, 73), SPU{Int64}(104, 74), SPU{Int64}(105, 75), SPU{Int64}(106, 76), SPU{Int64}(107, 77), SPU{Int64}(108, 78), SPU{Int64}(109, 79), SPU{Int64}(110, 80), SPU{Int64}(111, 81), SPU{Int64}(112, 82), SPU{Int64}(113, 83), SPU{Int64}(114, 84), SPU{Int64}(115, 85), SPU{Int64}(116, 86), SPU{Int64}(117, 87), SPU{Int64}(118, 88), SPU{Int64}(119, 89), SPU{Int64}(120, 90), SPU{Int64}(121, 91), SPU{Int64}(122, 92), SPU{Int64}(123, 93), SPU{Int64}(124, 94), SPU{Int64}(125, 95), SPU{Int64}(126, 96), SPU{Int64}(127, 97), SPU{Int64}(128, 98), SPU{Int64}(129, 99), SPU{Int64}(130, 100), SPU{Int64}(131, 101), SPU{Int64}(132, 102), SPU{Int64}(133, 103), SPU{Int64}(134, 104), SPU{Int64}(135, 105), SPU{Int64}(136, 106), SPU{Int64}(137, 107), SPU{Int64}(138, 108), SPU{Int64}(139, 109), SPU{Int64}(140, 110), SPU{Int64}(141, 111), SPU{Int64}(142, 112), SPU{Int64}(143, 113), SPU{Int64}(144, 114), SPU{Int64}(145, 115), SPU{Int64}(146, 116), SPU{Int64}(147, 117), SPU{Int64}(148, 118), SPU{Int64}(149, 119), SPU{Int64}(150, 120), SPU{Int64}(151, 121), SPU{Int64}(152, 122), SPU{Int64}(153, 123), SPU{Int64}(154, 124), SPU{Int64}(155, 125), SPU{Int64}(156, 126), SPU{Int64}(157, 127), SPU{Int64}(158, 128), SPU{Int64}(159, 129), SPU{Int64}(160, 130), SPU{Int64}(161, 131), SPU{Int64}(162, 132), SPU{Int64}(163, 133), SPU{Int64}(164, 134), 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0.0, 0.53, 0.53, 0.53], Cells()))) and discretizations for flow
, Electrolyte{Dict{Any, Any}}(JutulStorage{Nothing}(OrderedCollections.OrderedDict{Symbol, Any}(:transference => 0.2594, :charge => 1, :separator_porosity => 0.47, :bruggeman => 1.5, :electrolyte_density => 0.47, :separator_density => 1200, :diffusivity_func => RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0xee2235f8, 0xd04ba524, 0x244c5077, 0x15da4b3a, 0xf624324c), Expr}(quote
    #= none:1 =#
    #= none:1 =#
    return (8.794 * 10 ^ -11 * (c / 1000) ^ 2 - 3.972 * 10 ^ -10 * (c / 1000)) + 4.862 * 10 ^ -10
end), :conductivity_func => RuntimeGeneratedFunctions.RuntimeGeneratedFunction{(:c, :T), BattMo.var"#_RGF_ModTag", BattMo.var"#_RGF_ModTag", (0x6d3933d7, 0x54a514ab, 0x5fe1ef12, 0x21826394, 0xabdf6a37), Expr}(quote
    #= none:1 =#
    #= none:1 =#
    return (0.1297 * (c / 1000) ^ 3 - 2.51 * (c / 1000) ^ 1.5) + 3.329 * (c / 1000)
end))), {
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0.0, 0.53, 0.53, 0.53], Cells()))), OrderedCollections.OrderedDict{Symbol, Any}(:Phi => Phi(), :C => C()), OrderedCollections.OrderedDict{Symbol, Any}(:Conductivity => BattMo.Conductivity(), :Diffusivity => BattMo.Diffusivity(), :DmuDc => DmuDc(), :ChemCoef => ChemCoef(), :Charge => Charge(), :Mass => Mass()), OrderedCollections.OrderedDict{Symbol, Any}(:ECTransmissibilities => BattMo.ECTransmissibilities(), :Volume => BattMo.Volume(), :Temperature => Temperature(), :BruggemanCoefficient => BattMo.BruggemanCoefficient(), :VolumeFraction => BattMo.VolumeFraction()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => ConservationLaw{:Charge, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(19, 631, 1), TPFA{Int64}(20, 632, 1), TPFA{Int64}(21, 633, 1), TPFA{Int64}(22, 634, 1), TPFA{Int64}(23, 635, 1), TPFA{Int64}(24, 636, 1), TPFA{Int64}(25, 637, 1), TPFA{Int64}(26, 638, 1), TPFA{Int64}(27, 639, 1), TPFA{Int64}(28, 640, 1), TPFA{Int64}(29, 641, 1), TPFA{Int64}(30, 642, 1), TPFA{Int64}(31, 643, 1), TPFA{Int64}(32, 644, 1), TPFA{Int64}(33, 645, 1), TPFA{Int64}(34, 646, 1), TPFA{Int64}(35, 647, 1), TPFA{Int64}(36, 648, 1), TPFA{Int64}(37, 649, 1), TPFA{Int64}(38, 650, 1), TPFA{Int64}(39, 651, 1), TPFA{Int64}(40, 652, 1), TPFA{Int64}(41, 653, 1), TPFA{Int64}(42, 654, 1), TPFA{Int64}(43, 655, 1), TPFA{Int64}(44, 656, 1), TPFA{Int64}(45, 657, 1), TPFA{Int64}(46, 658, 1), TPFA{Int64}(47, 659, 1), TPFA{Int64}(48, 660, 1), TPFA{Int64}(49, 661, 1), TPFA{Int64}(50, 662, 1), TPFA{Int64}(51, 663, 1), TPFA{Int64}(52, 664, 1), TPFA{Int64}(53, 665, 1), TPFA{Int64}(54, 666, 1), TPFA{Int64}(55, 667, 1), TPFA{Int64}(56, 668, 1), TPFA{Int64}(57, 669, 1), TPFA{Int64}(58, 670, 1), TPFA{Int64}(59, 671, 1), TPFA{Int64}(60, 672, 1), TPFA{Int64}(61, 673, 1), TPFA{Int64}(62, 674, 1), TPFA{Int64}(63, 675, 1), TPFA{Int64}(64, 676, 1), TPFA{Int64}(65, 677, 1), TPFA{Int64}(66, 678, 1), TPFA{Int64}(67, 679, 1), TPFA{Int64}(68, 680, 1), TPFA{Int64}(69, 681, 1), TPFA{Int64}(70, 682, 1), TPFA{Int64}(71, 683, 1), TPFA{Int64}(72, 684, 1), TPFA{Int64}(73, 685, 1), TPFA{Int64}(74, 686, 1), TPFA{Int64}(75, 687, 1), TPFA{Int64}(76, 688, 1), TPFA{Int64}(77, 689, 1), TPFA{Int64}(78, 690, 1), TPFA{Int64}(79, 691, 1), TPFA{Int64}(80, 692, 1), TPFA{Int64}(81, 693, 1), TPFA{Int64}(82, 694, 1), TPFA{Int64}(83, 695, 1), TPFA{Int64}(84, 696, 1), TPFA{Int64}(85, 697, 1), TPFA{Int64}(86, 698, 1), TPFA{Int64}(87, 699, 1), TPFA{Int64}(88, 700, 1), TPFA{Int64}(89, 701, 1), TPFA{Int64}(90, 702, 1), TPFA{Int64}(91, 1, 1), TPFA{Int64}(92, 2, 1), TPFA{Int64}(93, 3, 1), TPFA{Int64}(94, 4, 1), TPFA{Int64}(95, 5, 1), TPFA{Int64}(96, 6, 1), TPFA{Int64}(97, 7, 1), TPFA{Int64}(98, 8, 1), TPFA{Int64}(99, 9, 1), TPFA{Int64}(100, 10, 1), TPFA{Int64}(101, 11, 1), TPFA{Int64}(102, 12, 1), TPFA{Int64}(103, 13, 1), TPFA{Int64}(104, 14, 1), TPFA{Int64}(105, 15, 1), TPFA{Int64}(106, 16, 1), TPFA{Int64}(107, 17, 1), TPFA{Int64}(108, 18, 1), TPFA{Int64}(109, 19, 1), TPFA{Int64}(110, 20, 1), TPFA{Int64}(111, 21, 1), TPFA{Int64}(112, 22, 1), TPFA{Int64}(113, 23, 1), TPFA{Int64}(114, 24, 1), TPFA{Int64}(115, 25, 1), TPFA{Int64}(116, 26, 1), TPFA{Int64}(117, 27, 1), TPFA{Int64}(118, 28, 1), TPFA{Int64}(119, 29, 1), TPFA{Int64}(120, 30, 1), TPFA{Int64}(121, 31, 1), TPFA{Int64}(122, 32, 1), TPFA{Int64}(123, 33, 1), TPFA{Int64}(124, 34, 1), TPFA{Int64}(125, 35, 1), TPFA{Int64}(126, 36, 1), TPFA{Int64}(127, 37, 1), TPFA{Int64}(128, 38, 1), TPFA{Int64}(129, 39, 1), TPFA{Int64}(130, 40, 1), TPFA{Int64}(131, 41, 1), TPFA{Int64}(132, 42, 1), TPFA{Int64}(133, 43, 1), TPFA{Int64}(134, 44, 1), TPFA{Int64}(135, 45, 1), TPFA{Int64}(136, 46, 1), TPFA{Int64}(137, 47, 1), TPFA{Int64}(138, 48, 1), TPFA{Int64}(139, 49, 1), TPFA{Int64}(140, 50, 1), TPFA{Int64}(141, 51, 1), TPFA{Int64}(142, 52, 1), TPFA{Int64}(143, 53, 1), TPFA{Int64}(144, 54, 1), TPFA{Int64}(145, 55, 1), TPFA{Int64}(146, 56, 1), TPFA{Int64}(147, 57, 1), TPFA{Int64}(148, 58, 1), TPFA{Int64}(149, 59, 1), TPFA{Int64}(150, 60, 1), TPFA{Int64}(151, 61, 1), TPFA{Int64}(152, 62, 1), TPFA{Int64}(153, 63, 1), TPFA{Int64}(154, 64, 1), TPFA{Int64}(155, 65, 1), TPFA{Int64}(156, 66, 1), TPFA{Int64}(157, 67, 1), TPFA{Int64}(158, 68, 1), TPFA{Int64}(159, 69, 1), TPFA{Int64}(160, 70, 1), TPFA{Int64}(161, 71, 1), TPFA{Int64}(162, 72, 1), TPFA{Int64}(163, 73, 1), TPFA{Int64}(164, 74, 1), TPFA{Int64}(165, 75, 1), TPFA{Int64}(166, 76, 1), TPFA{Int64}(167, 77, 1), TPFA{Int64}(168, 78, 1), TPFA{Int64}(169, 79, 1), TPFA{Int64}(170, 80, 1), TPFA{Int64}(171, 81, 1), TPFA{Int64}(172, 82, 1), TPFA{Int64}(173, 83, 1), TPFA{Int64}(174, 84, 1), TPFA{Int64}(175, 85, 1), TPFA{Int64}(176, 86, 1), TPFA{Int64}(177, 87, 1), TPFA{Int64}(178, 88, 1), TPFA{Int64}(179, 89, 1), TPFA{Int64}(180, 90, 1), TPFA{Int64}(181, 91, 1), TPFA{Int64}(182, 92, 1), TPFA{Int64}(183, 93, 1), TPFA{Int64}(184, 94, 1), TPFA{Int64}(185, 95, 1), TPFA{Int64}(186, 96, 1), TPFA{Int64}(187, 97, 1), TPFA{Int64}(188, 98, 1), TPFA{Int64}(189, 99, 1), TPFA{Int64}(190, 100, 1), TPFA{Int64}(191, 101, 1), TPFA{Int64}(192, 102, 1), TPFA{Int64}(193, 103, 1), TPFA{Int64}(194, 104, 1), TPFA{Int64}(195, 105, 1), TPFA{Int64}(196, 106, 1), TPFA{Int64}(197, 107, 1), TPFA{Int64}(198, 108, 1), TPFA{Int64}(199, 109, 1), TPFA{Int64}(200, 110, 1), TPFA{Int64}(201, 111, 1), TPFA{Int64}(202, 112, 1), TPFA{Int64}(203, 113, 1), TPFA{Int64}(204, 114, 1), TPFA{Int64}(205, 115, 1), TPFA{Int64}(206, 116, 1), TPFA{Int64}(207, 117, 1), TPFA{Int64}(208, 118, 1), TPFA{Int64}(209, 119, 1), TPFA{Int64}(210, 120, 1), TPFA{Int64}(211, 121, 1), TPFA{Int64}(212, 122, 1), TPFA{Int64}(213, 123, 1), TPFA{Int64}(214, 124, 1), TPFA{Int64}(215, 125, 1), TPFA{Int64}(216, 126, 1), TPFA{Int64}(217, 127, 1), TPFA{Int64}(218, 128, 1), TPFA{Int64}(219, 129, 1), TPFA{Int64}(220, 130, 1), TPFA{Int64}(221, 131, 1), TPFA{Int64}(222, 132, 1), TPFA{Int64}(223, 133, 1), TPFA{Int64}(224, 134, 1), TPFA{Int64}(225, 135, 1), TPFA{Int64}(226, 136, 1), TPFA{Int64}(227, 137, 1), TPFA{Int64}(228, 138, 1), TPFA{Int64}(229, 139, 1), TPFA{Int64}(230, 140, 1), TPFA{Int64}(231, 141, 1), TPFA{Int64}(232, 142, 1), TPFA{Int64}(233, 143, 1), TPFA{Int64}(234, 144, 1), TPFA{Int64}(235, 145, 1), TPFA{Int64}(236, 146, 1), TPFA{Int64}(237, 147, 1), TPFA{Int64}(238, 148, 1), TPFA{Int64}(239, 149, 1), TPFA{Int64}(240, 150, 1), TPFA{Int64}(241, 151, 1), TPFA{Int64}(242, 152, 1), TPFA{Int64}(243, 153, 1), TPFA{Int64}(244, 154, 1), TPFA{Int64}(245, 155, 1), TPFA{Int64}(246, 156, 1), TPFA{Int64}(247, 157, 1), TPFA{Int64}(248, 158, 1), TPFA{Int64}(249, 159, 1), TPFA{Int64}(250, 160, 1), TPFA{Int64}(251, 161, 1), TPFA{Int64}(252, 162, 1), TPFA{Int64}(253, 163, 1), TPFA{Int64}(254, 164, 1), TPFA{Int64}(255, 165, 1), TPFA{Int64}(256, 166, 1), TPFA{Int64}(257, 167, 1), TPFA{Int64}(258, 168, 1), TPFA{Int64}(259, 169, 1), TPFA{Int64}(260, 170, 1), TPFA{Int64}(261, 171, 1), TPFA{Int64}(262, 172, 1), TPFA{Int64}(263, 173, 1), TPFA{Int64}(264, 174, 1), TPFA{Int64}(265, 175, 1), TPFA{Int64}(266, 176, 1), TPFA{Int64}(267, 177, 1), TPFA{Int64}(268, 178, 1), TPFA{Int64}(269, 179, 1), TPFA{Int64}(270, 180, 1), TPFA{Int64}(271, 181, 1), TPFA{Int64}(272, 182, 1), TPFA{Int64}(273, 183, 1), TPFA{Int64}(274, 184, 1), TPFA{Int64}(275, 185, 1), TPFA{Int64}(276, 186, 1), TPFA{Int64}(277, 187, 1), TPFA{Int64}(278, 188, 1), TPFA{Int64}(279, 189, 1), TPFA{Int64}(280, 190, 1), TPFA{Int64}(281, 191, 1), TPFA{Int64}(282, 192, 1), TPFA{Int64}(283, 193, 1), TPFA{Int64}(284, 194, 1), TPFA{Int64}(285, 195, 1), TPFA{Int64}(286, 196, 1), TPFA{Int64}(287, 197, 1), TPFA{Int64}(288, 198, 1), TPFA{Int64}(289, 199, 1), TPFA{Int64}(290, 200, 1), TPFA{Int64}(291, 201, 1), TPFA{Int64}(292, 202, 1), TPFA{Int64}(293, 203, 1), TPFA{Int64}(294, 204, 1), TPFA{Int64}(295, 205, 1), TPFA{Int64}(296, 206, 1), TPFA{Int64}(297, 207, 1), TPFA{Int64}(298, 208, 1), TPFA{Int64}(299, 209, 1), TPFA{Int64}(300, 210, 1), TPFA{Int64}(301, 211, 1), TPFA{Int64}(302, 212, 1), TPFA{Int64}(303, 213, 1), TPFA{Int64}(304, 214, 1), TPFA{Int64}(305, 215, 1), TPFA{Int64}(306, 216, 1), TPFA{Int64}(307, 217, 1), TPFA{Int64}(308, 218, 1), TPFA{Int64}(309, 219, 1), TPFA{Int64}(310, 220, 1), TPFA{Int64}(311, 221, 1), TPFA{Int64}(312, 222, 1), TPFA{Int64}(313, 223, 1), TPFA{Int64}(314, 224, 1), TPFA{Int64}(315, 225, 1), TPFA{Int64}(316, 226, 1), TPFA{Int64}(317, 227, 1), TPFA{Int64}(318, 228, 1), TPFA{Int64}(319, 229, 1), TPFA{Int64}(320, 230, 1), TPFA{Int64}(321, 231, 1), TPFA{Int64}(322, 232, 1), TPFA{Int64}(323, 233, 1), TPFA{Int64}(324, 234, 1), TPFA{Int64}(325, 235, 1), TPFA{Int64}(326, 236, 1), TPFA{Int64}(327, 237, 1), TPFA{Int64}(328, 238, 1), TPFA{Int64}(329, 239, 1), TPFA{Int64}(330, 240, 1), TPFA{Int64}(331, 241, 1), TPFA{Int64}(332, 242, 1), TPFA{Int64}(333, 243, 1), TPFA{Int64}(334, 244, 1), TPFA{Int64}(335, 245, 1), TPFA{Int64}(336, 246, 1), TPFA{Int64}(337, 247, 1), TPFA{Int64}(338, 248, 1), TPFA{Int64}(339, 249, 1), TPFA{Int64}(340, 250, 1), TPFA{Int64}(341, 251, 1), TPFA{Int64}(342, 252, 1), TPFA{Int64}(343, 253, 1), TPFA{Int64}(344, 254, 1), TPFA{Int64}(345, 255, 1), TPFA{Int64}(346, 256, 1), TPFA{Int64}(347, 257, 1), TPFA{Int64}(348, 258, 1), TPFA{Int64}(349, 259, 1), TPFA{Int64}(350, 260, 1), TPFA{Int64}(351, 261, 1), TPFA{Int64}(352, 262, 1), TPFA{Int64}(353, 263, 1), TPFA{Int64}(354, 264, 1), TPFA{Int64}(355, 265, 1), TPFA{Int64}(356, 266, 1), TPFA{Int64}(357, 267, 1), TPFA{Int64}(358, 268, 1), TPFA{Int64}(359, 269, 1), TPFA{Int64}(360, 270, 1), TPFA{Int64}(361, 271, 1), TPFA{Int64}(362, 272, 1), TPFA{Int64}(363, 273, 1), TPFA{Int64}(364, 274, 1), TPFA{Int64}(365, 275, 1), TPFA{Int64}(366, 276, 1), TPFA{Int64}(367, 277, 1), TPFA{Int64}(368, 278, 1), TPFA{Int64}(369, 279, 1), TPFA{Int64}(370, 280, 1), TPFA{Int64}(371, 281, 1), TPFA{Int64}(372, 282, 1), TPFA{Int64}(373, 283, 1), TPFA{Int64}(374, 284, 1), TPFA{Int64}(375, 285, 1), TPFA{Int64}(376, 286, 1), TPFA{Int64}(377, 287, 1), TPFA{Int64}(378, 288, 1), TPFA{Int64}(379, 289, 1), TPFA{Int64}(380, 290, 1), TPFA{Int64}(381, 291, 1), TPFA{Int64}(382, 292, 1), TPFA{Int64}(383, 293, 1), TPFA{Int64}(384, 294, 1), TPFA{Int64}(385, 295, 1), TPFA{Int64}(386, 296, 1), TPFA{Int64}(387, 297, 1), TPFA{Int64}(388, 298, 1), TPFA{Int64}(389, 299, 1), TPFA{Int64}(390, 300, 1), TPFA{Int64}(391, 301, 1), TPFA{Int64}(392, 302, 1), TPFA{Int64}(393, 303, 1), TPFA{Int64}(394, 304, 1), TPFA{Int64}(395, 305, 1), TPFA{Int64}(396, 306, 1), TPFA{Int64}(397, 307, 1), TPFA{Int64}(398, 308, 1), TPFA{Int64}(399, 309, 1), TPFA{Int64}(400, 310, 1), TPFA{Int64}(401, 311, 1), TPFA{Int64}(402, 312, 1), TPFA{Int64}(403, 313, 1), TPFA{Int64}(404, 314, 1), TPFA{Int64}(405, 315, 1), TPFA{Int64}(406, 316, 1), TPFA{Int64}(407, 317, 1), TPFA{Int64}(408, 318, 1), TPFA{Int64}(409, 319, 1), TPFA{Int64}(410, 320, 1), TPFA{Int64}(411, 321, 1), TPFA{Int64}(412, 322, 1), TPFA{Int64}(413, 323, 1), TPFA{Int64}(414, 324, 1), TPFA{Int64}(415, 325, 1), TPFA{Int64}(416, 326, 1), TPFA{Int64}(417, 327, 1), TPFA{Int64}(418, 328, 1), TPFA{Int64}(419, 329, 1), TPFA{Int64}(420, 330, 1), TPFA{Int64}(421, 331, 1), TPFA{Int64}(422, 332, 1), TPFA{Int64}(423, 333, 1), TPFA{Int64}(424, 334, 1), TPFA{Int64}(425, 335, 1), TPFA{Int64}(426, 336, 1), TPFA{Int64}(427, 337, 1), TPFA{Int64}(428, 338, 1), TPFA{Int64}(429, 339, 1), TPFA{Int64}(430, 340, 1), TPFA{Int64}(431, 341, 1), TPFA{Int64}(432, 342, 1), TPFA{Int64}(433, 343, 1), TPFA{Int64}(434, 344, 1), TPFA{Int64}(435, 345, 1), TPFA{Int64}(436, 346, 1), TPFA{Int64}(437, 347, 1), TPFA{Int64}(438, 348, 1), TPFA{Int64}(439, 349, 1), TPFA{Int64}(440, 350, 1), TPFA{Int64}(441, 351, 1), TPFA{Int64}(442, 352, 1), TPFA{Int64}(443, 353, 1), TPFA{Int64}(444, 354, 1), TPFA{Int64}(445, 355, 1), TPFA{Int64}(446, 356, 1), TPFA{Int64}(447, 357, 1), TPFA{Int64}(448, 358, 1), TPFA{Int64}(449, 359, 1), TPFA{Int64}(450, 360, 1), TPFA{Int64}(451, 361, 1), TPFA{Int64}(452, 362, 1), TPFA{Int64}(453, 363, 1), TPFA{Int64}(454, 364, 1), TPFA{Int64}(455, 365, 1), TPFA{Int64}(456, 366, 1), TPFA{Int64}(457, 367, 1), TPFA{Int64}(458, 368, 1), TPFA{Int64}(459, 369, 1), TPFA{Int64}(460, 370, 1), TPFA{Int64}(461, 371, 1), TPFA{Int64}(462, 372, 1), TPFA{Int64}(463, 373, 1), TPFA{Int64}(464, 374, 1), TPFA{Int64}(465, 375, 1), TPFA{Int64}(466, 376, 1), TPFA{Int64}(467, 377, 1), TPFA{Int64}(468, 378, 1), TPFA{Int64}(469, 379, 1), TPFA{Int64}(470, 380, 1), TPFA{Int64}(471, 381, 1), TPFA{Int64}(472, 382, 1), TPFA{Int64}(473, 383, 1), TPFA{Int64}(474, 384, 1), TPFA{Int64}(475, 385, 1), TPFA{Int64}(476, 386, 1), TPFA{Int64}(477, 387, 1), TPFA{Int64}(478, 388, 1), TPFA{Int64}(479, 389, 1), TPFA{Int64}(480, 390, 1), TPFA{Int64}(481, 391, 1), TPFA{Int64}(482, 392, 1), TPFA{Int64}(483, 393, 1), TPFA{Int64}(484, 394, 1), TPFA{Int64}(485, 395, 1), TPFA{Int64}(486, 396, 1), TPFA{Int64}(487, 397, 1), TPFA{Int64}(488, 398, 1), TPFA{Int64}(489, 399, 1), TPFA{Int64}(490, 400, 1), TPFA{Int64}(491, 401, 1), TPFA{Int64}(492, 402, 1), TPFA{Int64}(493, 403, 1), TPFA{Int64}(494, 404, 1), TPFA{Int64}(495, 405, 1), TPFA{Int64}(496, 406, 1), TPFA{Int64}(497, 407, 1), TPFA{Int64}(498, 408, 1), TPFA{Int64}(499, 409, 1), TPFA{Int64}(500, 410, 1), TPFA{Int64}(501, 411, 1), TPFA{Int64}(502, 412, 1), TPFA{Int64}(503, 413, 1), TPFA{Int64}(504, 414, 1), TPFA{Int64}(505, 415, 1), TPFA{Int64}(506, 416, 1), TPFA{Int64}(507, 417, 1), TPFA{Int64}(508, 418, 1), TPFA{Int64}(509, 419, 1), TPFA{Int64}(510, 420, 1), TPFA{Int64}(511, 421, 1), TPFA{Int64}(512, 422, 1), TPFA{Int64}(513, 423, 1), TPFA{Int64}(514, 424, 1), TPFA{Int64}(515, 425, 1), TPFA{Int64}(516, 426, 1), TPFA{Int64}(517, 427, 1), TPFA{Int64}(518, 428, 1), TPFA{Int64}(519, 429, 1), TPFA{Int64}(520, 430, 1), TPFA{Int64}(521, 431, 1), TPFA{Int64}(522, 432, 1), TPFA{Int64}(523, 433, 1), TPFA{Int64}(524, 434, 1), TPFA{Int64}(525, 435, 1), TPFA{Int64}(526, 436, 1), TPFA{Int64}(527, 437, 1), TPFA{Int64}(528, 438, 1), TPFA{Int64}(529, 439, 1), TPFA{Int64}(530, 440, 1), TPFA{Int64}(531, 441, 1), TPFA{Int64}(532, 442, 1), TPFA{Int64}(533, 443, 1), TPFA{Int64}(534, 444, 1), TPFA{Int64}(535, 445, 1), TPFA{Int64}(536, 446, 1), TPFA{Int64}(537, 447, 1), TPFA{Int64}(538, 448, 1), TPFA{Int64}(539, 449, 1), TPFA{Int64}(540, 450, 1), TPFA{Int64}(541, 451, 1), TPFA{Int64}(542, 452, 1), TPFA{Int64}(543, 453, 1), TPFA{Int64}(544, 454, 1), TPFA{Int64}(545, 455, 1), TPFA{Int64}(546, 456, 1), TPFA{Int64}(547, 457, 1), TPFA{Int64}(548, 458, 1), TPFA{Int64}(549, 459, 1), TPFA{Int64}(550, 460, 1), TPFA{Int64}(551, 461, 1), TPFA{Int64}(552, 462, 1), TPFA{Int64}(553, 463, 1), TPFA{Int64}(554, 464, 1), TPFA{Int64}(555, 465, 1), TPFA{Int64}(556, 466, 1), TPFA{Int64}(557, 467, 1), TPFA{Int64}(558, 468, 1), TPFA{Int64}(559, 469, 1), TPFA{Int64}(560, 470, 1), TPFA{Int64}(561, 471, 1), TPFA{Int64}(562, 472, 1), TPFA{Int64}(563, 473, 1), TPFA{Int64}(564, 474, 1), TPFA{Int64}(565, 475, 1), TPFA{Int64}(566, 476, 1), TPFA{Int64}(567, 477, 1), TPFA{Int64}(568, 478, 1), TPFA{Int64}(569, 479, 1), TPFA{Int64}(570, 480, 1), TPFA{Int64}(571, 481, 1), TPFA{Int64}(572, 482, 1), TPFA{Int64}(573, 483, 1), TPFA{Int64}(574, 484, 1), TPFA{Int64}(575, 485, 1), TPFA{Int64}(576, 486, 1), TPFA{Int64}(577, 487, 1), TPFA{Int64}(578, 488, 1), TPFA{Int64}(579, 489, 1), TPFA{Int64}(580, 490, 1), TPFA{Int64}(581, 491, 1), TPFA{Int64}(582, 492, 1), TPFA{Int64}(583, 493, 1), TPFA{Int64}(584, 494, 1), TPFA{Int64}(585, 495, 1), TPFA{Int64}(586, 496, 1), TPFA{Int64}(587, 497, 1), TPFA{Int64}(588, 498, 1), TPFA{Int64}(589, 499, 1), TPFA{Int64}(590, 500, 1), TPFA{Int64}(591, 501, 1), TPFA{Int64}(592, 502, 1), TPFA{Int64}(593, 503, 1), TPFA{Int64}(594, 504, 1), TPFA{Int64}(595, 505, 1), TPFA{Int64}(596, 506, 1), TPFA{Int64}(597, 507, 1), TPFA{Int64}(598, 508, 1), TPFA{Int64}(599, 509, 1), TPFA{Int64}(600, 510, 1), TPFA{Int64}(601, 511, 1), TPFA{Int64}(602, 512, 1), TPFA{Int64}(603, 513, 1), TPFA{Int64}(604, 514, 1), TPFA{Int64}(605, 515, 1), TPFA{Int64}(606, 516, 1), TPFA{Int64}(607, 517, 1), TPFA{Int64}(608, 518, 1), TPFA{Int64}(609, 519, 1), TPFA{Int64}(610, 520, 1), TPFA{Int64}(611, 521, 1), TPFA{Int64}(612, 522, 1), TPFA{Int64}(613, 523, 1), TPFA{Int64}(614, 524, 1), TPFA{Int64}(615, 525, 1), TPFA{Int64}(616, 526, 1), TPFA{Int64}(617, 527, 1), TPFA{Int64}(618, 528, 1), TPFA{Int64}(619, 529, 1), TPFA{Int64}(620, 530, 1), TPFA{Int64}(621, 531, 1), TPFA{Int64}(622, 532, 1), TPFA{Int64}(623, 533, 1), TPFA{Int64}(624, 534, 1), TPFA{Int64}(625, 535, 1), TPFA{Int64}(626, 536, 1), TPFA{Int64}(627, 537, 1), TPFA{Int64}(628, 538, 1), TPFA{Int64}(629, 539, 1), TPFA{Int64}(630, 540, 1), TPFA{Int64}(631, 541, 1), TPFA{Int64}(632, 542, 1), TPFA{Int64}(633, 543, 1), TPFA{Int64}(634, 544, 1), TPFA{Int64}(635, 545, 1), TPFA{Int64}(636, 546, 1), TPFA{Int64}(637, 547, 1), TPFA{Int64}(638, 548, 1), TPFA{Int64}(639, 549, 1), TPFA{Int64}(640, 550, 1), TPFA{Int64}(641, 551, 1), TPFA{Int64}(642, 552, 1), TPFA{Int64}(643, 553, 1), TPFA{Int64}(644, 554, 1), TPFA{Int64}(645, 555, 1), TPFA{Int64}(646, 556, 1), TPFA{Int64}(647, 557, 1), TPFA{Int64}(648, 558, 1), TPFA{Int64}(649, 559, 1), TPFA{Int64}(650, 560, 1), TPFA{Int64}(651, 561, 1), TPFA{Int64}(652, 562, 1), TPFA{Int64}(653, 563, 1), TPFA{Int64}(654, 564, 1), TPFA{Int64}(655, 565, 1), TPFA{Int64}(656, 566, 1), TPFA{Int64}(657, 567, 1), TPFA{Int64}(658, 568, 1), TPFA{Int64}(659, 569, 1), TPFA{Int64}(660, 570, 1), TPFA{Int64}(661, 571, 1), TPFA{Int64}(662, 572, 1), TPFA{Int64}(663, 573, 1), TPFA{Int64}(664, 574, 1), TPFA{Int64}(665, 575, 1), TPFA{Int64}(666, 576, 1), TPFA{Int64}(667, 577, 1), TPFA{Int64}(668, 578, 1), TPFA{Int64}(669, 579, 1), TPFA{Int64}(670, 580, 1), TPFA{Int64}(671, 581, 1), TPFA{Int64}(672, 582, 1), TPFA{Int64}(673, 583, 1), TPFA{Int64}(674, 584, 1), TPFA{Int64}(675, 585, 1), TPFA{Int64}(676, 586, 1), TPFA{Int64}(677, 587, 1), TPFA{Int64}(678, 588, 1), TPFA{Int64}(679, 589, 1), TPFA{Int64}(680, 590, 1), TPFA{Int64}(681, 591, 1), TPFA{Int64}(682, 592, 1), TPFA{Int64}(683, 593, 1), TPFA{Int64}(684, 594, 1), TPFA{Int64}(685, 595, 1), TPFA{Int64}(686, 596, 1), TPFA{Int64}(687, 597, 1), TPFA{Int64}(688, 598, 1), TPFA{Int64}(689, 599, 1), TPFA{Int64}(690, 600, 1), TPFA{Int64}(691, 601, 1), TPFA{Int64}(692, 602, 1), TPFA{Int64}(693, 603, 1), TPFA{Int64}(694, 604, 1), TPFA{Int64}(695, 605, 1), TPFA{Int64}(696, 606, 1), TPFA{Int64}(697, 607, 1), TPFA{Int64}(698, 608, 1), TPFA{Int64}(699, 609, 1), TPFA{Int64}(700, 610, 1), TPFA{Int64}(701, 611, 1), TPFA{Int64}(702, 612, 1), TPFA{Int64}(703, 613, 1), TPFA{Int64}(704, 614, 1), TPFA{Int64}(705, 615, 1), TPFA{Int64}(706, 616, 1), TPFA{Int64}(707, 617, 1), TPFA{Int64}(708, 618, 1), TPFA{Int64}(709, 619, 1), TPFA{Int64}(710, 620, 1), TPFA{Int64}(711, 621, 1), TPFA{Int64}(712, 622, 1), TPFA{Int64}(713, 623, 1), TPFA{Int64}(714, 624, 1), TPFA{Int64}(715, 625, 1), TPFA{Int64}(716, 626, 1), TPFA{Int64}(717, 627, 1), TPFA{Int64}(718, 628, 1), TPFA{Int64}(719, 629, 1), TPFA{Int64}(720, 630, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(6, 7, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(9, 10, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(15, 16, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(18, 19, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(24, 25, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(27, 28, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(33, 34, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(36, 37, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(42, 43, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(45, 46, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(51, 52, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(54, 55, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(60, 61, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(63, 64, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(69, 70, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(72, 73, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(78, 79, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(81, 82, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(87, 88, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(96, 97, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(99, 100, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(105, 106, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(108, 109, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(114, 115, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(117, 118, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(123, 124, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(126, 127, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(132, 133, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(135, 136, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(141, 142, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(144, 145, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(150, 151, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(153, 154, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(159, 160, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(162, 163, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(168, 169, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(171, 172, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(177, 178, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(186, 187, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(189, 190, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(195, 196, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(198, 199, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(204, 205, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(207, 208, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(213, 214, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(216, 217, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(222, 223, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(225, 226, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(231, 232, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(234, 235, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(240, 241, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(243, 244, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(249, 250, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(252, 253, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(258, 259, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(261, 262, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(267, 268, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(276, 277, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(279, 280, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(285, 286, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(288, 289, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(294, 295, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(297, 298, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(303, 304, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(306, 307, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(312, 313, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(315, 316, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(321, 322, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(324, 325, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(330, 331, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(333, 334, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(339, 340, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(342, 343, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(348, 349, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(351, 352, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(357, 358, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(366, 367, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(369, 370, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(375, 376, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(378, 379, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(384, 385, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(387, 388, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(393, 394, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(396, 397, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(402, 403, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(405, 406, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(411, 412, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(414, 415, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(420, 421, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(423, 424, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(429, 430, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(432, 433, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(438, 439, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(441, 442, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(447, 448, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(456, 457, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(459, 460, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(465, 466, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(468, 469, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(474, 475, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(477, 478, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(481, 482, 1), TPFA{Int64}(482, 483, 1), TPFA{Int64}(483, 484, 1), TPFA{Int64}(484, 485, 1), TPFA{Int64}(485, 486, 1), TPFA{Int64}(486, 487, 1), TPFA{Int64}(487, 488, 1), TPFA{Int64}(488, 489, 1), TPFA{Int64}(490, 491, 1), TPFA{Int64}(491, 492, 1), TPFA{Int64}(492, 493, 1), TPFA{Int64}(493, 494, 1), TPFA{Int64}(494, 495, 1), TPFA{Int64}(495, 496, 1), TPFA{Int64}(496, 497, 1), TPFA{Int64}(497, 498, 1), TPFA{Int64}(499, 500, 1), TPFA{Int64}(500, 501, 1), TPFA{Int64}(501, 502, 1), TPFA{Int64}(502, 503, 1), TPFA{Int64}(503, 504, 1), TPFA{Int64}(504, 505, 1), TPFA{Int64}(505, 506, 1), TPFA{Int64}(506, 507, 1), TPFA{Int64}(508, 509, 1), TPFA{Int64}(509, 510, 1), TPFA{Int64}(510, 511, 1), TPFA{Int64}(511, 512, 1), TPFA{Int64}(512, 513, 1), TPFA{Int64}(513, 514, 1), TPFA{Int64}(514, 515, 1), TPFA{Int64}(515, 516, 1), TPFA{Int64}(517, 518, 1), TPFA{Int64}(518, 519, 1), TPFA{Int64}(519, 520, 1), TPFA{Int64}(520, 521, 1), TPFA{Int64}(521, 522, 1), TPFA{Int64}(522, 523, 1), TPFA{Int64}(523, 524, 1), TPFA{Int64}(524, 525, 1), TPFA{Int64}(526, 527, 1), TPFA{Int64}(527, 528, 1), TPFA{Int64}(528, 529, 1), TPFA{Int64}(529, 530, 1), TPFA{Int64}(530, 531, 1), TPFA{Int64}(531, 532, 1), TPFA{Int64}(532, 533, 1), TPFA{Int64}(533, 534, 1), TPFA{Int64}(535, 536, 1), TPFA{Int64}(536, 537, 1), TPFA{Int64}(537, 538, 1), TPFA{Int64}(538, 539, 1), TPFA{Int64}(539, 540, 1), TPFA{Int64}(541, 542, 1), TPFA{Int64}(542, 543, 1), TPFA{Int64}(544, 545, 1), TPFA{Int64}(545, 546, 1), TPFA{Int64}(546, 547, 1), TPFA{Int64}(547, 548, 1), TPFA{Int64}(548, 549, 1), TPFA{Int64}(549, 550, 1), TPFA{Int64}(550, 551, 1), TPFA{Int64}(551, 552, 1), TPFA{Int64}(553, 554, 1), TPFA{Int64}(554, 555, 1), TPFA{Int64}(555, 556, 1), TPFA{Int64}(556, 557, 1), TPFA{Int64}(557, 558, 1), TPFA{Int64}(558, 559, 1), TPFA{Int64}(559, 560, 1), TPFA{Int64}(560, 561, 1), TPFA{Int64}(562, 563, 1), TPFA{Int64}(563, 564, 1), TPFA{Int64}(564, 565, 1), TPFA{Int64}(565, 566, 1), TPFA{Int64}(566, 567, 1), TPFA{Int64}(567, 568, 1), TPFA{Int64}(568, 569, 1), TPFA{Int64}(569, 570, 1), TPFA{Int64}(571, 572, 1), TPFA{Int64}(572, 573, 1), TPFA{Int64}(573, 574, 1), TPFA{Int64}(574, 575, 1), TPFA{Int64}(575, 576, 1), TPFA{Int64}(576, 577, 1), TPFA{Int64}(577, 578, 1), TPFA{Int64}(578, 579, 1), TPFA{Int64}(580, 581, 1), TPFA{Int64}(581, 582, 1), TPFA{Int64}(582, 583, 1), TPFA{Int64}(583, 584, 1), TPFA{Int64}(584, 585, 1), TPFA{Int64}(585, 586, 1), TPFA{Int64}(586, 587, 1), TPFA{Int64}(587, 588, 1), TPFA{Int64}(589, 590, 1), TPFA{Int64}(590, 591, 1), TPFA{Int64}(591, 592, 1), TPFA{Int64}(592, 593, 1), TPFA{Int64}(593, 594, 1), TPFA{Int64}(594, 595, 1), TPFA{Int64}(595, 596, 1), TPFA{Int64}(596, 597, 1), TPFA{Int64}(598, 599, 1), TPFA{Int64}(599, 600, 1), TPFA{Int64}(600, 601, 1), TPFA{Int64}(601, 602, 1), TPFA{Int64}(602, 603, 1), TPFA{Int64}(603, 604, 1), TPFA{Int64}(604, 605, 1), TPFA{Int64}(605, 606, 1), TPFA{Int64}(607, 608, 1), TPFA{Int64}(608, 609, 1), TPFA{Int64}(609, 610, 1), TPFA{Int64}(610, 611, 1), TPFA{Int64}(611, 612, 1), TPFA{Int64}(612, 613, 1), TPFA{Int64}(613, 614, 1), TPFA{Int64}(614, 615, 1), TPFA{Int64}(616, 617, 1), TPFA{Int64}(617, 618, 1), TPFA{Int64}(618, 619, 1), TPFA{Int64}(619, 620, 1), TPFA{Int64}(620, 621, 1), TPFA{Int64}(621, 622, 1), TPFA{Int64}(622, 623, 1), TPFA{Int64}(623, 624, 1), TPFA{Int64}(625, 626, 1), TPFA{Int64}(626, 627, 1), TPFA{Int64}(627, 628, 1), TPFA{Int64}(628, 629, 1), TPFA{Int64}(629, 630, 1), TPFA{Int64}(631, 632, 1), TPFA{Int64}(632, 633, 1), TPFA{Int64}(634, 635, 1), TPFA{Int64}(635, 636, 1), TPFA{Int64}(636, 637, 1), TPFA{Int64}(637, 638, 1), TPFA{Int64}(638, 639, 1), TPFA{Int64}(639, 640, 1), TPFA{Int64}(640, 641, 1), TPFA{Int64}(641, 642, 1), TPFA{Int64}(643, 644, 1), TPFA{Int64}(644, 645, 1), TPFA{Int64}(645, 646, 1), TPFA{Int64}(646, 647, 1), TPFA{Int64}(647, 648, 1), TPFA{Int64}(648, 649, 1), TPFA{Int64}(649, 650, 1), TPFA{Int64}(650, 651, 1), TPFA{Int64}(652, 653, 1), TPFA{Int64}(653, 654, 1), TPFA{Int64}(654, 655, 1), TPFA{Int64}(655, 656, 1), TPFA{Int64}(656, 657, 1), TPFA{Int64}(657, 658, 1), TPFA{Int64}(658, 659, 1), TPFA{Int64}(659, 660, 1), TPFA{Int64}(661, 662, 1), TPFA{Int64}(662, 663, 1), TPFA{Int64}(663, 664, 1), TPFA{Int64}(664, 665, 1), TPFA{Int64}(665, 666, 1), TPFA{Int64}(666, 667, 1), TPFA{Int64}(667, 668, 1), TPFA{Int64}(668, 669, 1), TPFA{Int64}(670, 671, 1), TPFA{Int64}(671, 672, 1), TPFA{Int64}(672, 673, 1), TPFA{Int64}(673, 674, 1), TPFA{Int64}(674, 675, 1), TPFA{Int64}(675, 676, 1), TPFA{Int64}(676, 677, 1), TPFA{Int64}(677, 678, 1), TPFA{Int64}(679, 680, 1), TPFA{Int64}(680, 681, 1), TPFA{Int64}(681, 682, 1), TPFA{Int64}(682, 683, 1), TPFA{Int64}(683, 684, 1), TPFA{Int64}(684, 685, 1), TPFA{Int64}(685, 686, 1), TPFA{Int64}(686, 687, 1), TPFA{Int64}(688, 689, 1), TPFA{Int64}(689, 690, 1), TPFA{Int64}(690, 691, 1), TPFA{Int64}(691, 692, 1), TPFA{Int64}(692, 693, 1), TPFA{Int64}(693, 694, 1), TPFA{Int64}(694, 695, 1), TPFA{Int64}(695, 696, 1), TPFA{Int64}(697, 698, 1), TPFA{Int64}(698, 699, 1), TPFA{Int64}(699, 700, 1), TPFA{Int64}(700, 701, 1), TPFA{Int64}(701, 702, 1), TPFA{Int64}(702, 703, 1), TPFA{Int64}(703, 704, 1), TPFA{Int64}(704, 705, 1), TPFA{Int64}(706, 707, 1), TPFA{Int64}(707, 708, 1), TPFA{Int64}(708, 709, 1), TPFA{Int64}(709, 710, 1), TPFA{Int64}(710, 711, 1), TPFA{Int64}(711, 712, 1), TPFA{Int64}(712, 713, 1), TPFA{Int64}(713, 714, 1), TPFA{Int64}(715, 716, 1), TPFA{Int64}(716, 717, 1), TPFA{Int64}(717, 718, 1), TPFA{Int64}(718, 719, 1), TPFA{Int64}(719, 720, 1), TPFA{Int64}(739, 1351, 1), TPFA{Int64}(740, 1352, 1), TPFA{Int64}(741, 1353, 1), TPFA{Int64}(742, 1354, 1), TPFA{Int64}(743, 1355, 1), TPFA{Int64}(744, 1356, 1), TPFA{Int64}(745, 1357, 1), TPFA{Int64}(746, 1358, 1), TPFA{Int64}(747, 1359, 1), TPFA{Int64}(748, 1360, 1), TPFA{Int64}(749, 1361, 1), TPFA{Int64}(750, 1362, 1), TPFA{Int64}(751, 1363, 1), TPFA{Int64}(752, 1364, 1), TPFA{Int64}(753, 1365, 1), TPFA{Int64}(754, 1366, 1), TPFA{Int64}(755, 1367, 1), TPFA{Int64}(756, 1368, 1), TPFA{Int64}(757, 1369, 1), TPFA{Int64}(758, 1370, 1), TPFA{Int64}(759, 1371, 1), TPFA{Int64}(760, 1372, 1), TPFA{Int64}(761, 1373, 1), TPFA{Int64}(762, 1374, 1), TPFA{Int64}(763, 1375, 1), TPFA{Int64}(764, 1376, 1), TPFA{Int64}(765, 1377, 1), TPFA{Int64}(766, 1378, 1), TPFA{Int64}(767, 1379, 1), TPFA{Int64}(768, 1380, 1), TPFA{Int64}(769, 1381, 1), TPFA{Int64}(770, 1382, 1), TPFA{Int64}(771, 1383, 1), TPFA{Int64}(772, 1384, 1), TPFA{Int64}(773, 1385, 1), TPFA{Int64}(774, 1386, 1), TPFA{Int64}(775, 1387, 1), TPFA{Int64}(776, 1388, 1), TPFA{Int64}(777, 1389, 1), TPFA{Int64}(778, 1390, 1), TPFA{Int64}(779, 1391, 1), TPFA{Int64}(780, 1392, 1), TPFA{Int64}(781, 1393, 1), TPFA{Int64}(782, 1394, 1), TPFA{Int64}(783, 1395, 1), TPFA{Int64}(784, 1396, 1), TPFA{Int64}(785, 1397, 1), TPFA{Int64}(786, 1398, 1), TPFA{Int64}(787, 1399, 1), TPFA{Int64}(788, 1400, 1), TPFA{Int64}(789, 1401, 1), TPFA{Int64}(790, 1402, 1), TPFA{Int64}(791, 1403, 1), TPFA{Int64}(792, 1404, 1), TPFA{Int64}(793, 1405, 1), TPFA{Int64}(794, 1406, 1), TPFA{Int64}(795, 1407, 1), TPFA{Int64}(796, 1408, 1), TPFA{Int64}(797, 1409, 1), TPFA{Int64}(798, 1410, 1), TPFA{Int64}(799, 1411, 1), TPFA{Int64}(800, 1412, 1), TPFA{Int64}(801, 1413, 1), TPFA{Int64}(802, 1414, 1), TPFA{Int64}(803, 1415, 1), TPFA{Int64}(804, 1416, 1), TPFA{Int64}(805, 1417, 1), TPFA{Int64}(806, 1418, 1), TPFA{Int64}(807, 1419, 1), TPFA{Int64}(808, 1420, 1), TPFA{Int64}(809, 1421, 1), TPFA{Int64}(810, 1422, 1), TPFA{Int64}(811, 721, 1), TPFA{Int64}(812, 722, 1), TPFA{Int64}(813, 723, 1), TPFA{Int64}(814, 724, 1), TPFA{Int64}(815, 725, 1), TPFA{Int64}(816, 726, 1), TPFA{Int64}(817, 727, 1), TPFA{Int64}(818, 728, 1), TPFA{Int64}(819, 729, 1), TPFA{Int64}(820, 730, 1), TPFA{Int64}(821, 731, 1), TPFA{Int64}(822, 732, 1), TPFA{Int64}(823, 733, 1), TPFA{Int64}(824, 734, 1), TPFA{Int64}(825, 735, 1), TPFA{Int64}(826, 736, 1), TPFA{Int64}(827, 737, 1), TPFA{Int64}(828, 738, 1), TPFA{Int64}(829, 739, 1), TPFA{Int64}(830, 740, 1), TPFA{Int64}(831, 741, 1), TPFA{Int64}(832, 742, 1), TPFA{Int64}(833, 743, 1), TPFA{Int64}(834, 744, 1), TPFA{Int64}(835, 745, 1), TPFA{Int64}(836, 746, 1), TPFA{Int64}(837, 747, 1), TPFA{Int64}(838, 748, 1), TPFA{Int64}(839, 749, 1), TPFA{Int64}(840, 750, 1), TPFA{Int64}(841, 751, 1), TPFA{Int64}(842, 752, 1), TPFA{Int64}(843, 753, 1), TPFA{Int64}(844, 754, 1), TPFA{Int64}(845, 755, 1), TPFA{Int64}(846, 756, 1), TPFA{Int64}(847, 757, 1), TPFA{Int64}(848, 758, 1), TPFA{Int64}(849, 759, 1), TPFA{Int64}(850, 760, 1), TPFA{Int64}(851, 761, 1), TPFA{Int64}(852, 762, 1), TPFA{Int64}(853, 763, 1), TPFA{Int64}(854, 764, 1), TPFA{Int64}(855, 765, 1), TPFA{Int64}(856, 766, 1), TPFA{Int64}(857, 767, 1), TPFA{Int64}(858, 768, 1), TPFA{Int64}(859, 769, 1), TPFA{Int64}(860, 770, 1), TPFA{Int64}(861, 771, 1), TPFA{Int64}(862, 772, 1), TPFA{Int64}(863, 773, 1), TPFA{Int64}(864, 774, 1), TPFA{Int64}(865, 775, 1), TPFA{Int64}(866, 776, 1), TPFA{Int64}(867, 777, 1), TPFA{Int64}(868, 778, 1), TPFA{Int64}(869, 779, 1), TPFA{Int64}(870, 780, 1), TPFA{Int64}(871, 781, 1), TPFA{Int64}(872, 782, 1), TPFA{Int64}(873, 783, 1), TPFA{Int64}(874, 784, 1), TPFA{Int64}(875, 785, 1), TPFA{Int64}(876, 786, 1), TPFA{Int64}(877, 787, 1), TPFA{Int64}(878, 788, 1), TPFA{Int64}(879, 789, 1), TPFA{Int64}(880, 790, 1), TPFA{Int64}(881, 791, 1), TPFA{Int64}(882, 792, 1), TPFA{Int64}(883, 793, 1), TPFA{Int64}(884, 794, 1), TPFA{Int64}(885, 795, 1), TPFA{Int64}(886, 796, 1), TPFA{Int64}(887, 797, 1), TPFA{Int64}(888, 798, 1), TPFA{Int64}(889, 799, 1), TPFA{Int64}(890, 800, 1), TPFA{Int64}(891, 801, 1), TPFA{Int64}(892, 802, 1), TPFA{Int64}(893, 803, 1), TPFA{Int64}(894, 804, 1), TPFA{Int64}(895, 805, 1), TPFA{Int64}(896, 806, 1), TPFA{Int64}(897, 807, 1), TPFA{Int64}(898, 808, 1), TPFA{Int64}(899, 809, 1), TPFA{Int64}(900, 810, 1), TPFA{Int64}(901, 811, 1), TPFA{Int64}(902, 812, 1), TPFA{Int64}(903, 813, 1), TPFA{Int64}(904, 814, 1), TPFA{Int64}(905, 815, 1), TPFA{Int64}(906, 816, 1), TPFA{Int64}(907, 817, 1), TPFA{Int64}(908, 818, 1), TPFA{Int64}(909, 819, 1), TPFA{Int64}(910, 820, 1), TPFA{Int64}(911, 821, 1), TPFA{Int64}(912, 822, 1), TPFA{Int64}(913, 823, 1), TPFA{Int64}(914, 824, 1), TPFA{Int64}(915, 825, 1), TPFA{Int64}(916, 826, 1), TPFA{Int64}(917, 827, 1), TPFA{Int64}(918, 828, 1), TPFA{Int64}(919, 829, 1), TPFA{Int64}(920, 830, 1), TPFA{Int64}(921, 831, 1), TPFA{Int64}(922, 832, 1), TPFA{Int64}(923, 833, 1), TPFA{Int64}(924, 834, 1), TPFA{Int64}(925, 835, 1), TPFA{Int64}(926, 836, 1), TPFA{Int64}(927, 837, 1), TPFA{Int64}(928, 838, 1), TPFA{Int64}(929, 839, 1), TPFA{Int64}(930, 840, 1), TPFA{Int64}(931, 841, 1), TPFA{Int64}(932, 842, 1), TPFA{Int64}(933, 843, 1), TPFA{Int64}(934, 844, 1), TPFA{Int64}(935, 845, 1), TPFA{Int64}(936, 846, 1), TPFA{Int64}(937, 847, 1), TPFA{Int64}(938, 848, 1), TPFA{Int64}(939, 849, 1), TPFA{Int64}(940, 850, 1), TPFA{Int64}(941, 851, 1), TPFA{Int64}(942, 852, 1), TPFA{Int64}(943, 853, 1), TPFA{Int64}(944, 854, 1), TPFA{Int64}(945, 855, 1), TPFA{Int64}(946, 856, 1), TPFA{Int64}(947, 857, 1), TPFA{Int64}(948, 858, 1), TPFA{Int64}(949, 859, 1), TPFA{Int64}(950, 860, 1), TPFA{Int64}(951, 861, 1), TPFA{Int64}(952, 862, 1), TPFA{Int64}(953, 863, 1), TPFA{Int64}(954, 864, 1), TPFA{Int64}(955, 865, 1), TPFA{Int64}(956, 866, 1), TPFA{Int64}(957, 867, 1), TPFA{Int64}(958, 868, 1), TPFA{Int64}(959, 869, 1), TPFA{Int64}(960, 870, 1), TPFA{Int64}(961, 871, 1), TPFA{Int64}(962, 872, 1), TPFA{Int64}(963, 873, 1), TPFA{Int64}(964, 874, 1), TPFA{Int64}(965, 875, 1), TPFA{Int64}(966, 876, 1), TPFA{Int64}(967, 877, 1), TPFA{Int64}(968, 878, 1), TPFA{Int64}(969, 879, 1), TPFA{Int64}(970, 880, 1), TPFA{Int64}(971, 881, 1), TPFA{Int64}(972, 882, 1), TPFA{Int64}(973, 883, 1), TPFA{Int64}(974, 884, 1), TPFA{Int64}(975, 885, 1), TPFA{Int64}(976, 886, 1), TPFA{Int64}(977, 887, 1), TPFA{Int64}(978, 888, 1), TPFA{Int64}(979, 889, 1), TPFA{Int64}(980, 890, 1), TPFA{Int64}(981, 891, 1), TPFA{Int64}(982, 892, 1), TPFA{Int64}(983, 893, 1), TPFA{Int64}(984, 894, 1), TPFA{Int64}(985, 895, 1), TPFA{Int64}(986, 896, 1), TPFA{Int64}(987, 897, 1), TPFA{Int64}(988, 898, 1), TPFA{Int64}(989, 899, 1), TPFA{Int64}(990, 900, 1), TPFA{Int64}(991, 901, 1), TPFA{Int64}(992, 902, 1), TPFA{Int64}(993, 903, 1), TPFA{Int64}(994, 904, 1), TPFA{Int64}(995, 905, 1), TPFA{Int64}(996, 906, 1), TPFA{Int64}(997, 907, 1), TPFA{Int64}(998, 908, 1), TPFA{Int64}(999, 909, 1), TPFA{Int64}(1000, 910, 1), TPFA{Int64}(1001, 911, 1), TPFA{Int64}(1002, 912, 1), TPFA{Int64}(1003, 913, 1), TPFA{Int64}(1004, 914, 1), TPFA{Int64}(1005, 915, 1), TPFA{Int64}(1006, 916, 1), TPFA{Int64}(1007, 917, 1), TPFA{Int64}(1008, 918, 1), TPFA{Int64}(1009, 919, 1), TPFA{Int64}(1010, 920, 1), TPFA{Int64}(1011, 921, 1), TPFA{Int64}(1012, 922, 1), TPFA{Int64}(1013, 923, 1), TPFA{Int64}(1014, 924, 1), TPFA{Int64}(1015, 925, 1), TPFA{Int64}(1016, 926, 1), TPFA{Int64}(1017, 927, 1), TPFA{Int64}(1018, 928, 1), TPFA{Int64}(1019, 929, 1), TPFA{Int64}(1020, 930, 1), TPFA{Int64}(1021, 931, 1), TPFA{Int64}(1022, 932, 1), TPFA{Int64}(1023, 933, 1), TPFA{Int64}(1024, 934, 1), TPFA{Int64}(1025, 935, 1), TPFA{Int64}(1026, 936, 1), TPFA{Int64}(1027, 937, 1), TPFA{Int64}(1028, 938, 1), TPFA{Int64}(1029, 939, 1), TPFA{Int64}(1030, 940, 1), TPFA{Int64}(1031, 941, 1), TPFA{Int64}(1032, 942, 1), TPFA{Int64}(1033, 943, 1), TPFA{Int64}(1034, 944, 1), TPFA{Int64}(1035, 945, 1), TPFA{Int64}(1036, 946, 1), TPFA{Int64}(1037, 947, 1), TPFA{Int64}(1038, 948, 1), TPFA{Int64}(1039, 949, 1), TPFA{Int64}(1040, 950, 1), TPFA{Int64}(1041, 951, 1), TPFA{Int64}(1042, 952, 1), TPFA{Int64}(1043, 953, 1), TPFA{Int64}(1044, 954, 1), TPFA{Int64}(1045, 955, 1), TPFA{Int64}(1046, 956, 1), TPFA{Int64}(1047, 957, 1), TPFA{Int64}(1048, 958, 1), TPFA{Int64}(1049, 959, 1), TPFA{Int64}(1050, 960, 1), TPFA{Int64}(1051, 961, 1), TPFA{Int64}(1052, 962, 1), TPFA{Int64}(1053, 963, 1), TPFA{Int64}(1054, 964, 1), TPFA{Int64}(1055, 965, 1), TPFA{Int64}(1056, 966, 1), TPFA{Int64}(1057, 967, 1), TPFA{Int64}(1058, 968, 1), TPFA{Int64}(1059, 969, 1), TPFA{Int64}(1060, 970, 1), TPFA{Int64}(1061, 971, 1), TPFA{Int64}(1062, 972, 1), TPFA{Int64}(1063, 973, 1), TPFA{Int64}(1064, 974, 1), TPFA{Int64}(1065, 975, 1), TPFA{Int64}(1066, 976, 1), TPFA{Int64}(1067, 977, 1), TPFA{Int64}(1068, 978, 1), TPFA{Int64}(1069, 979, 1), TPFA{Int64}(1070, 980, 1), TPFA{Int64}(1071, 981, 1), TPFA{Int64}(1072, 982, 1), TPFA{Int64}(1073, 983, 1), TPFA{Int64}(1074, 984, 1), TPFA{Int64}(1075, 985, 1), TPFA{Int64}(1076, 986, 1), TPFA{Int64}(1077, 987, 1), TPFA{Int64}(1078, 988, 1), TPFA{Int64}(1079, 989, 1), TPFA{Int64}(1080, 990, 1), TPFA{Int64}(1081, 991, 1), TPFA{Int64}(1082, 992, 1), TPFA{Int64}(1083, 993, 1), TPFA{Int64}(1084, 994, 1), TPFA{Int64}(1085, 995, 1), TPFA{Int64}(1086, 996, 1), TPFA{Int64}(1087, 997, 1), TPFA{Int64}(1088, 998, 1), TPFA{Int64}(1089, 999, 1), TPFA{Int64}(1090, 1000, 1), TPFA{Int64}(1091, 1001, 1), TPFA{Int64}(1092, 1002, 1), TPFA{Int64}(1093, 1003, 1), TPFA{Int64}(1094, 1004, 1), TPFA{Int64}(1095, 1005, 1), TPFA{Int64}(1096, 1006, 1), TPFA{Int64}(1097, 1007, 1), TPFA{Int64}(1098, 1008, 1), TPFA{Int64}(1099, 1009, 1), TPFA{Int64}(1100, 1010, 1), TPFA{Int64}(1101, 1011, 1), TPFA{Int64}(1102, 1012, 1), TPFA{Int64}(1103, 1013, 1), TPFA{Int64}(1104, 1014, 1), TPFA{Int64}(1105, 1015, 1), TPFA{Int64}(1106, 1016, 1), TPFA{Int64}(1107, 1017, 1), TPFA{Int64}(1108, 1018, 1), TPFA{Int64}(1109, 1019, 1), TPFA{Int64}(1110, 1020, 1), TPFA{Int64}(1111, 1021, 1), TPFA{Int64}(1112, 1022, 1), TPFA{Int64}(1113, 1023, 1), TPFA{Int64}(1114, 1024, 1), TPFA{Int64}(1115, 1025, 1), TPFA{Int64}(1116, 1026, 1), TPFA{Int64}(1117, 1027, 1), TPFA{Int64}(1118, 1028, 1), TPFA{Int64}(1119, 1029, 1), TPFA{Int64}(1120, 1030, 1), TPFA{Int64}(1121, 1031, 1), TPFA{Int64}(1122, 1032, 1), TPFA{Int64}(1123, 1033, 1), TPFA{Int64}(1124, 1034, 1), TPFA{Int64}(1125, 1035, 1), TPFA{Int64}(1126, 1036, 1), TPFA{Int64}(1127, 1037, 1), TPFA{Int64}(1128, 1038, 1), TPFA{Int64}(1129, 1039, 1), TPFA{Int64}(1130, 1040, 1), TPFA{Int64}(1131, 1041, 1), TPFA{Int64}(1132, 1042, 1), TPFA{Int64}(1133, 1043, 1), TPFA{Int64}(1134, 1044, 1), TPFA{Int64}(1135, 1045, 1), TPFA{Int64}(1136, 1046, 1), TPFA{Int64}(1137, 1047, 1), TPFA{Int64}(1138, 1048, 1), TPFA{Int64}(1139, 1049, 1), TPFA{Int64}(1140, 1050, 1), TPFA{Int64}(1141, 1051, 1), TPFA{Int64}(1142, 1052, 1), TPFA{Int64}(1143, 1053, 1), TPFA{Int64}(1144, 1054, 1), TPFA{Int64}(1145, 1055, 1), TPFA{Int64}(1146, 1056, 1), TPFA{Int64}(1147, 1057, 1), TPFA{Int64}(1148, 1058, 1), TPFA{Int64}(1149, 1059, 1), TPFA{Int64}(1150, 1060, 1), TPFA{Int64}(1151, 1061, 1), TPFA{Int64}(1152, 1062, 1), TPFA{Int64}(1153, 1063, 1), TPFA{Int64}(1154, 1064, 1), TPFA{Int64}(1155, 1065, 1), TPFA{Int64}(1156, 1066, 1), TPFA{Int64}(1157, 1067, 1), TPFA{Int64}(1158, 1068, 1), TPFA{Int64}(1159, 1069, 1), TPFA{Int64}(1160, 1070, 1), TPFA{Int64}(1161, 1071, 1), TPFA{Int64}(1162, 1072, 1), TPFA{Int64}(1163, 1073, 1), TPFA{Int64}(1164, 1074, 1), TPFA{Int64}(1165, 1075, 1), TPFA{Int64}(1166, 1076, 1), TPFA{Int64}(1167, 1077, 1), TPFA{Int64}(1168, 1078, 1), TPFA{Int64}(1169, 1079, 1), TPFA{Int64}(1170, 1080, 1), TPFA{Int64}(1171, 1081, 1), TPFA{Int64}(1172, 1082, 1), TPFA{Int64}(1173, 1083, 1), TPFA{Int64}(1174, 1084, 1), TPFA{Int64}(1175, 1085, 1), TPFA{Int64}(1176, 1086, 1), TPFA{Int64}(1177, 1087, 1), TPFA{Int64}(1178, 1088, 1), TPFA{Int64}(1179, 1089, 1), TPFA{Int64}(1180, 1090, 1), TPFA{Int64}(1181, 1091, 1), TPFA{Int64}(1182, 1092, 1), TPFA{Int64}(1183, 1093, 1), TPFA{Int64}(1184, 1094, 1), TPFA{Int64}(1185, 1095, 1), TPFA{Int64}(1186, 1096, 1), TPFA{Int64}(1187, 1097, 1), TPFA{Int64}(1188, 1098, 1), TPFA{Int64}(1189, 1099, 1), TPFA{Int64}(1190, 1100, 1), TPFA{Int64}(1191, 1101, 1), TPFA{Int64}(1192, 1102, 1), TPFA{Int64}(1193, 1103, 1), TPFA{Int64}(1194, 1104, 1), TPFA{Int64}(1195, 1105, 1), TPFA{Int64}(1196, 1106, 1), TPFA{Int64}(1197, 1107, 1), TPFA{Int64}(1198, 1108, 1), TPFA{Int64}(1199, 1109, 1), TPFA{Int64}(1200, 1110, 1), TPFA{Int64}(1201, 1111, 1), TPFA{Int64}(1202, 1112, 1), TPFA{Int64}(1203, 1113, 1), TPFA{Int64}(1204, 1114, 1), TPFA{Int64}(1205, 1115, 1), TPFA{Int64}(1206, 1116, 1), TPFA{Int64}(1207, 1117, 1), TPFA{Int64}(1208, 1118, 1), TPFA{Int64}(1209, 1119, 1), TPFA{Int64}(1210, 1120, 1), TPFA{Int64}(1211, 1121, 1), TPFA{Int64}(1212, 1122, 1), TPFA{Int64}(1213, 1123, 1), TPFA{Int64}(1214, 1124, 1), TPFA{Int64}(1215, 1125, 1), TPFA{Int64}(1216, 1126, 1), TPFA{Int64}(1217, 1127, 1), TPFA{Int64}(1218, 1128, 1), TPFA{Int64}(1219, 1129, 1), TPFA{Int64}(1220, 1130, 1), TPFA{Int64}(1221, 1131, 1), TPFA{Int64}(1222, 1132, 1), TPFA{Int64}(1223, 1133, 1), TPFA{Int64}(1224, 1134, 1), TPFA{Int64}(1225, 1135, 1), TPFA{Int64}(1226, 1136, 1), TPFA{Int64}(1227, 1137, 1), TPFA{Int64}(1228, 1138, 1), TPFA{Int64}(1229, 1139, 1), TPFA{Int64}(1230, 1140, 1), TPFA{Int64}(1231, 1141, 1), TPFA{Int64}(1232, 1142, 1), TPFA{Int64}(1233, 1143, 1), TPFA{Int64}(1234, 1144, 1), TPFA{Int64}(1235, 1145, 1), TPFA{Int64}(1236, 1146, 1), TPFA{Int64}(1237, 1147, 1), TPFA{Int64}(1238, 1148, 1), TPFA{Int64}(1239, 1149, 1), TPFA{Int64}(1240, 1150, 1), TPFA{Int64}(1241, 1151, 1), TPFA{Int64}(1242, 1152, 1), TPFA{Int64}(1243, 1153, 1), TPFA{Int64}(1244, 1154, 1), TPFA{Int64}(1245, 1155, 1), TPFA{Int64}(1246, 1156, 1), TPFA{Int64}(1247, 1157, 1), TPFA{Int64}(1248, 1158, 1), TPFA{Int64}(1249, 1159, 1), TPFA{Int64}(1250, 1160, 1), TPFA{Int64}(1251, 1161, 1), TPFA{Int64}(1252, 1162, 1), TPFA{Int64}(1253, 1163, 1), TPFA{Int64}(1254, 1164, 1), TPFA{Int64}(1255, 1165, 1), TPFA{Int64}(1256, 1166, 1), TPFA{Int64}(1257, 1167, 1), TPFA{Int64}(1258, 1168, 1), TPFA{Int64}(1259, 1169, 1), TPFA{Int64}(1260, 1170, 1), TPFA{Int64}(1261, 1171, 1), TPFA{Int64}(1262, 1172, 1), TPFA{Int64}(1263, 1173, 1), TPFA{Int64}(1264, 1174, 1), TPFA{Int64}(1265, 1175, 1), TPFA{Int64}(1266, 1176, 1), TPFA{Int64}(1267, 1177, 1), TPFA{Int64}(1268, 1178, 1), TPFA{Int64}(1269, 1179, 1), TPFA{Int64}(1270, 1180, 1), TPFA{Int64}(1271, 1181, 1), TPFA{Int64}(1272, 1182, 1), TPFA{Int64}(1273, 1183, 1), TPFA{Int64}(1274, 1184, 1), TPFA{Int64}(1275, 1185, 1), TPFA{Int64}(1276, 1186, 1), TPFA{Int64}(1277, 1187, 1), TPFA{Int64}(1278, 1188, 1), TPFA{Int64}(1279, 1189, 1), TPFA{Int64}(1280, 1190, 1), TPFA{Int64}(1281, 1191, 1), TPFA{Int64}(1282, 1192, 1), TPFA{Int64}(1283, 1193, 1), TPFA{Int64}(1284, 1194, 1), TPFA{Int64}(1285, 1195, 1), TPFA{Int64}(1286, 1196, 1), TPFA{Int64}(1287, 1197, 1), TPFA{Int64}(1288, 1198, 1), TPFA{Int64}(1289, 1199, 1), TPFA{Int64}(1290, 1200, 1), TPFA{Int64}(1291, 1201, 1), TPFA{Int64}(1292, 1202, 1), TPFA{Int64}(1293, 1203, 1), TPFA{Int64}(1294, 1204, 1), TPFA{Int64}(1295, 1205, 1), TPFA{Int64}(1296, 1206, 1), TPFA{Int64}(1297, 1207, 1), TPFA{Int64}(1298, 1208, 1), TPFA{Int64}(1299, 1209, 1), TPFA{Int64}(1300, 1210, 1), TPFA{Int64}(1301, 1211, 1), TPFA{Int64}(1302, 1212, 1), TPFA{Int64}(1303, 1213, 1), TPFA{Int64}(1304, 1214, 1), TPFA{Int64}(1305, 1215, 1), TPFA{Int64}(1306, 1216, 1), TPFA{Int64}(1307, 1217, 1), TPFA{Int64}(1308, 1218, 1), TPFA{Int64}(1309, 1219, 1), TPFA{Int64}(1310, 1220, 1), TPFA{Int64}(1311, 1221, 1), TPFA{Int64}(1312, 1222, 1), TPFA{Int64}(1313, 1223, 1), TPFA{Int64}(1314, 1224, 1), TPFA{Int64}(1315, 1225, 1), TPFA{Int64}(1316, 1226, 1), TPFA{Int64}(1317, 1227, 1), TPFA{Int64}(1318, 1228, 1), TPFA{Int64}(1319, 1229, 1), TPFA{Int64}(1320, 1230, 1), TPFA{Int64}(1321, 1231, 1), TPFA{Int64}(1322, 1232, 1), TPFA{Int64}(1323, 1233, 1), TPFA{Int64}(1324, 1234, 1), TPFA{Int64}(1325, 1235, 1), TPFA{Int64}(1326, 1236, 1), TPFA{Int64}(1327, 1237, 1), TPFA{Int64}(1328, 1238, 1), TPFA{Int64}(1329, 1239, 1), TPFA{Int64}(1330, 1240, 1), TPFA{Int64}(1331, 1241, 1), TPFA{Int64}(1332, 1242, 1), TPFA{Int64}(1333, 1243, 1), TPFA{Int64}(1334, 1244, 1), TPFA{Int64}(1335, 1245, 1), TPFA{Int64}(1336, 1246, 1), TPFA{Int64}(1337, 1247, 1), TPFA{Int64}(1338, 1248, 1), TPFA{Int64}(1339, 1249, 1), TPFA{Int64}(1340, 1250, 1), TPFA{Int64}(1341, 1251, 1), TPFA{Int64}(1342, 1252, 1), TPFA{Int64}(1343, 1253, 1), TPFA{Int64}(1344, 1254, 1), TPFA{Int64}(1345, 1255, 1), TPFA{Int64}(1346, 1256, 1), TPFA{Int64}(1347, 1257, 1), TPFA{Int64}(1348, 1258, 1), TPFA{Int64}(1349, 1259, 1), TPFA{Int64}(1350, 1260, 1), TPFA{Int64}(1351, 1261, 1), TPFA{Int64}(1352, 1262, 1), TPFA{Int64}(1353, 1263, 1), TPFA{Int64}(1354, 1264, 1), TPFA{Int64}(1355, 1265, 1), TPFA{Int64}(1356, 1266, 1), TPFA{Int64}(1357, 1267, 1), TPFA{Int64}(1358, 1268, 1), TPFA{Int64}(1359, 1269, 1), TPFA{Int64}(1360, 1270, 1), TPFA{Int64}(1361, 1271, 1), TPFA{Int64}(1362, 1272, 1), TPFA{Int64}(1363, 1273, 1), TPFA{Int64}(1364, 1274, 1), TPFA{Int64}(1365, 1275, 1), TPFA{Int64}(1366, 1276, 1), TPFA{Int64}(1367, 1277, 1), TPFA{Int64}(1368, 1278, 1), TPFA{Int64}(1369, 1279, 1), TPFA{Int64}(1370, 1280, 1), TPFA{Int64}(1371, 1281, 1), TPFA{Int64}(1372, 1282, 1), TPFA{Int64}(1373, 1283, 1), TPFA{Int64}(1374, 1284, 1), TPFA{Int64}(1375, 1285, 1), TPFA{Int64}(1376, 1286, 1), TPFA{Int64}(1377, 1287, 1), TPFA{Int64}(1378, 1288, 1), TPFA{Int64}(1379, 1289, 1), TPFA{Int64}(1380, 1290, 1), TPFA{Int64}(1381, 1291, 1), TPFA{Int64}(1382, 1292, 1), TPFA{Int64}(1383, 1293, 1), TPFA{Int64}(1384, 1294, 1), TPFA{Int64}(1385, 1295, 1), TPFA{Int64}(1386, 1296, 1), TPFA{Int64}(1387, 1297, 1), TPFA{Int64}(1388, 1298, 1), TPFA{Int64}(1389, 1299, 1), TPFA{Int64}(1390, 1300, 1), TPFA{Int64}(1391, 1301, 1), TPFA{Int64}(1392, 1302, 1), TPFA{Int64}(1393, 1303, 1), TPFA{Int64}(1394, 1304, 1), TPFA{Int64}(1395, 1305, 1), TPFA{Int64}(1396, 1306, 1), TPFA{Int64}(1397, 1307, 1), TPFA{Int64}(1398, 1308, 1), TPFA{Int64}(1399, 1309, 1), TPFA{Int64}(1400, 1310, 1), TPFA{Int64}(1401, 1311, 1), TPFA{Int64}(1402, 1312, 1), TPFA{Int64}(1403, 1313, 1), TPFA{Int64}(1404, 1314, 1), TPFA{Int64}(1405, 1315, 1), TPFA{Int64}(1406, 1316, 1), TPFA{Int64}(1407, 1317, 1), TPFA{Int64}(1408, 1318, 1), TPFA{Int64}(1409, 1319, 1), TPFA{Int64}(1410, 1320, 1), TPFA{Int64}(1411, 1321, 1), TPFA{Int64}(1412, 1322, 1), TPFA{Int64}(1413, 1323, 1), TPFA{Int64}(1414, 1324, 1), TPFA{Int64}(1415, 1325, 1), TPFA{Int64}(1416, 1326, 1), TPFA{Int64}(1417, 1327, 1), TPFA{Int64}(1418, 1328, 1), TPFA{Int64}(1419, 1329, 1), TPFA{Int64}(1420, 1330, 1), TPFA{Int64}(1421, 1331, 1), TPFA{Int64}(1422, 1332, 1), TPFA{Int64}(1423, 1333, 1), TPFA{Int64}(1424, 1334, 1), TPFA{Int64}(1425, 1335, 1), TPFA{Int64}(1426, 1336, 1), TPFA{Int64}(1427, 1337, 1), TPFA{Int64}(1428, 1338, 1), TPFA{Int64}(1429, 1339, 1), TPFA{Int64}(1430, 1340, 1), TPFA{Int64}(1431, 1341, 1), TPFA{Int64}(1432, 1342, 1), TPFA{Int64}(1433, 1343, 1), TPFA{Int64}(1434, 1344, 1), TPFA{Int64}(1435, 1345, 1), TPFA{Int64}(1436, 1346, 1), TPFA{Int64}(1437, 1347, 1), TPFA{Int64}(1438, 1348, 1), TPFA{Int64}(1439, 1349, 1), TPFA{Int64}(1440, 1350, 1), TPFA{Int64}(721, 722, 1), TPFA{Int64}(722, 723, 1), TPFA{Int64}(724, 725, 1), TPFA{Int64}(725, 726, 1), TPFA{Int64}(726, 727, 1), TPFA{Int64}(727, 728, 1), TPFA{Int64}(728, 729, 1), TPFA{Int64}(729, 730, 1), TPFA{Int64}(730, 731, 1), TPFA{Int64}(731, 732, 1), TPFA{Int64}(733, 734, 1), TPFA{Int64}(734, 735, 1), TPFA{Int64}(735, 736, 1), TPFA{Int64}(736, 737, 1), TPFA{Int64}(737, 738, 1), TPFA{Int64}(738, 739, 1), TPFA{Int64}(739, 740, 1), TPFA{Int64}(740, 741, 1), TPFA{Int64}(742, 743, 1), TPFA{Int64}(743, 744, 1), TPFA{Int64}(744, 745, 1), TPFA{Int64}(745, 746, 1), TPFA{Int64}(746, 747, 1), TPFA{Int64}(747, 748, 1), TPFA{Int64}(748, 749, 1), TPFA{Int64}(749, 750, 1), TPFA{Int64}(751, 752, 1), TPFA{Int64}(752, 753, 1), TPFA{Int64}(753, 754, 1), TPFA{Int64}(754, 755, 1), TPFA{Int64}(755, 756, 1), TPFA{Int64}(756, 757, 1), TPFA{Int64}(757, 758, 1), TPFA{Int64}(758, 759, 1), TPFA{Int64}(760, 761, 1), TPFA{Int64}(761, 762, 1), TPFA{Int64}(762, 763, 1), TPFA{Int64}(763, 764, 1), TPFA{Int64}(764, 765, 1), TPFA{Int64}(765, 766, 1), TPFA{Int64}(766, 767, 1), TPFA{Int64}(767, 768, 1), TPFA{Int64}(769, 770, 1), TPFA{Int64}(770, 771, 1), TPFA{Int64}(771, 772, 1), TPFA{Int64}(772, 773, 1), TPFA{Int64}(773, 774, 1), TPFA{Int64}(774, 775, 1), TPFA{Int64}(775, 776, 1), TPFA{Int64}(776, 777, 1), TPFA{Int64}(778, 779, 1), TPFA{Int64}(779, 780, 1), TPFA{Int64}(780, 781, 1), TPFA{Int64}(781, 782, 1), TPFA{Int64}(782, 783, 1), TPFA{Int64}(783, 784, 1), TPFA{Int64}(784, 785, 1), TPFA{Int64}(785, 786, 1), TPFA{Int64}(787, 788, 1), TPFA{Int64}(788, 789, 1), TPFA{Int64}(789, 790, 1), TPFA{Int64}(790, 791, 1), TPFA{Int64}(791, 792, 1), TPFA{Int64}(792, 793, 1), TPFA{Int64}(793, 794, 1), TPFA{Int64}(794, 795, 1), TPFA{Int64}(796, 797, 1), TPFA{Int64}(797, 798, 1), TPFA{Int64}(798, 799, 1), TPFA{Int64}(799, 800, 1), TPFA{Int64}(800, 801, 1), TPFA{Int64}(801, 802, 1), TPFA{Int64}(802, 803, 1), TPFA{Int64}(803, 804, 1), TPFA{Int64}(805, 806, 1), TPFA{Int64}(806, 807, 1), TPFA{Int64}(807, 808, 1), TPFA{Int64}(808, 809, 1), TPFA{Int64}(809, 810, 1), TPFA{Int64}(811, 812, 1), TPFA{Int64}(812, 813, 1), TPFA{Int64}(814, 815, 1), TPFA{Int64}(815, 816, 1), TPFA{Int64}(816, 817, 1), TPFA{Int64}(817, 818, 1), TPFA{Int64}(818, 819, 1), TPFA{Int64}(819, 820, 1), TPFA{Int64}(820, 821, 1), TPFA{Int64}(821, 822, 1), TPFA{Int64}(823, 824, 1), TPFA{Int64}(824, 825, 1), TPFA{Int64}(825, 826, 1), TPFA{Int64}(826, 827, 1), TPFA{Int64}(827, 828, 1), TPFA{Int64}(828, 829, 1), TPFA{Int64}(829, 830, 1), TPFA{Int64}(830, 831, 1), TPFA{Int64}(832, 833, 1), TPFA{Int64}(833, 834, 1), TPFA{Int64}(834, 835, 1), TPFA{Int64}(835, 836, 1), TPFA{Int64}(836, 837, 1), TPFA{Int64}(837, 838, 1), TPFA{Int64}(838, 839, 1), TPFA{Int64}(839, 840, 1), TPFA{Int64}(841, 842, 1), TPFA{Int64}(842, 843, 1), TPFA{Int64}(843, 844, 1), TPFA{Int64}(844, 845, 1), TPFA{Int64}(845, 846, 1), TPFA{Int64}(846, 847, 1), TPFA{Int64}(847, 848, 1), TPFA{Int64}(848, 849, 1), TPFA{Int64}(850, 851, 1), TPFA{Int64}(851, 852, 1), TPFA{Int64}(852, 853, 1), TPFA{Int64}(853, 854, 1), TPFA{Int64}(854, 855, 1), TPFA{Int64}(855, 856, 1), TPFA{Int64}(856, 857, 1), TPFA{Int64}(857, 858, 1), TPFA{Int64}(859, 860, 1), TPFA{Int64}(860, 861, 1), TPFA{Int64}(861, 862, 1), TPFA{Int64}(862, 863, 1), TPFA{Int64}(863, 864, 1), TPFA{Int64}(864, 865, 1), TPFA{Int64}(865, 866, 1), TPFA{Int64}(866, 867, 1), TPFA{Int64}(868, 869, 1), TPFA{Int64}(869, 870, 1), TPFA{Int64}(870, 871, 1), TPFA{Int64}(871, 872, 1), TPFA{Int64}(872, 873, 1), TPFA{Int64}(873, 874, 1), TPFA{Int64}(874, 875, 1), TPFA{Int64}(875, 876, 1), TPFA{Int64}(877, 878, 1), TPFA{Int64}(878, 879, 1), TPFA{Int64}(879, 880, 1), TPFA{Int64}(880, 881, 1), TPFA{Int64}(881, 882, 1), TPFA{Int64}(882, 883, 1), TPFA{Int64}(883, 884, 1), TPFA{Int64}(884, 885, 1), TPFA{Int64}(886, 887, 1), TPFA{Int64}(887, 888, 1), TPFA{Int64}(888, 889, 1), TPFA{Int64}(889, 890, 1), TPFA{Int64}(890, 891, 1), TPFA{Int64}(891, 892, 1), TPFA{Int64}(892, 893, 1), TPFA{Int64}(893, 894, 1), TPFA{Int64}(895, 896, 1), TPFA{Int64}(896, 897, 1), TPFA{Int64}(897, 898, 1), TPFA{Int64}(898, 899, 1), TPFA{Int64}(899, 900, 1), TPFA{Int64}(901, 902, 1), TPFA{Int64}(902, 903, 1), TPFA{Int64}(904, 905, 1), TPFA{Int64}(905, 906, 1), TPFA{Int64}(906, 907, 1), TPFA{Int64}(907, 908, 1), TPFA{Int64}(908, 909, 1), TPFA{Int64}(909, 910, 1), TPFA{Int64}(910, 911, 1), TPFA{Int64}(911, 912, 1), TPFA{Int64}(913, 914, 1), TPFA{Int64}(914, 915, 1), TPFA{Int64}(915, 916, 1), TPFA{Int64}(916, 917, 1), TPFA{Int64}(917, 918, 1), TPFA{Int64}(918, 919, 1), TPFA{Int64}(919, 920, 1), TPFA{Int64}(920, 921, 1), TPFA{Int64}(922, 923, 1), TPFA{Int64}(923, 924, 1), TPFA{Int64}(924, 925, 1), TPFA{Int64}(925, 926, 1), TPFA{Int64}(926, 927, 1), TPFA{Int64}(927, 928, 1), TPFA{Int64}(928, 929, 1), TPFA{Int64}(929, 930, 1), TPFA{Int64}(931, 932, 1), TPFA{Int64}(932, 933, 1), TPFA{Int64}(933, 934, 1), TPFA{Int64}(934, 935, 1), TPFA{Int64}(935, 936, 1), TPFA{Int64}(936, 937, 1), TPFA{Int64}(937, 938, 1), TPFA{Int64}(938, 939, 1), TPFA{Int64}(940, 941, 1), TPFA{Int64}(941, 942, 1), TPFA{Int64}(942, 943, 1), TPFA{Int64}(943, 944, 1), TPFA{Int64}(944, 945, 1), TPFA{Int64}(945, 946, 1), TPFA{Int64}(946, 947, 1), TPFA{Int64}(947, 948, 1), TPFA{Int64}(949, 950, 1), TPFA{Int64}(950, 951, 1), TPFA{Int64}(951, 952, 1), TPFA{Int64}(952, 953, 1), TPFA{Int64}(953, 954, 1), TPFA{Int64}(954, 955, 1), TPFA{Int64}(955, 956, 1), TPFA{Int64}(956, 957, 1), TPFA{Int64}(958, 959, 1), TPFA{Int64}(959, 960, 1), TPFA{Int64}(960, 961, 1), TPFA{Int64}(961, 962, 1), TPFA{Int64}(962, 963, 1), TPFA{Int64}(963, 964, 1), TPFA{Int64}(964, 965, 1), TPFA{Int64}(965, 966, 1), TPFA{Int64}(967, 968, 1), TPFA{Int64}(968, 969, 1), TPFA{Int64}(969, 970, 1), TPFA{Int64}(970, 971, 1), TPFA{Int64}(971, 972, 1), TPFA{Int64}(972, 973, 1), TPFA{Int64}(973, 974, 1), TPFA{Int64}(974, 975, 1), TPFA{Int64}(976, 977, 1), TPFA{Int64}(977, 978, 1), TPFA{Int64}(978, 979, 1), TPFA{Int64}(979, 980, 1), TPFA{Int64}(980, 981, 1), TPFA{Int64}(981, 982, 1), TPFA{Int64}(982, 983, 1), TPFA{Int64}(983, 984, 1), TPFA{Int64}(985, 986, 1), TPFA{Int64}(986, 987, 1), TPFA{Int64}(987, 988, 1), TPFA{Int64}(988, 989, 1), TPFA{Int64}(989, 990, 1), TPFA{Int64}(991, 992, 1), TPFA{Int64}(992, 993, 1), TPFA{Int64}(994, 995, 1), TPFA{Int64}(995, 996, 1), TPFA{Int64}(996, 997, 1), TPFA{Int64}(997, 998, 1), TPFA{Int64}(998, 999, 1), TPFA{Int64}(999, 1000, 1), TPFA{Int64}(1000, 1001, 1), TPFA{Int64}(1001, 1002, 1), TPFA{Int64}(1003, 1004, 1), TPFA{Int64}(1004, 1005, 1), TPFA{Int64}(1005, 1006, 1), TPFA{Int64}(1006, 1007, 1), TPFA{Int64}(1007, 1008, 1), TPFA{Int64}(1008, 1009, 1), TPFA{Int64}(1009, 1010, 1), TPFA{Int64}(1010, 1011, 1), TPFA{Int64}(1012, 1013, 1), TPFA{Int64}(1013, 1014, 1), TPFA{Int64}(1014, 1015, 1), TPFA{Int64}(1015, 1016, 1), TPFA{Int64}(1016, 1017, 1), TPFA{Int64}(1017, 1018, 1), TPFA{Int64}(1018, 1019, 1), TPFA{Int64}(1019, 1020, 1), TPFA{Int64}(1021, 1022, 1), TPFA{Int64}(1022, 1023, 1), TPFA{Int64}(1023, 1024, 1), TPFA{Int64}(1024, 1025, 1), TPFA{Int64}(1025, 1026, 1), TPFA{Int64}(1026, 1027, 1), TPFA{Int64}(1027, 1028, 1), TPFA{Int64}(1028, 1029, 1), TPFA{Int64}(1030, 1031, 1), TPFA{Int64}(1031, 1032, 1), TPFA{Int64}(1032, 1033, 1), TPFA{Int64}(1033, 1034, 1), TPFA{Int64}(1034, 1035, 1), TPFA{Int64}(1035, 1036, 1), TPFA{Int64}(1036, 1037, 1), TPFA{Int64}(1037, 1038, 1), TPFA{Int64}(1039, 1040, 1), TPFA{Int64}(1040, 1041, 1), TPFA{Int64}(1041, 1042, 1), TPFA{Int64}(1042, 1043, 1), TPFA{Int64}(1043, 1044, 1), TPFA{Int64}(1044, 1045, 1), TPFA{Int64}(1045, 1046, 1), TPFA{Int64}(1046, 1047, 1), TPFA{Int64}(1048, 1049, 1), TPFA{Int64}(1049, 1050, 1), TPFA{Int64}(1050, 1051, 1), TPFA{Int64}(1051, 1052, 1), TPFA{Int64}(1052, 1053, 1), TPFA{Int64}(1053, 1054, 1), TPFA{Int64}(1054, 1055, 1), TPFA{Int64}(1055, 1056, 1), TPFA{Int64}(1057, 1058, 1), TPFA{Int64}(1058, 1059, 1), TPFA{Int64}(1059, 1060, 1), TPFA{Int64}(1060, 1061, 1), TPFA{Int64}(1061, 1062, 1), TPFA{Int64}(1062, 1063, 1), TPFA{Int64}(1063, 1064, 1), TPFA{Int64}(1064, 1065, 1), TPFA{Int64}(1066, 1067, 1), TPFA{Int64}(1067, 1068, 1), TPFA{Int64}(1068, 1069, 1), TPFA{Int64}(1069, 1070, 1), TPFA{Int64}(1070, 1071, 1), TPFA{Int64}(1071, 1072, 1), TPFA{Int64}(1072, 1073, 1), TPFA{Int64}(1073, 1074, 1), TPFA{Int64}(1075, 1076, 1), TPFA{Int64}(1076, 1077, 1), TPFA{Int64}(1077, 1078, 1), TPFA{Int64}(1078, 1079, 1), TPFA{Int64}(1079, 1080, 1), TPFA{Int64}(1081, 1082, 1), TPFA{Int64}(1082, 1083, 1), TPFA{Int64}(1084, 1085, 1), TPFA{Int64}(1085, 1086, 1), TPFA{Int64}(1086, 1087, 1), TPFA{Int64}(1087, 1088, 1), TPFA{Int64}(1088, 1089, 1), TPFA{Int64}(1089, 1090, 1), TPFA{Int64}(1090, 1091, 1), TPFA{Int64}(1091, 1092, 1), TPFA{Int64}(1093, 1094, 1), TPFA{Int64}(1094, 1095, 1), TPFA{Int64}(1095, 1096, 1), TPFA{Int64}(1096, 1097, 1), TPFA{Int64}(1097, 1098, 1), TPFA{Int64}(1098, 1099, 1), TPFA{Int64}(1099, 1100, 1), TPFA{Int64}(1100, 1101, 1), TPFA{Int64}(1102, 1103, 1), TPFA{Int64}(1103, 1104, 1), TPFA{Int64}(1104, 1105, 1), TPFA{Int64}(1105, 1106, 1), TPFA{Int64}(1106, 1107, 1), TPFA{Int64}(1107, 1108, 1), TPFA{Int64}(1108, 1109, 1), TPFA{Int64}(1109, 1110, 1), TPFA{Int64}(1111, 1112, 1), TPFA{Int64}(1112, 1113, 1), TPFA{Int64}(1113, 1114, 1), TPFA{Int64}(1114, 1115, 1), TPFA{Int64}(1115, 1116, 1), TPFA{Int64}(1116, 1117, 1), TPFA{Int64}(1117, 1118, 1), TPFA{Int64}(1118, 1119, 1), TPFA{Int64}(1120, 1121, 1), TPFA{Int64}(1121, 1122, 1), TPFA{Int64}(1122, 1123, 1), TPFA{Int64}(1123, 1124, 1), TPFA{Int64}(1124, 1125, 1), TPFA{Int64}(1125, 1126, 1), TPFA{Int64}(1126, 1127, 1), TPFA{Int64}(1127, 1128, 1), TPFA{Int64}(1129, 1130, 1), TPFA{Int64}(1130, 1131, 1), TPFA{Int64}(1131, 1132, 1), TPFA{Int64}(1132, 1133, 1), TPFA{Int64}(1133, 1134, 1), TPFA{Int64}(1134, 1135, 1), TPFA{Int64}(1135, 1136, 1), TPFA{Int64}(1136, 1137, 1), TPFA{Int64}(1138, 1139, 1), TPFA{Int64}(1139, 1140, 1), TPFA{Int64}(1140, 1141, 1), TPFA{Int64}(1141, 1142, 1), TPFA{Int64}(1142, 1143, 1), TPFA{Int64}(1143, 1144, 1), TPFA{Int64}(1144, 1145, 1), TPFA{Int64}(1145, 1146, 1), TPFA{Int64}(1147, 1148, 1), TPFA{Int64}(1148, 1149, 1), TPFA{Int64}(1149, 1150, 1), TPFA{Int64}(1150, 1151, 1), TPFA{Int64}(1151, 1152, 1), TPFA{Int64}(1152, 1153, 1), TPFA{Int64}(1153, 1154, 1), TPFA{Int64}(1154, 1155, 1), TPFA{Int64}(1156, 1157, 1), TPFA{Int64}(1157, 1158, 1), TPFA{Int64}(1158, 1159, 1), TPFA{Int64}(1159, 1160, 1), TPFA{Int64}(1160, 1161, 1), TPFA{Int64}(1161, 1162, 1), TPFA{Int64}(1162, 1163, 1), TPFA{Int64}(1163, 1164, 1), TPFA{Int64}(1165, 1166, 1), TPFA{Int64}(1166, 1167, 1), TPFA{Int64}(1167, 1168, 1), TPFA{Int64}(1168, 1169, 1), TPFA{Int64}(1169, 1170, 1), TPFA{Int64}(1171, 1172, 1), TPFA{Int64}(1172, 1173, 1), TPFA{Int64}(1174, 1175, 1), TPFA{Int64}(1175, 1176, 1), TPFA{Int64}(1176, 1177, 1), TPFA{Int64}(1177, 1178, 1), TPFA{Int64}(1178, 1179, 1), TPFA{Int64}(1179, 1180, 1), TPFA{Int64}(1180, 1181, 1), TPFA{Int64}(1181, 1182, 1), TPFA{Int64}(1183, 1184, 1), TPFA{Int64}(1184, 1185, 1), TPFA{Int64}(1185, 1186, 1), TPFA{Int64}(1186, 1187, 1), TPFA{Int64}(1187, 1188, 1), TPFA{Int64}(1188, 1189, 1), TPFA{Int64}(1189, 1190, 1), TPFA{Int64}(1190, 1191, 1), TPFA{Int64}(1192, 1193, 1), TPFA{Int64}(1193, 1194, 1), TPFA{Int64}(1194, 1195, 1), TPFA{Int64}(1195, 1196, 1), TPFA{Int64}(1196, 1197, 1), TPFA{Int64}(1197, 1198, 1), TPFA{Int64}(1198, 1199, 1), TPFA{Int64}(1199, 1200, 1), TPFA{Int64}(1201, 1202, 1), TPFA{Int64}(1202, 1203, 1), TPFA{Int64}(1203, 1204, 1), TPFA{Int64}(1204, 1205, 1), TPFA{Int64}(1205, 1206, 1), TPFA{Int64}(1206, 1207, 1), TPFA{Int64}(1207, 1208, 1), TPFA{Int64}(1208, 1209, 1), TPFA{Int64}(1210, 1211, 1), TPFA{Int64}(1211, 1212, 1), TPFA{Int64}(1212, 1213, 1), TPFA{Int64}(1213, 1214, 1), TPFA{Int64}(1214, 1215, 1), TPFA{Int64}(1215, 1216, 1), TPFA{Int64}(1216, 1217, 1), TPFA{Int64}(1217, 1218, 1), TPFA{Int64}(1219, 1220, 1), TPFA{Int64}(1220, 1221, 1), TPFA{Int64}(1221, 1222, 1), TPFA{Int64}(1222, 1223, 1), TPFA{Int64}(1223, 1224, 1), TPFA{Int64}(1224, 1225, 1), TPFA{Int64}(1225, 1226, 1), TPFA{Int64}(1226, 1227, 1), TPFA{Int64}(1228, 1229, 1), TPFA{Int64}(1229, 1230, 1), TPFA{Int64}(1230, 1231, 1), TPFA{Int64}(1231, 1232, 1), TPFA{Int64}(1232, 1233, 1), TPFA{Int64}(1233, 1234, 1), TPFA{Int64}(1234, 1235, 1), TPFA{Int64}(1235, 1236, 1), TPFA{Int64}(1237, 1238, 1), TPFA{Int64}(1238, 1239, 1), TPFA{Int64}(1239, 1240, 1), TPFA{Int64}(1240, 1241, 1), TPFA{Int64}(1241, 1242, 1), TPFA{Int64}(1242, 1243, 1), TPFA{Int64}(1243, 1244, 1), TPFA{Int64}(1244, 1245, 1), TPFA{Int64}(1246, 1247, 1), TPFA{Int64}(1247, 1248, 1), TPFA{Int64}(1248, 1249, 1), TPFA{Int64}(1249, 1250, 1), TPFA{Int64}(1250, 1251, 1), TPFA{Int64}(1251, 1252, 1), TPFA{Int64}(1252, 1253, 1), TPFA{Int64}(1253, 1254, 1), TPFA{Int64}(1255, 1256, 1), TPFA{Int64}(1256, 1257, 1), TPFA{Int64}(1257, 1258, 1), TPFA{Int64}(1258, 1259, 1), TPFA{Int64}(1259, 1260, 1), TPFA{Int64}(1261, 1262, 1), TPFA{Int64}(1262, 1263, 1), TPFA{Int64}(1264, 1265, 1), TPFA{Int64}(1265, 1266, 1), TPFA{Int64}(1266, 1267, 1), TPFA{Int64}(1267, 1268, 1), TPFA{Int64}(1268, 1269, 1), TPFA{Int64}(1269, 1270, 1), TPFA{Int64}(1270, 1271, 1), TPFA{Int64}(1271, 1272, 1), TPFA{Int64}(1273, 1274, 1), TPFA{Int64}(1274, 1275, 1), TPFA{Int64}(1275, 1276, 1), TPFA{Int64}(1276, 1277, 1), TPFA{Int64}(1277, 1278, 1), TPFA{Int64}(1278, 1279, 1), TPFA{Int64}(1279, 1280, 1), TPFA{Int64}(1280, 1281, 1), TPFA{Int64}(1282, 1283, 1), TPFA{Int64}(1283, 1284, 1), TPFA{Int64}(1284, 1285, 1), TPFA{Int64}(1285, 1286, 1), TPFA{Int64}(1286, 1287, 1), TPFA{Int64}(1287, 1288, 1), TPFA{Int64}(1288, 1289, 1), TPFA{Int64}(1289, 1290, 1), TPFA{Int64}(1291, 1292, 1), TPFA{Int64}(1292, 1293, 1), TPFA{Int64}(1293, 1294, 1), TPFA{Int64}(1294, 1295, 1), TPFA{Int64}(1295, 1296, 1), TPFA{Int64}(1296, 1297, 1), TPFA{Int64}(1297, 1298, 1), TPFA{Int64}(1298, 1299, 1), TPFA{Int64}(1300, 1301, 1), TPFA{Int64}(1301, 1302, 1), TPFA{Int64}(1302, 1303, 1), TPFA{Int64}(1303, 1304, 1), TPFA{Int64}(1304, 1305, 1), TPFA{Int64}(1305, 1306, 1), TPFA{Int64}(1306, 1307, 1), TPFA{Int64}(1307, 1308, 1), TPFA{Int64}(1309, 1310, 1), TPFA{Int64}(1310, 1311, 1), TPFA{Int64}(1311, 1312, 1), TPFA{Int64}(1312, 1313, 1), TPFA{Int64}(1313, 1314, 1), TPFA{Int64}(1314, 1315, 1), TPFA{Int64}(1315, 1316, 1), TPFA{Int64}(1316, 1317, 1), TPFA{Int64}(1318, 1319, 1), TPFA{Int64}(1319, 1320, 1), TPFA{Int64}(1320, 1321, 1), TPFA{Int64}(1321, 1322, 1), TPFA{Int64}(1322, 1323, 1), TPFA{Int64}(1323, 1324, 1), TPFA{Int64}(1324, 1325, 1), TPFA{Int64}(1325, 1326, 1), TPFA{Int64}(1327, 1328, 1), TPFA{Int64}(1328, 1329, 1), TPFA{Int64}(1329, 1330, 1), TPFA{Int64}(1330, 1331, 1), TPFA{Int64}(1331, 1332, 1), TPFA{Int64}(1332, 1333, 1), TPFA{Int64}(1333, 1334, 1), TPFA{Int64}(1334, 1335, 1), TPFA{Int64}(1336, 1337, 1), TPFA{Int64}(1337, 1338, 1), TPFA{Int64}(1338, 1339, 1), TPFA{Int64}(1339, 1340, 1), TPFA{Int64}(1340, 1341, 1), TPFA{Int64}(1341, 1342, 1), TPFA{Int64}(1342, 1343, 1), TPFA{Int64}(1343, 1344, 1), TPFA{Int64}(1345, 1346, 1), TPFA{Int64}(1346, 1347, 1), TPFA{Int64}(1347, 1348, 1), TPFA{Int64}(1348, 1349, 1), TPFA{Int64}(1349, 1350, 1), TPFA{Int64}(1351, 1352, 1), TPFA{Int64}(1352, 1353, 1), TPFA{Int64}(1354, 1355, 1), TPFA{Int64}(1355, 1356, 1), TPFA{Int64}(1356, 1357, 1), TPFA{Int64}(1357, 1358, 1), TPFA{Int64}(1358, 1359, 1), TPFA{Int64}(1359, 1360, 1), TPFA{Int64}(1360, 1361, 1), TPFA{Int64}(1361, 1362, 1), TPFA{Int64}(1363, 1364, 1), TPFA{Int64}(1364, 1365, 1), TPFA{Int64}(1365, 1366, 1), TPFA{Int64}(1366, 1367, 1), TPFA{Int64}(1367, 1368, 1), TPFA{Int64}(1368, 1369, 1), TPFA{Int64}(1369, 1370, 1), TPFA{Int64}(1370, 1371, 1), TPFA{Int64}(1372, 1373, 1), TPFA{Int64}(1373, 1374, 1), TPFA{Int64}(1374, 1375, 1), TPFA{Int64}(1375, 1376, 1), TPFA{Int64}(1376, 1377, 1), TPFA{Int64}(1377, 1378, 1), TPFA{Int64}(1378, 1379, 1), TPFA{Int64}(1379, 1380, 1), TPFA{Int64}(1381, 1382, 1), TPFA{Int64}(1382, 1383, 1), TPFA{Int64}(1383, 1384, 1), TPFA{Int64}(1384, 1385, 1), TPFA{Int64}(1385, 1386, 1), TPFA{Int64}(1386, 1387, 1), TPFA{Int64}(1387, 1388, 1), TPFA{Int64}(1388, 1389, 1), TPFA{Int64}(1390, 1391, 1), TPFA{Int64}(1391, 1392, 1), TPFA{Int64}(1392, 1393, 1), TPFA{Int64}(1393, 1394, 1), TPFA{Int64}(1394, 1395, 1), TPFA{Int64}(1395, 1396, 1), TPFA{Int64}(1396, 1397, 1), TPFA{Int64}(1397, 1398, 1), TPFA{Int64}(1399, 1400, 1), TPFA{Int64}(1400, 1401, 1), TPFA{Int64}(1401, 1402, 1), TPFA{Int64}(1402, 1403, 1), TPFA{Int64}(1403, 1404, 1), TPFA{Int64}(1404, 1405, 1), TPFA{Int64}(1405, 1406, 1), TPFA{Int64}(1406, 1407, 1), TPFA{Int64}(1408, 1409, 1), TPFA{Int64}(1409, 1410, 1), TPFA{Int64}(1410, 1411, 1), TPFA{Int64}(1411, 1412, 1), TPFA{Int64}(1412, 1413, 1), TPFA{Int64}(1413, 1414, 1), TPFA{Int64}(1414, 1415, 1), TPFA{Int64}(1415, 1416, 1), TPFA{Int64}(1417, 1418, 1), TPFA{Int64}(1418, 1419, 1), TPFA{Int64}(1419, 1420, 1), TPFA{Int64}(1420, 1421, 1), TPFA{Int64}(1421, 1422, 1), TPFA{Int64}(1422, 1423, 1), TPFA{Int64}(1423, 1424, 1), TPFA{Int64}(1424, 1425, 1), TPFA{Int64}(1426, 1427, 1), TPFA{Int64}(1427, 1428, 1), TPFA{Int64}(1428, 1429, 1), TPFA{Int64}(1429, 1430, 1), TPFA{Int64}(1430, 1431, 1), TPFA{Int64}(1431, 1432, 1), TPFA{Int64}(1432, 1433, 1), TPFA{Int64}(1433, 1434, 1), TPFA{Int64}(1435, 1436, 1), TPFA{Int64}(1436, 1437, 1), TPFA{Int64}(1437, 1438, 1), TPFA{Int64}(1438, 1439, 1), TPFA{Int64}(1439, 1440, 1), TPFA{Int64}(1, 721, 1), TPFA{Int64}(2, 722, 1), TPFA{Int64}(3, 723, 1), TPFA{Int64}(4, 724, 1), TPFA{Int64}(5, 725, 1), TPFA{Int64}(6, 726, 1), TPFA{Int64}(7, 727, 1), TPFA{Int64}(8, 728, 1), TPFA{Int64}(9, 729, 1), TPFA{Int64}(10, 730, 1), TPFA{Int64}(11, 731, 1), TPFA{Int64}(12, 732, 1), TPFA{Int64}(13, 733, 1), TPFA{Int64}(14, 734, 1), TPFA{Int64}(15, 735, 1), TPFA{Int64}(16, 736, 1), TPFA{Int64}(17, 737, 1), TPFA{Int64}(18, 738, 1), TPFA{Int64}(19, 739, 1), TPFA{Int64}(20, 740, 1), TPFA{Int64}(21, 741, 1), TPFA{Int64}(22, 742, 1), TPFA{Int64}(23, 743, 1), TPFA{Int64}(24, 744, 1), TPFA{Int64}(25, 745, 1), TPFA{Int64}(26, 746, 1), TPFA{Int64}(27, 747, 1), TPFA{Int64}(28, 748, 1), TPFA{Int64}(29, 749, 1), TPFA{Int64}(30, 750, 1), TPFA{Int64}(31, 751, 1), TPFA{Int64}(32, 752, 1), TPFA{Int64}(33, 753, 1), TPFA{Int64}(34, 754, 1), TPFA{Int64}(35, 755, 1), TPFA{Int64}(36, 756, 1), TPFA{Int64}(37, 757, 1), TPFA{Int64}(38, 758, 1), TPFA{Int64}(39, 759, 1), TPFA{Int64}(40, 760, 1), TPFA{Int64}(41, 761, 1), TPFA{Int64}(42, 762, 1), TPFA{Int64}(43, 763, 1), TPFA{Int64}(44, 764, 1), TPFA{Int64}(45, 765, 1), TPFA{Int64}(46, 766, 1), TPFA{Int64}(47, 767, 1), TPFA{Int64}(48, 768, 1), TPFA{Int64}(49, 769, 1), TPFA{Int64}(50, 770, 1), TPFA{Int64}(51, 771, 1), TPFA{Int64}(52, 772, 1), TPFA{Int64}(53, 773, 1), TPFA{Int64}(54, 774, 1), TPFA{Int64}(55, 775, 1), TPFA{Int64}(56, 776, 1), TPFA{Int64}(57, 777, 1), TPFA{Int64}(58, 778, 1), TPFA{Int64}(59, 779, 1), TPFA{Int64}(60, 780, 1), TPFA{Int64}(61, 781, 1), TPFA{Int64}(62, 782, 1), TPFA{Int64}(63, 783, 1), TPFA{Int64}(64, 784, 1), TPFA{Int64}(65, 785, 1), TPFA{Int64}(66, 786, 1), TPFA{Int64}(67, 787, 1), TPFA{Int64}(68, 788, 1), TPFA{Int64}(69, 789, 1), TPFA{Int64}(70, 790, 1), TPFA{Int64}(71, 791, 1), TPFA{Int64}(72, 792, 1), TPFA{Int64}(73, 793, 1), TPFA{Int64}(74, 794, 1), TPFA{Int64}(75, 795, 1), TPFA{Int64}(76, 796, 1), TPFA{Int64}(77, 797, 1), TPFA{Int64}(78, 798, 1), TPFA{Int64}(79, 799, 1), TPFA{Int64}(80, 800, 1), TPFA{Int64}(81, 801, 1), TPFA{Int64}(82, 802, 1), TPFA{Int64}(83, 803, 1), TPFA{Int64}(84, 804, 1), TPFA{Int64}(85, 805, 1), TPFA{Int64}(86, 806, 1), TPFA{Int64}(87, 807, 1), TPFA{Int64}(88, 808, 1), TPFA{Int64}(89, 809, 1), TPFA{Int64}(90, 810, 1), TPFA{Int64}(91, 811, 1), TPFA{Int64}(92, 812, 1), TPFA{Int64}(93, 813, 1), TPFA{Int64}(94, 814, 1), TPFA{Int64}(95, 815, 1), TPFA{Int64}(96, 816, 1), TPFA{Int64}(97, 817, 1), TPFA{Int64}(98, 818, 1), TPFA{Int64}(99, 819, 1), TPFA{Int64}(100, 820, 1), TPFA{Int64}(101, 821, 1), TPFA{Int64}(102, 822, 1), TPFA{Int64}(103, 823, 1), TPFA{Int64}(104, 824, 1), TPFA{Int64}(105, 825, 1), TPFA{Int64}(106, 826, 1), TPFA{Int64}(107, 827, 1), TPFA{Int64}(108, 828, 1), TPFA{Int64}(109, 829, 1), TPFA{Int64}(110, 830, 1), TPFA{Int64}(111, 831, 1), TPFA{Int64}(112, 832, 1), TPFA{Int64}(113, 833, 1), TPFA{Int64}(114, 834, 1), TPFA{Int64}(115, 835, 1), TPFA{Int64}(116, 836, 1), TPFA{Int64}(117, 837, 1), TPFA{Int64}(118, 838, 1), TPFA{Int64}(119, 839, 1), TPFA{Int64}(120, 840, 1), TPFA{Int64}(121, 841, 1), TPFA{Int64}(122, 842, 1), TPFA{Int64}(123, 843, 1), TPFA{Int64}(124, 844, 1), TPFA{Int64}(125, 845, 1), TPFA{Int64}(126, 846, 1), TPFA{Int64}(127, 847, 1), TPFA{Int64}(128, 848, 1), TPFA{Int64}(129, 849, 1), TPFA{Int64}(130, 850, 1), TPFA{Int64}(131, 851, 1), TPFA{Int64}(132, 852, 1), TPFA{Int64}(133, 853, 1), TPFA{Int64}(134, 854, 1), TPFA{Int64}(135, 855, 1), TPFA{Int64}(136, 856, 1), TPFA{Int64}(137, 857, 1), TPFA{Int64}(138, 858, 1), TPFA{Int64}(139, 859, 1), TPFA{Int64}(140, 860, 1), TPFA{Int64}(141, 861, 1), TPFA{Int64}(142, 862, 1), TPFA{Int64}(143, 863, 1), TPFA{Int64}(144, 864, 1), TPFA{Int64}(145, 865, 1), TPFA{Int64}(146, 866, 1), TPFA{Int64}(147, 867, 1), TPFA{Int64}(148, 868, 1), TPFA{Int64}(149, 869, 1), TPFA{Int64}(150, 870, 1), TPFA{Int64}(151, 871, 1), TPFA{Int64}(152, 872, 1), TPFA{Int64}(153, 873, 1), TPFA{Int64}(154, 874, 1), TPFA{Int64}(155, 875, 1), TPFA{Int64}(156, 876, 1), TPFA{Int64}(157, 877, 1), TPFA{Int64}(158, 878, 1), TPFA{Int64}(159, 879, 1), TPFA{Int64}(160, 880, 1), TPFA{Int64}(161, 881, 1), TPFA{Int64}(162, 882, 1), TPFA{Int64}(163, 883, 1), TPFA{Int64}(164, 884, 1), TPFA{Int64}(165, 885, 1), TPFA{Int64}(166, 886, 1), TPFA{Int64}(167, 887, 1), TPFA{Int64}(168, 888, 1), TPFA{Int64}(169, 889, 1), TPFA{Int64}(170, 890, 1), TPFA{Int64}(171, 891, 1), TPFA{Int64}(172, 892, 1), TPFA{Int64}(173, 893, 1), TPFA{Int64}(174, 894, 1), TPFA{Int64}(175, 895, 1), TPFA{Int64}(176, 896, 1), TPFA{Int64}(177, 897, 1), TPFA{Int64}(178, 898, 1), TPFA{Int64}(179, 899, 1), TPFA{Int64}(180, 900, 1), TPFA{Int64}(181, 901, 1), TPFA{Int64}(182, 902, 1), TPFA{Int64}(183, 903, 1), TPFA{Int64}(184, 904, 1), TPFA{Int64}(185, 905, 1), TPFA{Int64}(186, 906, 1), TPFA{Int64}(187, 907, 1), TPFA{Int64}(188, 908, 1), TPFA{Int64}(189, 909, 1), TPFA{Int64}(190, 910, 1), TPFA{Int64}(191, 911, 1), TPFA{Int64}(192, 912, 1), TPFA{Int64}(193, 913, 1), TPFA{Int64}(194, 914, 1), TPFA{Int64}(195, 915, 1), TPFA{Int64}(196, 916, 1), TPFA{Int64}(197, 917, 1), TPFA{Int64}(198, 918, 1), TPFA{Int64}(199, 919, 1), TPFA{Int64}(200, 920, 1), TPFA{Int64}(201, 921, 1), TPFA{Int64}(202, 922, 1), TPFA{Int64}(203, 923, 1), TPFA{Int64}(204, 924, 1), TPFA{Int64}(205, 925, 1), TPFA{Int64}(206, 926, 1), TPFA{Int64}(207, 927, 1), TPFA{Int64}(208, 928, 1), TPFA{Int64}(209, 929, 1), TPFA{Int64}(210, 930, 1), TPFA{Int64}(211, 931, 1), TPFA{Int64}(212, 932, 1), TPFA{Int64}(213, 933, 1), TPFA{Int64}(214, 934, 1), TPFA{Int64}(215, 935, 1), TPFA{Int64}(216, 936, 1), TPFA{Int64}(217, 937, 1), TPFA{Int64}(218, 938, 1), TPFA{Int64}(219, 939, 1), TPFA{Int64}(220, 940, 1), TPFA{Int64}(221, 941, 1), TPFA{Int64}(222, 942, 1), TPFA{Int64}(223, 943, 1), TPFA{Int64}(224, 944, 1), TPFA{Int64}(225, 945, 1), TPFA{Int64}(226, 946, 1), TPFA{Int64}(227, 947, 1), TPFA{Int64}(228, 948, 1), TPFA{Int64}(229, 949, 1), TPFA{Int64}(230, 950, 1), TPFA{Int64}(231, 951, 1), TPFA{Int64}(232, 952, 1), TPFA{Int64}(233, 953, 1), TPFA{Int64}(234, 954, 1), TPFA{Int64}(235, 955, 1), TPFA{Int64}(236, 956, 1), TPFA{Int64}(237, 957, 1), TPFA{Int64}(238, 958, 1), TPFA{Int64}(239, 959, 1), TPFA{Int64}(240, 960, 1), TPFA{Int64}(241, 961, 1), TPFA{Int64}(242, 962, 1), TPFA{Int64}(243, 963, 1), TPFA{Int64}(244, 964, 1), TPFA{Int64}(245, 965, 1), TPFA{Int64}(246, 966, 1), TPFA{Int64}(247, 967, 1), TPFA{Int64}(248, 968, 1), TPFA{Int64}(249, 969, 1), TPFA{Int64}(250, 970, 1), TPFA{Int64}(251, 971, 1), TPFA{Int64}(252, 972, 1), TPFA{Int64}(253, 973, 1), TPFA{Int64}(254, 974, 1), TPFA{Int64}(255, 975, 1), TPFA{Int64}(256, 976, 1), TPFA{Int64}(257, 977, 1), TPFA{Int64}(258, 978, 1), TPFA{Int64}(259, 979, 1), TPFA{Int64}(260, 980, 1), TPFA{Int64}(261, 981, 1), TPFA{Int64}(262, 982, 1), TPFA{Int64}(263, 983, 1), TPFA{Int64}(264, 984, 1), TPFA{Int64}(265, 985, 1), TPFA{Int64}(266, 986, 1), TPFA{Int64}(267, 987, 1), TPFA{Int64}(268, 988, 1), TPFA{Int64}(269, 989, 1), TPFA{Int64}(270, 990, 1), TPFA{Int64}(271, 991, 1), TPFA{Int64}(272, 992, 1), TPFA{Int64}(273, 993, 1), TPFA{Int64}(274, 994, 1), TPFA{Int64}(275, 995, 1), TPFA{Int64}(276, 996, 1), TPFA{Int64}(277, 997, 1), TPFA{Int64}(278, 998, 1), TPFA{Int64}(279, 999, 1), TPFA{Int64}(280, 1000, 1), TPFA{Int64}(281, 1001, 1), TPFA{Int64}(282, 1002, 1), TPFA{Int64}(283, 1003, 1), TPFA{Int64}(284, 1004, 1), TPFA{Int64}(285, 1005, 1), TPFA{Int64}(286, 1006, 1), TPFA{Int64}(287, 1007, 1), TPFA{Int64}(288, 1008, 1), TPFA{Int64}(289, 1009, 1), TPFA{Int64}(290, 1010, 1), TPFA{Int64}(291, 1011, 1), TPFA{Int64}(292, 1012, 1), TPFA{Int64}(293, 1013, 1), TPFA{Int64}(294, 1014, 1), TPFA{Int64}(295, 1015, 1), TPFA{Int64}(296, 1016, 1), TPFA{Int64}(297, 1017, 1), TPFA{Int64}(298, 1018, 1), TPFA{Int64}(299, 1019, 1), TPFA{Int64}(300, 1020, 1), TPFA{Int64}(301, 1021, 1), TPFA{Int64}(302, 1022, 1), TPFA{Int64}(303, 1023, 1), TPFA{Int64}(304, 1024, 1), TPFA{Int64}(305, 1025, 1), TPFA{Int64}(306, 1026, 1), TPFA{Int64}(307, 1027, 1), TPFA{Int64}(308, 1028, 1), TPFA{Int64}(309, 1029, 1), TPFA{Int64}(310, 1030, 1), TPFA{Int64}(311, 1031, 1), TPFA{Int64}(312, 1032, 1), TPFA{Int64}(313, 1033, 1), TPFA{Int64}(314, 1034, 1), TPFA{Int64}(315, 1035, 1), TPFA{Int64}(316, 1036, 1), TPFA{Int64}(317, 1037, 1), TPFA{Int64}(318, 1038, 1), TPFA{Int64}(319, 1039, 1), TPFA{Int64}(320, 1040, 1), TPFA{Int64}(321, 1041, 1), TPFA{Int64}(322, 1042, 1), TPFA{Int64}(323, 1043, 1), TPFA{Int64}(324, 1044, 1), TPFA{Int64}(325, 1045, 1), TPFA{Int64}(326, 1046, 1), TPFA{Int64}(327, 1047, 1), TPFA{Int64}(328, 1048, 1), TPFA{Int64}(329, 1049, 1), TPFA{Int64}(330, 1050, 1), TPFA{Int64}(331, 1051, 1), TPFA{Int64}(332, 1052, 1), TPFA{Int64}(333, 1053, 1), TPFA{Int64}(334, 1054, 1), TPFA{Int64}(335, 1055, 1), TPFA{Int64}(336, 1056, 1), TPFA{Int64}(337, 1057, 1), TPFA{Int64}(338, 1058, 1), TPFA{Int64}(339, 1059, 1), TPFA{Int64}(340, 1060, 1), TPFA{Int64}(341, 1061, 1), TPFA{Int64}(342, 1062, 1), TPFA{Int64}(343, 1063, 1), TPFA{Int64}(344, 1064, 1), TPFA{Int64}(345, 1065, 1), TPFA{Int64}(346, 1066, 1), TPFA{Int64}(347, 1067, 1), TPFA{Int64}(348, 1068, 1), TPFA{Int64}(349, 1069, 1), TPFA{Int64}(350, 1070, 1), TPFA{Int64}(351, 1071, 1), TPFA{Int64}(352, 1072, 1), TPFA{Int64}(353, 1073, 1), TPFA{Int64}(354, 1074, 1), TPFA{Int64}(355, 1075, 1), TPFA{Int64}(356, 1076, 1), TPFA{Int64}(357, 1077, 1), TPFA{Int64}(358, 1078, 1), TPFA{Int64}(359, 1079, 1), TPFA{Int64}(360, 1080, 1), TPFA{Int64}(361, 1081, 1), TPFA{Int64}(362, 1082, 1), TPFA{Int64}(363, 1083, 1), TPFA{Int64}(364, 1084, 1), TPFA{Int64}(365, 1085, 1), TPFA{Int64}(366, 1086, 1), TPFA{Int64}(367, 1087, 1), TPFA{Int64}(368, 1088, 1), TPFA{Int64}(369, 1089, 1), TPFA{Int64}(370, 1090, 1), TPFA{Int64}(371, 1091, 1), TPFA{Int64}(372, 1092, 1), TPFA{Int64}(373, 1093, 1), TPFA{Int64}(374, 1094, 1), TPFA{Int64}(375, 1095, 1), TPFA{Int64}(376, 1096, 1), TPFA{Int64}(377, 1097, 1), TPFA{Int64}(378, 1098, 1), TPFA{Int64}(379, 1099, 1), TPFA{Int64}(380, 1100, 1), TPFA{Int64}(381, 1101, 1), TPFA{Int64}(382, 1102, 1), TPFA{Int64}(383, 1103, 1), TPFA{Int64}(384, 1104, 1), TPFA{Int64}(385, 1105, 1), TPFA{Int64}(386, 1106, 1), TPFA{Int64}(387, 1107, 1), TPFA{Int64}(388, 1108, 1), TPFA{Int64}(389, 1109, 1), TPFA{Int64}(390, 1110, 1), TPFA{Int64}(391, 1111, 1), TPFA{Int64}(392, 1112, 1), TPFA{Int64}(393, 1113, 1), TPFA{Int64}(394, 1114, 1), TPFA{Int64}(395, 1115, 1), TPFA{Int64}(396, 1116, 1), TPFA{Int64}(397, 1117, 1), TPFA{Int64}(398, 1118, 1), TPFA{Int64}(399, 1119, 1), TPFA{Int64}(400, 1120, 1), TPFA{Int64}(401, 1121, 1), TPFA{Int64}(402, 1122, 1), TPFA{Int64}(403, 1123, 1), TPFA{Int64}(404, 1124, 1), TPFA{Int64}(405, 1125, 1), TPFA{Int64}(406, 1126, 1), TPFA{Int64}(407, 1127, 1), TPFA{Int64}(408, 1128, 1), TPFA{Int64}(409, 1129, 1), TPFA{Int64}(410, 1130, 1), TPFA{Int64}(411, 1131, 1), TPFA{Int64}(412, 1132, 1), TPFA{Int64}(413, 1133, 1), TPFA{Int64}(414, 1134, 1), TPFA{Int64}(415, 1135, 1), TPFA{Int64}(416, 1136, 1), TPFA{Int64}(417, 1137, 1), TPFA{Int64}(418, 1138, 1), TPFA{Int64}(419, 1139, 1), TPFA{Int64}(420, 1140, 1), TPFA{Int64}(421, 1141, 1), TPFA{Int64}(422, 1142, 1), TPFA{Int64}(423, 1143, 1), TPFA{Int64}(424, 1144, 1), TPFA{Int64}(425, 1145, 1), TPFA{Int64}(426, 1146, 1), TPFA{Int64}(427, 1147, 1), TPFA{Int64}(428, 1148, 1), TPFA{Int64}(429, 1149, 1), TPFA{Int64}(430, 1150, 1), TPFA{Int64}(431, 1151, 1), TPFA{Int64}(432, 1152, 1), TPFA{Int64}(433, 1153, 1), TPFA{Int64}(434, 1154, 1), TPFA{Int64}(435, 1155, 1), TPFA{Int64}(436, 1156, 1), TPFA{Int64}(437, 1157, 1), TPFA{Int64}(438, 1158, 1), TPFA{Int64}(439, 1159, 1), TPFA{Int64}(440, 1160, 1), TPFA{Int64}(441, 1161, 1), TPFA{Int64}(442, 1162, 1), TPFA{Int64}(443, 1163, 1), TPFA{Int64}(444, 1164, 1), TPFA{Int64}(445, 1165, 1), TPFA{Int64}(446, 1166, 1), TPFA{Int64}(447, 1167, 1), TPFA{Int64}(448, 1168, 1), TPFA{Int64}(449, 1169, 1), TPFA{Int64}(450, 1170, 1), TPFA{Int64}(451, 1171, 1), TPFA{Int64}(452, 1172, 1), TPFA{Int64}(453, 1173, 1), TPFA{Int64}(454, 1174, 1), TPFA{Int64}(455, 1175, 1), TPFA{Int64}(456, 1176, 1), TPFA{Int64}(457, 1177, 1), TPFA{Int64}(458, 1178, 1), TPFA{Int64}(459, 1179, 1), TPFA{Int64}(460, 1180, 1), TPFA{Int64}(461, 1181, 1), TPFA{Int64}(462, 1182, 1), TPFA{Int64}(463, 1183, 1), TPFA{Int64}(464, 1184, 1), TPFA{Int64}(465, 1185, 1), TPFA{Int64}(466, 1186, 1), TPFA{Int64}(467, 1187, 1), TPFA{Int64}(468, 1188, 1), TPFA{Int64}(469, 1189, 1), TPFA{Int64}(470, 1190, 1), TPFA{Int64}(471, 1191, 1), TPFA{Int64}(472, 1192, 1), TPFA{Int64}(473, 1193, 1), TPFA{Int64}(474, 1194, 1), TPFA{Int64}(475, 1195, 1), TPFA{Int64}(476, 1196, 1), TPFA{Int64}(477, 1197, 1), TPFA{Int64}(478, 1198, 1), TPFA{Int64}(479, 1199, 1), TPFA{Int64}(480, 1200, 1), TPFA{Int64}(481, 1201, 1), TPFA{Int64}(482, 1202, 1), TPFA{Int64}(483, 1203, 1), TPFA{Int64}(484, 1204, 1), TPFA{Int64}(485, 1205, 1), TPFA{Int64}(486, 1206, 1), TPFA{Int64}(487, 1207, 1), TPFA{Int64}(488, 1208, 1), TPFA{Int64}(489, 1209, 1), TPFA{Int64}(490, 1210, 1), TPFA{Int64}(491, 1211, 1), TPFA{Int64}(492, 1212, 1), TPFA{Int64}(493, 1213, 1), TPFA{Int64}(494, 1214, 1), TPFA{Int64}(495, 1215, 1), TPFA{Int64}(496, 1216, 1), TPFA{Int64}(497, 1217, 1), TPFA{Int64}(498, 1218, 1), TPFA{Int64}(499, 1219, 1), TPFA{Int64}(500, 1220, 1), TPFA{Int64}(501, 1221, 1), TPFA{Int64}(502, 1222, 1), TPFA{Int64}(503, 1223, 1), TPFA{Int64}(504, 1224, 1), TPFA{Int64}(505, 1225, 1), TPFA{Int64}(506, 1226, 1), TPFA{Int64}(507, 1227, 1), TPFA{Int64}(508, 1228, 1), TPFA{Int64}(509, 1229, 1), TPFA{Int64}(510, 1230, 1), TPFA{Int64}(511, 1231, 1), TPFA{Int64}(512, 1232, 1), TPFA{Int64}(513, 1233, 1), TPFA{Int64}(514, 1234, 1), TPFA{Int64}(515, 1235, 1), TPFA{Int64}(516, 1236, 1), TPFA{Int64}(517, 1237, 1), TPFA{Int64}(518, 1238, 1), TPFA{Int64}(519, 1239, 1), TPFA{Int64}(520, 1240, 1), TPFA{Int64}(521, 1241, 1), TPFA{Int64}(522, 1242, 1), TPFA{Int64}(523, 1243, 1), TPFA{Int64}(524, 1244, 1), TPFA{Int64}(525, 1245, 1), TPFA{Int64}(526, 1246, 1), TPFA{Int64}(527, 1247, 1), TPFA{Int64}(528, 1248, 1), TPFA{Int64}(529, 1249, 1), TPFA{Int64}(530, 1250, 1), TPFA{Int64}(531, 1251, 1), TPFA{Int64}(532, 1252, 1), TPFA{Int64}(533, 1253, 1), TPFA{Int64}(534, 1254, 1), TPFA{Int64}(535, 1255, 1), TPFA{Int64}(536, 1256, 1), TPFA{Int64}(537, 1257, 1), TPFA{Int64}(538, 1258, 1), TPFA{Int64}(539, 1259, 1), TPFA{Int64}(540, 1260, 1), TPFA{Int64}(541, 1261, 1), TPFA{Int64}(542, 1262, 1), TPFA{Int64}(543, 1263, 1), TPFA{Int64}(544, 1264, 1), TPFA{Int64}(545, 1265, 1), TPFA{Int64}(546, 1266, 1), TPFA{Int64}(547, 1267, 1), TPFA{Int64}(548, 1268, 1), TPFA{Int64}(549, 1269, 1), TPFA{Int64}(550, 1270, 1), TPFA{Int64}(551, 1271, 1), TPFA{Int64}(552, 1272, 1), TPFA{Int64}(553, 1273, 1), TPFA{Int64}(554, 1274, 1), TPFA{Int64}(555, 1275, 1), TPFA{Int64}(556, 1276, 1), TPFA{Int64}(557, 1277, 1), TPFA{Int64}(558, 1278, 1), TPFA{Int64}(559, 1279, 1), TPFA{Int64}(560, 1280, 1), TPFA{Int64}(561, 1281, 1), TPFA{Int64}(562, 1282, 1), TPFA{Int64}(563, 1283, 1), TPFA{Int64}(564, 1284, 1), TPFA{Int64}(565, 1285, 1), TPFA{Int64}(566, 1286, 1), TPFA{Int64}(567, 1287, 1), TPFA{Int64}(568, 1288, 1), TPFA{Int64}(569, 1289, 1), TPFA{Int64}(570, 1290, 1), TPFA{Int64}(571, 1291, 1), TPFA{Int64}(572, 1292, 1), TPFA{Int64}(573, 1293, 1), TPFA{Int64}(574, 1294, 1), TPFA{Int64}(575, 1295, 1), TPFA{Int64}(576, 1296, 1), TPFA{Int64}(577, 1297, 1), TPFA{Int64}(578, 1298, 1), TPFA{Int64}(579, 1299, 1), TPFA{Int64}(580, 1300, 1), TPFA{Int64}(581, 1301, 1), TPFA{Int64}(582, 1302, 1), TPFA{Int64}(583, 1303, 1), TPFA{Int64}(584, 1304, 1), TPFA{Int64}(585, 1305, 1), TPFA{Int64}(586, 1306, 1), TPFA{Int64}(587, 1307, 1), TPFA{Int64}(588, 1308, 1), TPFA{Int64}(589, 1309, 1), TPFA{Int64}(590, 1310, 1), TPFA{Int64}(591, 1311, 1), TPFA{Int64}(592, 1312, 1), TPFA{Int64}(593, 1313, 1), TPFA{Int64}(594, 1314, 1), TPFA{Int64}(595, 1315, 1), TPFA{Int64}(596, 1316, 1), TPFA{Int64}(597, 1317, 1), TPFA{Int64}(598, 1318, 1), TPFA{Int64}(599, 1319, 1), TPFA{Int64}(600, 1320, 1), TPFA{Int64}(601, 1321, 1), TPFA{Int64}(602, 1322, 1), TPFA{Int64}(603, 1323, 1), TPFA{Int64}(604, 1324, 1), TPFA{Int64}(605, 1325, 1), TPFA{Int64}(606, 1326, 1), TPFA{Int64}(607, 1327, 1), TPFA{Int64}(608, 1328, 1), TPFA{Int64}(609, 1329, 1), TPFA{Int64}(610, 1330, 1), TPFA{Int64}(611, 1331, 1), TPFA{Int64}(612, 1332, 1), TPFA{Int64}(613, 1333, 1), TPFA{Int64}(614, 1334, 1), TPFA{Int64}(615, 1335, 1), TPFA{Int64}(616, 1336, 1), TPFA{Int64}(617, 1337, 1), TPFA{Int64}(618, 1338, 1), TPFA{Int64}(619, 1339, 1), TPFA{Int64}(620, 1340, 1), TPFA{Int64}(621, 1341, 1), TPFA{Int64}(622, 1342, 1), TPFA{Int64}(623, 1343, 1), TPFA{Int64}(624, 1344, 1), TPFA{Int64}(625, 1345, 1), TPFA{Int64}(626, 1346, 1), TPFA{Int64}(627, 1347, 1), TPFA{Int64}(628, 1348, 1), TPFA{Int64}(629, 1349, 1), TPFA{Int64}(630, 1350, 1), TPFA{Int64}(631, 1351, 1), TPFA{Int64}(632, 1352, 1), TPFA{Int64}(633, 1353, 1), TPFA{Int64}(634, 1354, 1), TPFA{Int64}(635, 1355, 1), TPFA{Int64}(636, 1356, 1), TPFA{Int64}(637, 1357, 1), TPFA{Int64}(638, 1358, 1), TPFA{Int64}(639, 1359, 1), TPFA{Int64}(640, 1360, 1), TPFA{Int64}(641, 1361, 1), TPFA{Int64}(642, 1362, 1), TPFA{Int64}(643, 1363, 1), TPFA{Int64}(644, 1364, 1), TPFA{Int64}(645, 1365, 1), TPFA{Int64}(646, 1366, 1), TPFA{Int64}(647, 1367, 1), TPFA{Int64}(648, 1368, 1), TPFA{Int64}(649, 1369, 1), TPFA{Int64}(650, 1370, 1), TPFA{Int64}(651, 1371, 1), TPFA{Int64}(652, 1372, 1), TPFA{Int64}(653, 1373, 1), TPFA{Int64}(654, 1374, 1), TPFA{Int64}(655, 1375, 1), TPFA{Int64}(656, 1376, 1), TPFA{Int64}(657, 1377, 1), TPFA{Int64}(658, 1378, 1), TPFA{Int64}(659, 1379, 1), TPFA{Int64}(660, 1380, 1), TPFA{Int64}(661, 1381, 1), TPFA{Int64}(662, 1382, 1), TPFA{Int64}(663, 1383, 1), TPFA{Int64}(664, 1384, 1), TPFA{Int64}(665, 1385, 1), TPFA{Int64}(666, 1386, 1), TPFA{Int64}(667, 1387, 1), TPFA{Int64}(668, 1388, 1), TPFA{Int64}(669, 1389, 1), TPFA{Int64}(670, 1390, 1), TPFA{Int64}(671, 1391, 1), TPFA{Int64}(672, 1392, 1), TPFA{Int64}(673, 1393, 1), TPFA{Int64}(674, 1394, 1), TPFA{Int64}(675, 1395, 1), TPFA{Int64}(676, 1396, 1), TPFA{Int64}(677, 1397, 1), TPFA{Int64}(678, 1398, 1), TPFA{Int64}(679, 1399, 1), TPFA{Int64}(680, 1400, 1), TPFA{Int64}(681, 1401, 1), TPFA{Int64}(682, 1402, 1), TPFA{Int64}(683, 1403, 1), TPFA{Int64}(684, 1404, 1), TPFA{Int64}(685, 1405, 1), TPFA{Int64}(686, 1406, 1), TPFA{Int64}(687, 1407, 1), TPFA{Int64}(688, 1408, 1), TPFA{Int64}(689, 1409, 1), TPFA{Int64}(690, 1410, 1), TPFA{Int64}(691, 1411, 1), TPFA{Int64}(692, 1412, 1), TPFA{Int64}(693, 1413, 1), TPFA{Int64}(694, 1414, 1), TPFA{Int64}(695, 1415, 1), TPFA{Int64}(696, 1416, 1), TPFA{Int64}(697, 1417, 1), TPFA{Int64}(698, 1418, 1), TPFA{Int64}(699, 1419, 1), TPFA{Int64}(700, 1420, 1), TPFA{Int64}(701, 1421, 1), TPFA{Int64}(702, 1422, 1), TPFA{Int64}(703, 1423, 1), TPFA{Int64}(704, 1424, 1), TPFA{Int64}(705, 1425, 1), TPFA{Int64}(706, 1426, 1), TPFA{Int64}(707, 1427, 1), TPFA{Int64}(708, 1428, 1), TPFA{Int64}(709, 1429, 1), TPFA{Int64}(710, 1430, 1), TPFA{Int64}(711, 1431, 1), TPFA{Int64}(712, 1432, 1), TPFA{Int64}(713, 1433, 1), TPFA{Int64}(714, 1434, 1), TPFA{Int64}(715, 1435, 1), TPFA{Int64}(716, 1436, 1), TPFA{Int64}(717, 1437, 1), TPFA{Int64}(718, 1438, 1), TPFA{Int64}(719, 1439, 1), TPFA{Int64}(720, 1440, 1)], SPU{Int64}[SPU{Int64}(19, 631), SPU{Int64}(20, 632), SPU{Int64}(21, 633), SPU{Int64}(22, 634), SPU{Int64}(23, 635), SPU{Int64}(24, 636), SPU{Int64}(25, 637), SPU{Int64}(26, 638), SPU{Int64}(27, 639), SPU{Int64}(28, 640), SPU{Int64}(29, 641), SPU{Int64}(30, 642), SPU{Int64}(31, 643), SPU{Int64}(32, 644), SPU{Int64}(33, 645), SPU{Int64}(34, 646), SPU{Int64}(35, 647), SPU{Int64}(36, 648), SPU{Int64}(37, 649), SPU{Int64}(38, 650), SPU{Int64}(39, 651), SPU{Int64}(40, 652), SPU{Int64}(41, 653), SPU{Int64}(42, 654), SPU{Int64}(43, 655), SPU{Int64}(44, 656), SPU{Int64}(45, 657), SPU{Int64}(46, 658), SPU{Int64}(47, 659), SPU{Int64}(48, 660), SPU{Int64}(49, 661), SPU{Int64}(50, 662), SPU{Int64}(51, 663), SPU{Int64}(52, 664), SPU{Int64}(53, 665), SPU{Int64}(54, 666), SPU{Int64}(55, 667), SPU{Int64}(56, 668), SPU{Int64}(57, 669), SPU{Int64}(58, 670), SPU{Int64}(59, 671), SPU{Int64}(60, 672), SPU{Int64}(61, 673), SPU{Int64}(62, 674), SPU{Int64}(63, 675), SPU{Int64}(64, 676), SPU{Int64}(65, 677), SPU{Int64}(66, 678), SPU{Int64}(67, 679), SPU{Int64}(68, 680), SPU{Int64}(69, 681), SPU{Int64}(70, 682), SPU{Int64}(71, 683), SPU{Int64}(72, 684), SPU{Int64}(73, 685), SPU{Int64}(74, 686), SPU{Int64}(75, 687), SPU{Int64}(76, 688), SPU{Int64}(77, 689), SPU{Int64}(78, 690), SPU{Int64}(79, 691), SPU{Int64}(80, 692), SPU{Int64}(81, 693), SPU{Int64}(82, 694), SPU{Int64}(83, 695), SPU{Int64}(84, 696), SPU{Int64}(85, 697), SPU{Int64}(86, 698), SPU{Int64}(87, 699), SPU{Int64}(88, 700), SPU{Int64}(89, 701), SPU{Int64}(90, 702), SPU{Int64}(91, 1), SPU{Int64}(92, 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SPU{Int64}(225, 226), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(231, 232), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(234, 235), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(240, 241), SPU{Int64}(241, 242), SPU{Int64}(242, 243), SPU{Int64}(243, 244), SPU{Int64}(244, 245), SPU{Int64}(245, 246), SPU{Int64}(247, 248), SPU{Int64}(248, 249), SPU{Int64}(249, 250), SPU{Int64}(250, 251), SPU{Int64}(251, 252), SPU{Int64}(252, 253), SPU{Int64}(253, 254), SPU{Int64}(254, 255), SPU{Int64}(256, 257), SPU{Int64}(257, 258), SPU{Int64}(258, 259), SPU{Int64}(259, 260), SPU{Int64}(260, 261), SPU{Int64}(261, 262), SPU{Int64}(262, 263), SPU{Int64}(263, 264), SPU{Int64}(265, 266), SPU{Int64}(266, 267), SPU{Int64}(267, 268), SPU{Int64}(268, 269), SPU{Int64}(269, 270), SPU{Int64}(271, 272), SPU{Int64}(272, 273), SPU{Int64}(274, 275), SPU{Int64}(275, 276), SPU{Int64}(276, 277), 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SPU{Int64}(328, 329), SPU{Int64}(329, 330), SPU{Int64}(330, 331), SPU{Int64}(331, 332), SPU{Int64}(332, 333), SPU{Int64}(333, 334), SPU{Int64}(334, 335), SPU{Int64}(335, 336), SPU{Int64}(337, 338), SPU{Int64}(338, 339), SPU{Int64}(339, 340), SPU{Int64}(340, 341), SPU{Int64}(341, 342), SPU{Int64}(342, 343), SPU{Int64}(343, 344), SPU{Int64}(344, 345), SPU{Int64}(346, 347), SPU{Int64}(347, 348), SPU{Int64}(348, 349), SPU{Int64}(349, 350), SPU{Int64}(350, 351), SPU{Int64}(351, 352), SPU{Int64}(352, 353), SPU{Int64}(353, 354), SPU{Int64}(355, 356), SPU{Int64}(356, 357), SPU{Int64}(357, 358), SPU{Int64}(358, 359), SPU{Int64}(359, 360), SPU{Int64}(361, 362), SPU{Int64}(362, 363), SPU{Int64}(364, 365), SPU{Int64}(365, 366), SPU{Int64}(366, 367), SPU{Int64}(367, 368), SPU{Int64}(368, 369), SPU{Int64}(369, 370), SPU{Int64}(370, 371), SPU{Int64}(371, 372), SPU{Int64}(373, 374), SPU{Int64}(374, 375), SPU{Int64}(375, 376), SPU{Int64}(376, 377), SPU{Int64}(377, 378), SPU{Int64}(378, 379), SPU{Int64}(379, 380), SPU{Int64}(380, 381), SPU{Int64}(382, 383), SPU{Int64}(383, 384), SPU{Int64}(384, 385), SPU{Int64}(385, 386), SPU{Int64}(386, 387), SPU{Int64}(387, 388), SPU{Int64}(388, 389), SPU{Int64}(389, 390), SPU{Int64}(391, 392), SPU{Int64}(392, 393), SPU{Int64}(393, 394), SPU{Int64}(394, 395), SPU{Int64}(395, 396), SPU{Int64}(396, 397), SPU{Int64}(397, 398), SPU{Int64}(398, 399), SPU{Int64}(400, 401), SPU{Int64}(401, 402), SPU{Int64}(402, 403), SPU{Int64}(403, 404), SPU{Int64}(404, 405), SPU{Int64}(405, 406), SPU{Int64}(406, 407), SPU{Int64}(407, 408), SPU{Int64}(409, 410), SPU{Int64}(410, 411), SPU{Int64}(411, 412), SPU{Int64}(412, 413), SPU{Int64}(413, 414), SPU{Int64}(414, 415), SPU{Int64}(415, 416), SPU{Int64}(416, 417), SPU{Int64}(418, 419), SPU{Int64}(419, 420), SPU{Int64}(420, 421), SPU{Int64}(421, 422), SPU{Int64}(422, 423), SPU{Int64}(423, 424), SPU{Int64}(424, 425), SPU{Int64}(425, 426), SPU{Int64}(427, 428), SPU{Int64}(428, 429), SPU{Int64}(429, 430), 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SPU{Int64}(482, 483), SPU{Int64}(483, 484), SPU{Int64}(484, 485), SPU{Int64}(485, 486), SPU{Int64}(486, 487), SPU{Int64}(487, 488), SPU{Int64}(488, 489), SPU{Int64}(490, 491), SPU{Int64}(491, 492), SPU{Int64}(492, 493), SPU{Int64}(493, 494), SPU{Int64}(494, 495), SPU{Int64}(495, 496), SPU{Int64}(496, 497), SPU{Int64}(497, 498), SPU{Int64}(499, 500), SPU{Int64}(500, 501), SPU{Int64}(501, 502), SPU{Int64}(502, 503), SPU{Int64}(503, 504), SPU{Int64}(504, 505), SPU{Int64}(505, 506), SPU{Int64}(506, 507), SPU{Int64}(508, 509), SPU{Int64}(509, 510), SPU{Int64}(510, 511), SPU{Int64}(511, 512), SPU{Int64}(512, 513), SPU{Int64}(513, 514), SPU{Int64}(514, 515), SPU{Int64}(515, 516), SPU{Int64}(517, 518), SPU{Int64}(518, 519), SPU{Int64}(519, 520), SPU{Int64}(520, 521), SPU{Int64}(521, 522), SPU{Int64}(522, 523), SPU{Int64}(523, 524), SPU{Int64}(524, 525), SPU{Int64}(526, 527), SPU{Int64}(527, 528), SPU{Int64}(528, 529), SPU{Int64}(529, 530), SPU{Int64}(530, 531), SPU{Int64}(531, 532), SPU{Int64}(532, 533), SPU{Int64}(533, 534), SPU{Int64}(535, 536), SPU{Int64}(536, 537), SPU{Int64}(537, 538), SPU{Int64}(538, 539), SPU{Int64}(539, 540), SPU{Int64}(541, 542), SPU{Int64}(542, 543), SPU{Int64}(544, 545), SPU{Int64}(545, 546), SPU{Int64}(546, 547), SPU{Int64}(547, 548), SPU{Int64}(548, 549), SPU{Int64}(549, 550), SPU{Int64}(550, 551), SPU{Int64}(551, 552), SPU{Int64}(553, 554), SPU{Int64}(554, 555), SPU{Int64}(555, 556), SPU{Int64}(556, 557), SPU{Int64}(557, 558), SPU{Int64}(558, 559), SPU{Int64}(559, 560), SPU{Int64}(560, 561), SPU{Int64}(562, 563), SPU{Int64}(563, 564), SPU{Int64}(564, 565), SPU{Int64}(565, 566), SPU{Int64}(566, 567), SPU{Int64}(567, 568), SPU{Int64}(568, 569), SPU{Int64}(569, 570), SPU{Int64}(571, 572), SPU{Int64}(572, 573), SPU{Int64}(573, 574), SPU{Int64}(574, 575), SPU{Int64}(575, 576), SPU{Int64}(576, 577), SPU{Int64}(577, 578), SPU{Int64}(578, 579), SPU{Int64}(580, 581), SPU{Int64}(581, 582), SPU{Int64}(582, 583), SPU{Int64}(583, 584), SPU{Int64}(584, 585), SPU{Int64}(585, 586), SPU{Int64}(586, 587), SPU{Int64}(587, 588), SPU{Int64}(589, 590), SPU{Int64}(590, 591), SPU{Int64}(591, 592), SPU{Int64}(592, 593), SPU{Int64}(593, 594), SPU{Int64}(594, 595), SPU{Int64}(595, 596), SPU{Int64}(596, 597), SPU{Int64}(598, 599), SPU{Int64}(599, 600), SPU{Int64}(600, 601), SPU{Int64}(601, 602), SPU{Int64}(602, 603), SPU{Int64}(603, 604), SPU{Int64}(604, 605), SPU{Int64}(605, 606), SPU{Int64}(607, 608), SPU{Int64}(608, 609), SPU{Int64}(609, 610), SPU{Int64}(610, 611), SPU{Int64}(611, 612), SPU{Int64}(612, 613), SPU{Int64}(613, 614), SPU{Int64}(614, 615), SPU{Int64}(616, 617), SPU{Int64}(617, 618), SPU{Int64}(618, 619), SPU{Int64}(619, 620), SPU{Int64}(620, 621), SPU{Int64}(621, 622), SPU{Int64}(622, 623), SPU{Int64}(623, 624), SPU{Int64}(625, 626), SPU{Int64}(626, 627), SPU{Int64}(627, 628), SPU{Int64}(628, 629), SPU{Int64}(629, 630), SPU{Int64}(631, 632), SPU{Int64}(632, 633), SPU{Int64}(634, 635), SPU{Int64}(635, 636), SPU{Int64}(636, 637), SPU{Int64}(637, 638), SPU{Int64}(638, 639), SPU{Int64}(639, 640), SPU{Int64}(640, 641), SPU{Int64}(641, 642), SPU{Int64}(643, 644), SPU{Int64}(644, 645), SPU{Int64}(645, 646), SPU{Int64}(646, 647), SPU{Int64}(647, 648), SPU{Int64}(648, 649), SPU{Int64}(649, 650), SPU{Int64}(650, 651), SPU{Int64}(652, 653), SPU{Int64}(653, 654), SPU{Int64}(654, 655), SPU{Int64}(655, 656), SPU{Int64}(656, 657), SPU{Int64}(657, 658), SPU{Int64}(658, 659), SPU{Int64}(659, 660), SPU{Int64}(661, 662), SPU{Int64}(662, 663), SPU{Int64}(663, 664), SPU{Int64}(664, 665), SPU{Int64}(665, 666), SPU{Int64}(666, 667), SPU{Int64}(667, 668), SPU{Int64}(668, 669), SPU{Int64}(670, 671), SPU{Int64}(671, 672), SPU{Int64}(672, 673), SPU{Int64}(673, 674), SPU{Int64}(674, 675), SPU{Int64}(675, 676), SPU{Int64}(676, 677), SPU{Int64}(677, 678), SPU{Int64}(679, 680), SPU{Int64}(680, 681), SPU{Int64}(681, 682), SPU{Int64}(682, 683), SPU{Int64}(683, 684), SPU{Int64}(684, 685), SPU{Int64}(685, 686), SPU{Int64}(686, 687), SPU{Int64}(688, 689), SPU{Int64}(689, 690), SPU{Int64}(690, 691), SPU{Int64}(691, 692), SPU{Int64}(692, 693), SPU{Int64}(693, 694), SPU{Int64}(694, 695), SPU{Int64}(695, 696), SPU{Int64}(697, 698), SPU{Int64}(698, 699), SPU{Int64}(699, 700), SPU{Int64}(700, 701), SPU{Int64}(701, 702), SPU{Int64}(702, 703), SPU{Int64}(703, 704), SPU{Int64}(704, 705), SPU{Int64}(706, 707), SPU{Int64}(707, 708), SPU{Int64}(708, 709), SPU{Int64}(709, 710), SPU{Int64}(710, 711), SPU{Int64}(711, 712), SPU{Int64}(712, 713), SPU{Int64}(713, 714), SPU{Int64}(715, 716), SPU{Int64}(716, 717), SPU{Int64}(717, 718), SPU{Int64}(718, 719), SPU{Int64}(719, 720), SPU{Int64}(739, 1351), SPU{Int64}(740, 1352), SPU{Int64}(741, 1353), SPU{Int64}(742, 1354), SPU{Int64}(743, 1355), SPU{Int64}(744, 1356), SPU{Int64}(745, 1357), SPU{Int64}(746, 1358), SPU{Int64}(747, 1359), SPU{Int64}(748, 1360), SPU{Int64}(749, 1361), SPU{Int64}(750, 1362), SPU{Int64}(751, 1363), SPU{Int64}(752, 1364), SPU{Int64}(753, 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SPU{Int64}(797, 1409), SPU{Int64}(798, 1410), SPU{Int64}(799, 1411), SPU{Int64}(800, 1412), SPU{Int64}(801, 1413), SPU{Int64}(802, 1414), SPU{Int64}(803, 1415), SPU{Int64}(804, 1416), SPU{Int64}(805, 1417), SPU{Int64}(806, 1418), SPU{Int64}(807, 1419), SPU{Int64}(808, 1420), SPU{Int64}(809, 1421), SPU{Int64}(810, 1422), SPU{Int64}(811, 721), SPU{Int64}(812, 722), SPU{Int64}(813, 723), SPU{Int64}(814, 724), SPU{Int64}(815, 725), SPU{Int64}(816, 726), SPU{Int64}(817, 727), SPU{Int64}(818, 728), SPU{Int64}(819, 729), SPU{Int64}(820, 730), SPU{Int64}(821, 731), SPU{Int64}(822, 732), SPU{Int64}(823, 733), SPU{Int64}(824, 734), SPU{Int64}(825, 735), SPU{Int64}(826, 736), SPU{Int64}(827, 737), SPU{Int64}(828, 738), SPU{Int64}(829, 739), SPU{Int64}(830, 740), SPU{Int64}(831, 741), SPU{Int64}(832, 742), SPU{Int64}(833, 743), SPU{Int64}(834, 744), SPU{Int64}(835, 745), SPU{Int64}(836, 746), SPU{Int64}(837, 747), SPU{Int64}(838, 748), SPU{Int64}(839, 749), SPU{Int64}(840, 750), SPU{Int64}(841, 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SPU{Int64}(770, 771), SPU{Int64}(771, 772), SPU{Int64}(772, 773), SPU{Int64}(773, 774), SPU{Int64}(774, 775), SPU{Int64}(775, 776), SPU{Int64}(776, 777), SPU{Int64}(778, 779), SPU{Int64}(779, 780), SPU{Int64}(780, 781), SPU{Int64}(781, 782), SPU{Int64}(782, 783), SPU{Int64}(783, 784), SPU{Int64}(784, 785), SPU{Int64}(785, 786), SPU{Int64}(787, 788), SPU{Int64}(788, 789), SPU{Int64}(789, 790), SPU{Int64}(790, 791), SPU{Int64}(791, 792), SPU{Int64}(792, 793), SPU{Int64}(793, 794), SPU{Int64}(794, 795), SPU{Int64}(796, 797), SPU{Int64}(797, 798), SPU{Int64}(798, 799), SPU{Int64}(799, 800), SPU{Int64}(800, 801), SPU{Int64}(801, 802), SPU{Int64}(802, 803), SPU{Int64}(803, 804), SPU{Int64}(805, 806), SPU{Int64}(806, 807), SPU{Int64}(807, 808), SPU{Int64}(808, 809), SPU{Int64}(809, 810), SPU{Int64}(811, 812), SPU{Int64}(812, 813), SPU{Int64}(814, 815), SPU{Int64}(815, 816), SPU{Int64}(816, 817), SPU{Int64}(817, 818), SPU{Int64}(818, 819), SPU{Int64}(819, 820), SPU{Int64}(820, 821), SPU{Int64}(821, 822), SPU{Int64}(823, 824), SPU{Int64}(824, 825), SPU{Int64}(825, 826), SPU{Int64}(826, 827), SPU{Int64}(827, 828), SPU{Int64}(828, 829), SPU{Int64}(829, 830), SPU{Int64}(830, 831), SPU{Int64}(832, 833), SPU{Int64}(833, 834), SPU{Int64}(834, 835), SPU{Int64}(835, 836), SPU{Int64}(836, 837), SPU{Int64}(837, 838), SPU{Int64}(838, 839), SPU{Int64}(839, 840), SPU{Int64}(841, 842), SPU{Int64}(842, 843), SPU{Int64}(843, 844), SPU{Int64}(844, 845), SPU{Int64}(845, 846), SPU{Int64}(846, 847), SPU{Int64}(847, 848), SPU{Int64}(848, 849), SPU{Int64}(850, 851), SPU{Int64}(851, 852), SPU{Int64}(852, 853), SPU{Int64}(853, 854), SPU{Int64}(854, 855), SPU{Int64}(855, 856), SPU{Int64}(856, 857), SPU{Int64}(857, 858), SPU{Int64}(859, 860), SPU{Int64}(860, 861), SPU{Int64}(861, 862), SPU{Int64}(862, 863), SPU{Int64}(863, 864), SPU{Int64}(864, 865), SPU{Int64}(865, 866), SPU{Int64}(866, 867), SPU{Int64}(868, 869), SPU{Int64}(869, 870), SPU{Int64}(870, 871), SPU{Int64}(871, 872), SPU{Int64}(872, 873), SPU{Int64}(873, 874), SPU{Int64}(874, 875), SPU{Int64}(875, 876), SPU{Int64}(877, 878), SPU{Int64}(878, 879), SPU{Int64}(879, 880), SPU{Int64}(880, 881), SPU{Int64}(881, 882), SPU{Int64}(882, 883), SPU{Int64}(883, 884), SPU{Int64}(884, 885), SPU{Int64}(886, 887), SPU{Int64}(887, 888), SPU{Int64}(888, 889), SPU{Int64}(889, 890), SPU{Int64}(890, 891), SPU{Int64}(891, 892), SPU{Int64}(892, 893), SPU{Int64}(893, 894), SPU{Int64}(895, 896), SPU{Int64}(896, 897), SPU{Int64}(897, 898), SPU{Int64}(898, 899), SPU{Int64}(899, 900), SPU{Int64}(901, 902), SPU{Int64}(902, 903), SPU{Int64}(904, 905), SPU{Int64}(905, 906), SPU{Int64}(906, 907), SPU{Int64}(907, 908), SPU{Int64}(908, 909), SPU{Int64}(909, 910), SPU{Int64}(910, 911), SPU{Int64}(911, 912), SPU{Int64}(913, 914), SPU{Int64}(914, 915), SPU{Int64}(915, 916), SPU{Int64}(916, 917), SPU{Int64}(917, 918), SPU{Int64}(918, 919), SPU{Int64}(919, 920), SPU{Int64}(920, 921), SPU{Int64}(922, 923), SPU{Int64}(923, 924), SPU{Int64}(924, 925), SPU{Int64}(925, 926), SPU{Int64}(926, 927), SPU{Int64}(927, 928), SPU{Int64}(928, 929), SPU{Int64}(929, 930), SPU{Int64}(931, 932), SPU{Int64}(932, 933), SPU{Int64}(933, 934), SPU{Int64}(934, 935), SPU{Int64}(935, 936), SPU{Int64}(936, 937), SPU{Int64}(937, 938), SPU{Int64}(938, 939), SPU{Int64}(940, 941), SPU{Int64}(941, 942), SPU{Int64}(942, 943), SPU{Int64}(943, 944), SPU{Int64}(944, 945), SPU{Int64}(945, 946), SPU{Int64}(946, 947), SPU{Int64}(947, 948), SPU{Int64}(949, 950), SPU{Int64}(950, 951), SPU{Int64}(951, 952), SPU{Int64}(952, 953), SPU{Int64}(953, 954), SPU{Int64}(954, 955), SPU{Int64}(955, 956), SPU{Int64}(956, 957), SPU{Int64}(958, 959), SPU{Int64}(959, 960), SPU{Int64}(960, 961), SPU{Int64}(961, 962), SPU{Int64}(962, 963), SPU{Int64}(963, 964), SPU{Int64}(964, 965), SPU{Int64}(965, 966), SPU{Int64}(967, 968), SPU{Int64}(968, 969), SPU{Int64}(969, 970), SPU{Int64}(970, 971), SPU{Int64}(971, 972), SPU{Int64}(972, 973), SPU{Int64}(973, 974), SPU{Int64}(974, 975), SPU{Int64}(976, 977), SPU{Int64}(977, 978), SPU{Int64}(978, 979), SPU{Int64}(979, 980), SPU{Int64}(980, 981), SPU{Int64}(981, 982), SPU{Int64}(982, 983), SPU{Int64}(983, 984), SPU{Int64}(985, 986), SPU{Int64}(986, 987), SPU{Int64}(987, 988), SPU{Int64}(988, 989), SPU{Int64}(989, 990), SPU{Int64}(991, 992), SPU{Int64}(992, 993), SPU{Int64}(994, 995), SPU{Int64}(995, 996), SPU{Int64}(996, 997), SPU{Int64}(997, 998), SPU{Int64}(998, 999), SPU{Int64}(999, 1000), SPU{Int64}(1000, 1001), SPU{Int64}(1001, 1002), SPU{Int64}(1003, 1004), SPU{Int64}(1004, 1005), SPU{Int64}(1005, 1006), SPU{Int64}(1006, 1007), SPU{Int64}(1007, 1008), SPU{Int64}(1008, 1009), SPU{Int64}(1009, 1010), SPU{Int64}(1010, 1011), SPU{Int64}(1012, 1013), SPU{Int64}(1013, 1014), SPU{Int64}(1014, 1015), SPU{Int64}(1015, 1016), SPU{Int64}(1016, 1017), SPU{Int64}(1017, 1018), SPU{Int64}(1018, 1019), SPU{Int64}(1019, 1020), SPU{Int64}(1021, 1022), SPU{Int64}(1022, 1023), SPU{Int64}(1023, 1024), SPU{Int64}(1024, 1025), SPU{Int64}(1025, 1026), SPU{Int64}(1026, 1027), SPU{Int64}(1027, 1028), SPU{Int64}(1028, 1029), SPU{Int64}(1030, 1031), SPU{Int64}(1031, 1032), SPU{Int64}(1032, 1033), SPU{Int64}(1033, 1034), SPU{Int64}(1034, 1035), SPU{Int64}(1035, 1036), SPU{Int64}(1036, 1037), SPU{Int64}(1037, 1038), SPU{Int64}(1039, 1040), SPU{Int64}(1040, 1041), SPU{Int64}(1041, 1042), SPU{Int64}(1042, 1043), SPU{Int64}(1043, 1044), SPU{Int64}(1044, 1045), SPU{Int64}(1045, 1046), SPU{Int64}(1046, 1047), SPU{Int64}(1048, 1049), SPU{Int64}(1049, 1050), SPU{Int64}(1050, 1051), SPU{Int64}(1051, 1052), SPU{Int64}(1052, 1053), SPU{Int64}(1053, 1054), SPU{Int64}(1054, 1055), SPU{Int64}(1055, 1056), SPU{Int64}(1057, 1058), SPU{Int64}(1058, 1059), SPU{Int64}(1059, 1060), SPU{Int64}(1060, 1061), SPU{Int64}(1061, 1062), SPU{Int64}(1062, 1063), SPU{Int64}(1063, 1064), SPU{Int64}(1064, 1065), SPU{Int64}(1066, 1067), SPU{Int64}(1067, 1068), SPU{Int64}(1068, 1069), SPU{Int64}(1069, 1070), SPU{Int64}(1070, 1071), SPU{Int64}(1071, 1072), SPU{Int64}(1072, 1073), SPU{Int64}(1073, 1074), SPU{Int64}(1075, 1076), SPU{Int64}(1076, 1077), SPU{Int64}(1077, 1078), SPU{Int64}(1078, 1079), SPU{Int64}(1079, 1080), SPU{Int64}(1081, 1082), SPU{Int64}(1082, 1083), SPU{Int64}(1084, 1085), SPU{Int64}(1085, 1086), SPU{Int64}(1086, 1087), SPU{Int64}(1087, 1088), SPU{Int64}(1088, 1089), SPU{Int64}(1089, 1090), SPU{Int64}(1090, 1091), SPU{Int64}(1091, 1092), SPU{Int64}(1093, 1094), SPU{Int64}(1094, 1095), SPU{Int64}(1095, 1096), SPU{Int64}(1096, 1097), SPU{Int64}(1097, 1098), SPU{Int64}(1098, 1099), SPU{Int64}(1099, 1100), SPU{Int64}(1100, 1101), SPU{Int64}(1102, 1103), SPU{Int64}(1103, 1104), SPU{Int64}(1104, 1105), SPU{Int64}(1105, 1106), SPU{Int64}(1106, 1107), SPU{Int64}(1107, 1108), SPU{Int64}(1108, 1109), SPU{Int64}(1109, 1110), SPU{Int64}(1111, 1112), SPU{Int64}(1112, 1113), SPU{Int64}(1113, 1114), SPU{Int64}(1114, 1115), SPU{Int64}(1115, 1116), SPU{Int64}(1116, 1117), SPU{Int64}(1117, 1118), SPU{Int64}(1118, 1119), SPU{Int64}(1120, 1121), SPU{Int64}(1121, 1122), SPU{Int64}(1122, 1123), SPU{Int64}(1123, 1124), SPU{Int64}(1124, 1125), SPU{Int64}(1125, 1126), SPU{Int64}(1126, 1127), SPU{Int64}(1127, 1128), SPU{Int64}(1129, 1130), SPU{Int64}(1130, 1131), SPU{Int64}(1131, 1132), SPU{Int64}(1132, 1133), SPU{Int64}(1133, 1134), SPU{Int64}(1134, 1135), SPU{Int64}(1135, 1136), SPU{Int64}(1136, 1137), SPU{Int64}(1138, 1139), SPU{Int64}(1139, 1140), SPU{Int64}(1140, 1141), SPU{Int64}(1141, 1142), SPU{Int64}(1142, 1143), SPU{Int64}(1143, 1144), SPU{Int64}(1144, 1145), SPU{Int64}(1145, 1146), SPU{Int64}(1147, 1148), SPU{Int64}(1148, 1149), SPU{Int64}(1149, 1150), SPU{Int64}(1150, 1151), SPU{Int64}(1151, 1152), SPU{Int64}(1152, 1153), SPU{Int64}(1153, 1154), SPU{Int64}(1154, 1155), SPU{Int64}(1156, 1157), SPU{Int64}(1157, 1158), SPU{Int64}(1158, 1159), SPU{Int64}(1159, 1160), SPU{Int64}(1160, 1161), SPU{Int64}(1161, 1162), SPU{Int64}(1162, 1163), SPU{Int64}(1163, 1164), SPU{Int64}(1165, 1166), SPU{Int64}(1166, 1167), SPU{Int64}(1167, 1168), SPU{Int64}(1168, 1169), SPU{Int64}(1169, 1170), SPU{Int64}(1171, 1172), SPU{Int64}(1172, 1173), SPU{Int64}(1174, 1175), SPU{Int64}(1175, 1176), SPU{Int64}(1176, 1177), SPU{Int64}(1177, 1178), SPU{Int64}(1178, 1179), SPU{Int64}(1179, 1180), SPU{Int64}(1180, 1181), SPU{Int64}(1181, 1182), SPU{Int64}(1183, 1184), SPU{Int64}(1184, 1185), SPU{Int64}(1185, 1186), SPU{Int64}(1186, 1187), SPU{Int64}(1187, 1188), SPU{Int64}(1188, 1189), SPU{Int64}(1189, 1190), SPU{Int64}(1190, 1191), SPU{Int64}(1192, 1193), SPU{Int64}(1193, 1194), SPU{Int64}(1194, 1195), SPU{Int64}(1195, 1196), SPU{Int64}(1196, 1197), SPU{Int64}(1197, 1198), SPU{Int64}(1198, 1199), SPU{Int64}(1199, 1200), SPU{Int64}(1201, 1202), SPU{Int64}(1202, 1203), SPU{Int64}(1203, 1204), SPU{Int64}(1204, 1205), SPU{Int64}(1205, 1206), SPU{Int64}(1206, 1207), SPU{Int64}(1207, 1208), SPU{Int64}(1208, 1209), SPU{Int64}(1210, 1211), SPU{Int64}(1211, 1212), SPU{Int64}(1212, 1213), SPU{Int64}(1213, 1214), SPU{Int64}(1214, 1215), SPU{Int64}(1215, 1216), SPU{Int64}(1216, 1217), SPU{Int64}(1217, 1218), SPU{Int64}(1219, 1220), SPU{Int64}(1220, 1221), SPU{Int64}(1221, 1222), SPU{Int64}(1222, 1223), SPU{Int64}(1223, 1224), SPU{Int64}(1224, 1225), SPU{Int64}(1225, 1226), SPU{Int64}(1226, 1227), SPU{Int64}(1228, 1229), SPU{Int64}(1229, 1230), SPU{Int64}(1230, 1231), SPU{Int64}(1231, 1232), SPU{Int64}(1232, 1233), SPU{Int64}(1233, 1234), SPU{Int64}(1234, 1235), SPU{Int64}(1235, 1236), SPU{Int64}(1237, 1238), SPU{Int64}(1238, 1239), SPU{Int64}(1239, 1240), SPU{Int64}(1240, 1241), SPU{Int64}(1241, 1242), SPU{Int64}(1242, 1243), SPU{Int64}(1243, 1244), SPU{Int64}(1244, 1245), SPU{Int64}(1246, 1247), SPU{Int64}(1247, 1248), SPU{Int64}(1248, 1249), SPU{Int64}(1249, 1250), SPU{Int64}(1250, 1251), SPU{Int64}(1251, 1252), SPU{Int64}(1252, 1253), SPU{Int64}(1253, 1254), SPU{Int64}(1255, 1256), SPU{Int64}(1256, 1257), SPU{Int64}(1257, 1258), SPU{Int64}(1258, 1259), SPU{Int64}(1259, 1260), SPU{Int64}(1261, 1262), SPU{Int64}(1262, 1263), SPU{Int64}(1264, 1265), SPU{Int64}(1265, 1266), SPU{Int64}(1266, 1267), SPU{Int64}(1267, 1268), SPU{Int64}(1268, 1269), SPU{Int64}(1269, 1270), SPU{Int64}(1270, 1271), SPU{Int64}(1271, 1272), SPU{Int64}(1273, 1274), SPU{Int64}(1274, 1275), SPU{Int64}(1275, 1276), SPU{Int64}(1276, 1277), SPU{Int64}(1277, 1278), SPU{Int64}(1278, 1279), SPU{Int64}(1279, 1280), SPU{Int64}(1280, 1281), SPU{Int64}(1282, 1283), SPU{Int64}(1283, 1284), SPU{Int64}(1284, 1285), SPU{Int64}(1285, 1286), SPU{Int64}(1286, 1287), SPU{Int64}(1287, 1288), SPU{Int64}(1288, 1289), SPU{Int64}(1289, 1290), SPU{Int64}(1291, 1292), SPU{Int64}(1292, 1293), SPU{Int64}(1293, 1294), SPU{Int64}(1294, 1295), SPU{Int64}(1295, 1296), SPU{Int64}(1296, 1297), SPU{Int64}(1297, 1298), SPU{Int64}(1298, 1299), SPU{Int64}(1300, 1301), SPU{Int64}(1301, 1302), SPU{Int64}(1302, 1303), SPU{Int64}(1303, 1304), SPU{Int64}(1304, 1305), SPU{Int64}(1305, 1306), SPU{Int64}(1306, 1307), SPU{Int64}(1307, 1308), SPU{Int64}(1309, 1310), SPU{Int64}(1310, 1311), SPU{Int64}(1311, 1312), SPU{Int64}(1312, 1313), SPU{Int64}(1313, 1314), SPU{Int64}(1314, 1315), SPU{Int64}(1315, 1316), SPU{Int64}(1316, 1317), SPU{Int64}(1318, 1319), SPU{Int64}(1319, 1320), SPU{Int64}(1320, 1321), SPU{Int64}(1321, 1322), SPU{Int64}(1322, 1323), SPU{Int64}(1323, 1324), SPU{Int64}(1324, 1325), SPU{Int64}(1325, 1326), SPU{Int64}(1327, 1328), SPU{Int64}(1328, 1329), SPU{Int64}(1329, 1330), SPU{Int64}(1330, 1331), SPU{Int64}(1331, 1332), SPU{Int64}(1332, 1333), SPU{Int64}(1333, 1334), SPU{Int64}(1334, 1335), SPU{Int64}(1336, 1337), SPU{Int64}(1337, 1338), SPU{Int64}(1338, 1339), SPU{Int64}(1339, 1340), SPU{Int64}(1340, 1341), SPU{Int64}(1341, 1342), SPU{Int64}(1342, 1343), SPU{Int64}(1343, 1344), SPU{Int64}(1345, 1346), SPU{Int64}(1346, 1347), SPU{Int64}(1347, 1348), SPU{Int64}(1348, 1349), SPU{Int64}(1349, 1350), SPU{Int64}(1351, 1352), SPU{Int64}(1352, 1353), SPU{Int64}(1354, 1355), SPU{Int64}(1355, 1356), SPU{Int64}(1356, 1357), SPU{Int64}(1357, 1358), SPU{Int64}(1358, 1359), SPU{Int64}(1359, 1360), SPU{Int64}(1360, 1361), SPU{Int64}(1361, 1362), SPU{Int64}(1363, 1364), SPU{Int64}(1364, 1365), SPU{Int64}(1365, 1366), SPU{Int64}(1366, 1367), SPU{Int64}(1367, 1368), SPU{Int64}(1368, 1369), SPU{Int64}(1369, 1370), SPU{Int64}(1370, 1371), SPU{Int64}(1372, 1373), SPU{Int64}(1373, 1374), SPU{Int64}(1374, 1375), SPU{Int64}(1375, 1376), SPU{Int64}(1376, 1377), SPU{Int64}(1377, 1378), SPU{Int64}(1378, 1379), SPU{Int64}(1379, 1380), SPU{Int64}(1381, 1382), SPU{Int64}(1382, 1383), SPU{Int64}(1383, 1384), SPU{Int64}(1384, 1385), SPU{Int64}(1385, 1386), SPU{Int64}(1386, 1387), SPU{Int64}(1387, 1388), SPU{Int64}(1388, 1389), SPU{Int64}(1390, 1391), SPU{Int64}(1391, 1392), SPU{Int64}(1392, 1393), SPU{Int64}(1393, 1394), SPU{Int64}(1394, 1395), SPU{Int64}(1395, 1396), SPU{Int64}(1396, 1397), SPU{Int64}(1397, 1398), SPU{Int64}(1399, 1400), SPU{Int64}(1400, 1401), SPU{Int64}(1401, 1402), SPU{Int64}(1402, 1403), SPU{Int64}(1403, 1404), SPU{Int64}(1404, 1405), SPU{Int64}(1405, 1406), SPU{Int64}(1406, 1407), SPU{Int64}(1408, 1409), SPU{Int64}(1409, 1410), SPU{Int64}(1410, 1411), SPU{Int64}(1411, 1412), SPU{Int64}(1412, 1413), SPU{Int64}(1413, 1414), SPU{Int64}(1414, 1415), SPU{Int64}(1415, 1416), SPU{Int64}(1417, 1418), SPU{Int64}(1418, 1419), SPU{Int64}(1419, 1420), SPU{Int64}(1420, 1421), SPU{Int64}(1421, 1422), SPU{Int64}(1422, 1423), SPU{Int64}(1423, 1424), SPU{Int64}(1424, 1425), SPU{Int64}(1426, 1427), SPU{Int64}(1427, 1428), SPU{Int64}(1428, 1429), SPU{Int64}(1429, 1430), SPU{Int64}(1430, 1431), SPU{Int64}(1431, 1432), SPU{Int64}(1432, 1433), SPU{Int64}(1433, 1434), SPU{Int64}(1435, 1436), SPU{Int64}(1436, 1437), SPU{Int64}(1437, 1438), SPU{Int64}(1438, 1439), SPU{Int64}(1439, 1440), SPU{Int64}(1, 721), SPU{Int64}(2, 722), SPU{Int64}(3, 723), SPU{Int64}(4, 724), SPU{Int64}(5, 725), SPU{Int64}(6, 726), SPU{Int64}(7, 727), SPU{Int64}(8, 728), SPU{Int64}(9, 729), SPU{Int64}(10, 730), SPU{Int64}(11, 731), SPU{Int64}(12, 732), SPU{Int64}(13, 733), SPU{Int64}(14, 734), SPU{Int64}(15, 735), SPU{Int64}(16, 736), SPU{Int64}(17, 737), SPU{Int64}(18, 738), SPU{Int64}(19, 739), SPU{Int64}(20, 740), SPU{Int64}(21, 741), SPU{Int64}(22, 742), SPU{Int64}(23, 743), SPU{Int64}(24, 744), SPU{Int64}(25, 745), SPU{Int64}(26, 746), SPU{Int64}(27, 747), SPU{Int64}(28, 748), SPU{Int64}(29, 749), SPU{Int64}(30, 750), SPU{Int64}(31, 751), SPU{Int64}(32, 752), SPU{Int64}(33, 753), SPU{Int64}(34, 754), SPU{Int64}(35, 755), SPU{Int64}(36, 756), SPU{Int64}(37, 757), SPU{Int64}(38, 758), SPU{Int64}(39, 759), SPU{Int64}(40, 760), SPU{Int64}(41, 761), SPU{Int64}(42, 762), SPU{Int64}(43, 763), SPU{Int64}(44, 764), SPU{Int64}(45, 765), SPU{Int64}(46, 766), SPU{Int64}(47, 767), SPU{Int64}(48, 768), SPU{Int64}(49, 769), SPU{Int64}(50, 770), SPU{Int64}(51, 771), SPU{Int64}(52, 772), SPU{Int64}(53, 773), SPU{Int64}(54, 774), SPU{Int64}(55, 775), SPU{Int64}(56, 776), SPU{Int64}(57, 777), SPU{Int64}(58, 778), SPU{Int64}(59, 779), SPU{Int64}(60, 780), SPU{Int64}(61, 781), SPU{Int64}(62, 782), SPU{Int64}(63, 783), SPU{Int64}(64, 784), SPU{Int64}(65, 785), SPU{Int64}(66, 786), SPU{Int64}(67, 787), SPU{Int64}(68, 788), SPU{Int64}(69, 789), SPU{Int64}(70, 790), SPU{Int64}(71, 791), SPU{Int64}(72, 792), SPU{Int64}(73, 793), SPU{Int64}(74, 794), SPU{Int64}(75, 795), SPU{Int64}(76, 796), SPU{Int64}(77, 797), SPU{Int64}(78, 798), SPU{Int64}(79, 799), SPU{Int64}(80, 800), SPU{Int64}(81, 801), SPU{Int64}(82, 802), SPU{Int64}(83, 803), SPU{Int64}(84, 804), SPU{Int64}(85, 805), SPU{Int64}(86, 806), SPU{Int64}(87, 807), SPU{Int64}(88, 808), SPU{Int64}(89, 809), SPU{Int64}(90, 810), SPU{Int64}(91, 811), SPU{Int64}(92, 812), SPU{Int64}(93, 813), SPU{Int64}(94, 814), SPU{Int64}(95, 815), SPU{Int64}(96, 816), SPU{Int64}(97, 817), SPU{Int64}(98, 818), SPU{Int64}(99, 819), SPU{Int64}(100, 820), SPU{Int64}(101, 821), SPU{Int64}(102, 822), SPU{Int64}(103, 823), SPU{Int64}(104, 824), SPU{Int64}(105, 825), SPU{Int64}(106, 826), SPU{Int64}(107, 827), SPU{Int64}(108, 828), SPU{Int64}(109, 829), SPU{Int64}(110, 830), SPU{Int64}(111, 831), SPU{Int64}(112, 832), SPU{Int64}(113, 833), SPU{Int64}(114, 834), SPU{Int64}(115, 835), SPU{Int64}(116, 836), SPU{Int64}(117, 837), SPU{Int64}(118, 838), SPU{Int64}(119, 839), SPU{Int64}(120, 840), SPU{Int64}(121, 841), SPU{Int64}(122, 842), SPU{Int64}(123, 843), SPU{Int64}(124, 844), SPU{Int64}(125, 845), SPU{Int64}(126, 846), SPU{Int64}(127, 847), SPU{Int64}(128, 848), SPU{Int64}(129, 849), SPU{Int64}(130, 850), SPU{Int64}(131, 851), SPU{Int64}(132, 852), SPU{Int64}(133, 853), SPU{Int64}(134, 854), SPU{Int64}(135, 855), SPU{Int64}(136, 856), SPU{Int64}(137, 857), SPU{Int64}(138, 858), SPU{Int64}(139, 859), SPU{Int64}(140, 860), SPU{Int64}(141, 861), SPU{Int64}(142, 862), SPU{Int64}(143, 863), SPU{Int64}(144, 864), SPU{Int64}(145, 865), SPU{Int64}(146, 866), SPU{Int64}(147, 867), SPU{Int64}(148, 868), SPU{Int64}(149, 869), SPU{Int64}(150, 870), SPU{Int64}(151, 871), SPU{Int64}(152, 872), SPU{Int64}(153, 873), SPU{Int64}(154, 874), SPU{Int64}(155, 875), SPU{Int64}(156, 876), SPU{Int64}(157, 877), SPU{Int64}(158, 878), SPU{Int64}(159, 879), SPU{Int64}(160, 880), SPU{Int64}(161, 881), SPU{Int64}(162, 882), SPU{Int64}(163, 883), SPU{Int64}(164, 884), SPU{Int64}(165, 885), SPU{Int64}(166, 886), SPU{Int64}(167, 887), SPU{Int64}(168, 888), SPU{Int64}(169, 889), SPU{Int64}(170, 890), SPU{Int64}(171, 891), SPU{Int64}(172, 892), SPU{Int64}(173, 893), SPU{Int64}(174, 894), SPU{Int64}(175, 895), SPU{Int64}(176, 896), SPU{Int64}(177, 897), SPU{Int64}(178, 898), SPU{Int64}(179, 899), SPU{Int64}(180, 900), SPU{Int64}(181, 901), SPU{Int64}(182, 902), SPU{Int64}(183, 903), SPU{Int64}(184, 904), SPU{Int64}(185, 905), SPU{Int64}(186, 906), SPU{Int64}(187, 907), SPU{Int64}(188, 908), SPU{Int64}(189, 909), SPU{Int64}(190, 910), SPU{Int64}(191, 911), SPU{Int64}(192, 912), SPU{Int64}(193, 913), SPU{Int64}(194, 914), SPU{Int64}(195, 915), SPU{Int64}(196, 916), SPU{Int64}(197, 917), SPU{Int64}(198, 918), SPU{Int64}(199, 919), SPU{Int64}(200, 920), SPU{Int64}(201, 921), SPU{Int64}(202, 922), SPU{Int64}(203, 923), SPU{Int64}(204, 924), SPU{Int64}(205, 925), SPU{Int64}(206, 926), SPU{Int64}(207, 927), SPU{Int64}(208, 928), SPU{Int64}(209, 929), SPU{Int64}(210, 930), SPU{Int64}(211, 931), SPU{Int64}(212, 932), SPU{Int64}(213, 933), SPU{Int64}(214, 934), SPU{Int64}(215, 935), SPU{Int64}(216, 936), SPU{Int64}(217, 937), SPU{Int64}(218, 938), SPU{Int64}(219, 939), SPU{Int64}(220, 940), SPU{Int64}(221, 941), SPU{Int64}(222, 942), SPU{Int64}(223, 943), SPU{Int64}(224, 944), SPU{Int64}(225, 945), SPU{Int64}(226, 946), SPU{Int64}(227, 947), SPU{Int64}(228, 948), SPU{Int64}(229, 949), SPU{Int64}(230, 950), SPU{Int64}(231, 951), SPU{Int64}(232, 952), SPU{Int64}(233, 953), SPU{Int64}(234, 954), SPU{Int64}(235, 955), SPU{Int64}(236, 956), SPU{Int64}(237, 957), SPU{Int64}(238, 958), SPU{Int64}(239, 959), SPU{Int64}(240, 960), SPU{Int64}(241, 961), SPU{Int64}(242, 962), SPU{Int64}(243, 963), SPU{Int64}(244, 964), SPU{Int64}(245, 965), SPU{Int64}(246, 966), SPU{Int64}(247, 967), SPU{Int64}(248, 968), SPU{Int64}(249, 969), SPU{Int64}(250, 970), SPU{Int64}(251, 971), SPU{Int64}(252, 972), SPU{Int64}(253, 973), SPU{Int64}(254, 974), SPU{Int64}(255, 975), SPU{Int64}(256, 976), SPU{Int64}(257, 977), SPU{Int64}(258, 978), SPU{Int64}(259, 979), SPU{Int64}(260, 980), SPU{Int64}(261, 981), SPU{Int64}(262, 982), SPU{Int64}(263, 983), SPU{Int64}(264, 984), SPU{Int64}(265, 985), SPU{Int64}(266, 986), SPU{Int64}(267, 987), SPU{Int64}(268, 988), SPU{Int64}(269, 989), SPU{Int64}(270, 990), SPU{Int64}(271, 991), SPU{Int64}(272, 992), SPU{Int64}(273, 993), SPU{Int64}(274, 994), SPU{Int64}(275, 995), SPU{Int64}(276, 996), SPU{Int64}(277, 997), SPU{Int64}(278, 998), SPU{Int64}(279, 999), SPU{Int64}(280, 1000), SPU{Int64}(281, 1001), SPU{Int64}(282, 1002), SPU{Int64}(283, 1003), SPU{Int64}(284, 1004), SPU{Int64}(285, 1005), SPU{Int64}(286, 1006), SPU{Int64}(287, 1007), SPU{Int64}(288, 1008), SPU{Int64}(289, 1009), SPU{Int64}(290, 1010), SPU{Int64}(291, 1011), SPU{Int64}(292, 1012), SPU{Int64}(293, 1013), SPU{Int64}(294, 1014), SPU{Int64}(295, 1015), SPU{Int64}(296, 1016), SPU{Int64}(297, 1017), SPU{Int64}(298, 1018), SPU{Int64}(299, 1019), SPU{Int64}(300, 1020), SPU{Int64}(301, 1021), SPU{Int64}(302, 1022), SPU{Int64}(303, 1023), SPU{Int64}(304, 1024), SPU{Int64}(305, 1025), SPU{Int64}(306, 1026), SPU{Int64}(307, 1027), SPU{Int64}(308, 1028), SPU{Int64}(309, 1029), SPU{Int64}(310, 1030), SPU{Int64}(311, 1031), SPU{Int64}(312, 1032), SPU{Int64}(313, 1033), SPU{Int64}(314, 1034), SPU{Int64}(315, 1035), SPU{Int64}(316, 1036), SPU{Int64}(317, 1037), SPU{Int64}(318, 1038), SPU{Int64}(319, 1039), SPU{Int64}(320, 1040), SPU{Int64}(321, 1041), SPU{Int64}(322, 1042), SPU{Int64}(323, 1043), SPU{Int64}(324, 1044), SPU{Int64}(325, 1045), SPU{Int64}(326, 1046), SPU{Int64}(327, 1047), SPU{Int64}(328, 1048), SPU{Int64}(329, 1049), SPU{Int64}(330, 1050), SPU{Int64}(331, 1051), SPU{Int64}(332, 1052), SPU{Int64}(333, 1053), SPU{Int64}(334, 1054), SPU{Int64}(335, 1055), SPU{Int64}(336, 1056), SPU{Int64}(337, 1057), SPU{Int64}(338, 1058), SPU{Int64}(339, 1059), SPU{Int64}(340, 1060), SPU{Int64}(341, 1061), SPU{Int64}(342, 1062), SPU{Int64}(343, 1063), SPU{Int64}(344, 1064), SPU{Int64}(345, 1065), SPU{Int64}(346, 1066), SPU{Int64}(347, 1067), SPU{Int64}(348, 1068), SPU{Int64}(349, 1069), SPU{Int64}(350, 1070), SPU{Int64}(351, 1071), SPU{Int64}(352, 1072), SPU{Int64}(353, 1073), SPU{Int64}(354, 1074), SPU{Int64}(355, 1075), SPU{Int64}(356, 1076), SPU{Int64}(357, 1077), SPU{Int64}(358, 1078), SPU{Int64}(359, 1079), SPU{Int64}(360, 1080), SPU{Int64}(361, 1081), SPU{Int64}(362, 1082), SPU{Int64}(363, 1083), SPU{Int64}(364, 1084), SPU{Int64}(365, 1085), SPU{Int64}(366, 1086), SPU{Int64}(367, 1087), SPU{Int64}(368, 1088), SPU{Int64}(369, 1089), SPU{Int64}(370, 1090), SPU{Int64}(371, 1091), SPU{Int64}(372, 1092), SPU{Int64}(373, 1093), SPU{Int64}(374, 1094), SPU{Int64}(375, 1095), SPU{Int64}(376, 1096), SPU{Int64}(377, 1097), SPU{Int64}(378, 1098), SPU{Int64}(379, 1099), SPU{Int64}(380, 1100), SPU{Int64}(381, 1101), SPU{Int64}(382, 1102), SPU{Int64}(383, 1103), SPU{Int64}(384, 1104), SPU{Int64}(385, 1105), SPU{Int64}(386, 1106), SPU{Int64}(387, 1107), SPU{Int64}(388, 1108), SPU{Int64}(389, 1109), SPU{Int64}(390, 1110), SPU{Int64}(391, 1111), SPU{Int64}(392, 1112), SPU{Int64}(393, 1113), SPU{Int64}(394, 1114), SPU{Int64}(395, 1115), SPU{Int64}(396, 1116), SPU{Int64}(397, 1117), SPU{Int64}(398, 1118), SPU{Int64}(399, 1119), SPU{Int64}(400, 1120), SPU{Int64}(401, 1121), SPU{Int64}(402, 1122), SPU{Int64}(403, 1123), SPU{Int64}(404, 1124), SPU{Int64}(405, 1125), SPU{Int64}(406, 1126), SPU{Int64}(407, 1127), SPU{Int64}(408, 1128), SPU{Int64}(409, 1129), SPU{Int64}(410, 1130), SPU{Int64}(411, 1131), SPU{Int64}(412, 1132), SPU{Int64}(413, 1133), SPU{Int64}(414, 1134), SPU{Int64}(415, 1135), SPU{Int64}(416, 1136), SPU{Int64}(417, 1137), SPU{Int64}(418, 1138), SPU{Int64}(419, 1139), SPU{Int64}(420, 1140), SPU{Int64}(421, 1141), SPU{Int64}(422, 1142), SPU{Int64}(423, 1143), SPU{Int64}(424, 1144), SPU{Int64}(425, 1145), SPU{Int64}(426, 1146), SPU{Int64}(427, 1147), SPU{Int64}(428, 1148), SPU{Int64}(429, 1149), SPU{Int64}(430, 1150), SPU{Int64}(431, 1151), SPU{Int64}(432, 1152), SPU{Int64}(433, 1153), SPU{Int64}(434, 1154), SPU{Int64}(435, 1155), SPU{Int64}(436, 1156), SPU{Int64}(437, 1157), SPU{Int64}(438, 1158), SPU{Int64}(439, 1159), SPU{Int64}(440, 1160), SPU{Int64}(441, 1161), SPU{Int64}(442, 1162), SPU{Int64}(443, 1163), SPU{Int64}(444, 1164), SPU{Int64}(445, 1165), SPU{Int64}(446, 1166), SPU{Int64}(447, 1167), SPU{Int64}(448, 1168), SPU{Int64}(449, 1169), SPU{Int64}(450, 1170), SPU{Int64}(451, 1171), SPU{Int64}(452, 1172), SPU{Int64}(453, 1173), SPU{Int64}(454, 1174), SPU{Int64}(455, 1175), SPU{Int64}(456, 1176), SPU{Int64}(457, 1177), SPU{Int64}(458, 1178), SPU{Int64}(459, 1179), SPU{Int64}(460, 1180), SPU{Int64}(461, 1181), SPU{Int64}(462, 1182), SPU{Int64}(463, 1183), SPU{Int64}(464, 1184), SPU{Int64}(465, 1185), SPU{Int64}(466, 1186), SPU{Int64}(467, 1187), SPU{Int64}(468, 1188), SPU{Int64}(469, 1189), SPU{Int64}(470, 1190), SPU{Int64}(471, 1191), SPU{Int64}(472, 1192), SPU{Int64}(473, 1193), SPU{Int64}(474, 1194), SPU{Int64}(475, 1195), SPU{Int64}(476, 1196), SPU{Int64}(477, 1197), SPU{Int64}(478, 1198), SPU{Int64}(479, 1199), SPU{Int64}(480, 1200), SPU{Int64}(481, 1201), SPU{Int64}(482, 1202), SPU{Int64}(483, 1203), SPU{Int64}(484, 1204), SPU{Int64}(485, 1205), SPU{Int64}(486, 1206), SPU{Int64}(487, 1207), SPU{Int64}(488, 1208), SPU{Int64}(489, 1209), SPU{Int64}(490, 1210), SPU{Int64}(491, 1211), SPU{Int64}(492, 1212), SPU{Int64}(493, 1213), SPU{Int64}(494, 1214), SPU{Int64}(495, 1215), SPU{Int64}(496, 1216), SPU{Int64}(497, 1217), SPU{Int64}(498, 1218), SPU{Int64}(499, 1219), SPU{Int64}(500, 1220), SPU{Int64}(501, 1221), SPU{Int64}(502, 1222), SPU{Int64}(503, 1223), SPU{Int64}(504, 1224), SPU{Int64}(505, 1225), SPU{Int64}(506, 1226), SPU{Int64}(507, 1227), SPU{Int64}(508, 1228), SPU{Int64}(509, 1229), SPU{Int64}(510, 1230), SPU{Int64}(511, 1231), SPU{Int64}(512, 1232), SPU{Int64}(513, 1233), SPU{Int64}(514, 1234), SPU{Int64}(515, 1235), SPU{Int64}(516, 1236), SPU{Int64}(517, 1237), SPU{Int64}(518, 1238), SPU{Int64}(519, 1239), SPU{Int64}(520, 1240), SPU{Int64}(521, 1241), SPU{Int64}(522, 1242), SPU{Int64}(523, 1243), SPU{Int64}(524, 1244), SPU{Int64}(525, 1245), SPU{Int64}(526, 1246), SPU{Int64}(527, 1247), SPU{Int64}(528, 1248), SPU{Int64}(529, 1249), SPU{Int64}(530, 1250), SPU{Int64}(531, 1251), SPU{Int64}(532, 1252), SPU{Int64}(533, 1253), SPU{Int64}(534, 1254), SPU{Int64}(535, 1255), SPU{Int64}(536, 1256), SPU{Int64}(537, 1257), SPU{Int64}(538, 1258), SPU{Int64}(539, 1259), SPU{Int64}(540, 1260), SPU{Int64}(541, 1261), SPU{Int64}(542, 1262), SPU{Int64}(543, 1263), SPU{Int64}(544, 1264), SPU{Int64}(545, 1265), SPU{Int64}(546, 1266), SPU{Int64}(547, 1267), SPU{Int64}(548, 1268), SPU{Int64}(549, 1269), SPU{Int64}(550, 1270), SPU{Int64}(551, 1271), SPU{Int64}(552, 1272), SPU{Int64}(553, 1273), SPU{Int64}(554, 1274), SPU{Int64}(555, 1275), SPU{Int64}(556, 1276), SPU{Int64}(557, 1277), SPU{Int64}(558, 1278), SPU{Int64}(559, 1279), SPU{Int64}(560, 1280), SPU{Int64}(561, 1281), SPU{Int64}(562, 1282), SPU{Int64}(563, 1283), SPU{Int64}(564, 1284), SPU{Int64}(565, 1285), SPU{Int64}(566, 1286), SPU{Int64}(567, 1287), SPU{Int64}(568, 1288), SPU{Int64}(569, 1289), SPU{Int64}(570, 1290), SPU{Int64}(571, 1291), SPU{Int64}(572, 1292), SPU{Int64}(573, 1293), SPU{Int64}(574, 1294), SPU{Int64}(575, 1295), SPU{Int64}(576, 1296), SPU{Int64}(577, 1297), SPU{Int64}(578, 1298), SPU{Int64}(579, 1299), SPU{Int64}(580, 1300), SPU{Int64}(581, 1301), SPU{Int64}(582, 1302), SPU{Int64}(583, 1303), SPU{Int64}(584, 1304), SPU{Int64}(585, 1305), SPU{Int64}(586, 1306), SPU{Int64}(587, 1307), SPU{Int64}(588, 1308), SPU{Int64}(589, 1309), SPU{Int64}(590, 1310), SPU{Int64}(591, 1311), SPU{Int64}(592, 1312), SPU{Int64}(593, 1313), SPU{Int64}(594, 1314), SPU{Int64}(595, 1315), SPU{Int64}(596, 1316), SPU{Int64}(597, 1317), SPU{Int64}(598, 1318), SPU{Int64}(599, 1319), SPU{Int64}(600, 1320), SPU{Int64}(601, 1321), SPU{Int64}(602, 1322), SPU{Int64}(603, 1323), SPU{Int64}(604, 1324), SPU{Int64}(605, 1325), SPU{Int64}(606, 1326), SPU{Int64}(607, 1327), SPU{Int64}(608, 1328), SPU{Int64}(609, 1329), SPU{Int64}(610, 1330), SPU{Int64}(611, 1331), SPU{Int64}(612, 1332), SPU{Int64}(613, 1333), SPU{Int64}(614, 1334), SPU{Int64}(615, 1335), SPU{Int64}(616, 1336), SPU{Int64}(617, 1337), SPU{Int64}(618, 1338), SPU{Int64}(619, 1339), SPU{Int64}(620, 1340), SPU{Int64}(621, 1341), SPU{Int64}(622, 1342), SPU{Int64}(623, 1343), SPU{Int64}(624, 1344), SPU{Int64}(625, 1345), SPU{Int64}(626, 1346), SPU{Int64}(627, 1347), SPU{Int64}(628, 1348), SPU{Int64}(629, 1349), SPU{Int64}(630, 1350), SPU{Int64}(631, 1351), SPU{Int64}(632, 1352), SPU{Int64}(633, 1353), SPU{Int64}(634, 1354), SPU{Int64}(635, 1355), SPU{Int64}(636, 1356), SPU{Int64}(637, 1357), SPU{Int64}(638, 1358), SPU{Int64}(639, 1359), SPU{Int64}(640, 1360), SPU{Int64}(641, 1361), SPU{Int64}(642, 1362), SPU{Int64}(643, 1363), SPU{Int64}(644, 1364), SPU{Int64}(645, 1365), SPU{Int64}(646, 1366), SPU{Int64}(647, 1367), SPU{Int64}(648, 1368), SPU{Int64}(649, 1369), SPU{Int64}(650, 1370), SPU{Int64}(651, 1371), SPU{Int64}(652, 1372), SPU{Int64}(653, 1373), SPU{Int64}(654, 1374), SPU{Int64}(655, 1375), SPU{Int64}(656, 1376), SPU{Int64}(657, 1377), SPU{Int64}(658, 1378), SPU{Int64}(659, 1379), SPU{Int64}(660, 1380), SPU{Int64}(661, 1381), SPU{Int64}(662, 1382), SPU{Int64}(663, 1383), SPU{Int64}(664, 1384), SPU{Int64}(665, 1385), SPU{Int64}(666, 1386), SPU{Int64}(667, 1387), SPU{Int64}(668, 1388), SPU{Int64}(669, 1389), SPU{Int64}(670, 1390), SPU{Int64}(671, 1391), SPU{Int64}(672, 1392), SPU{Int64}(673, 1393), SPU{Int64}(674, 1394), SPU{Int64}(675, 1395), SPU{Int64}(676, 1396), SPU{Int64}(677, 1397), SPU{Int64}(678, 1398), SPU{Int64}(679, 1399), SPU{Int64}(680, 1400), SPU{Int64}(681, 1401), SPU{Int64}(682, 1402), SPU{Int64}(683, 1403), SPU{Int64}(684, 1404), SPU{Int64}(685, 1405), SPU{Int64}(686, 1406), SPU{Int64}(687, 1407), SPU{Int64}(688, 1408), SPU{Int64}(689, 1409), SPU{Int64}(690, 1410), SPU{Int64}(691, 1411), SPU{Int64}(692, 1412), SPU{Int64}(693, 1413), SPU{Int64}(694, 1414), SPU{Int64}(695, 1415), SPU{Int64}(696, 1416), SPU{Int64}(697, 1417), SPU{Int64}(698, 1418), SPU{Int64}(699, 1419), SPU{Int64}(700, 1420), SPU{Int64}(701, 1421), SPU{Int64}(702, 1422), SPU{Int64}(703, 1423), SPU{Int64}(704, 1424), SPU{Int64}(705, 1425), SPU{Int64}(706, 1426), SPU{Int64}(707, 1427), SPU{Int64}(708, 1428), SPU{Int64}(709, 1429), SPU{Int64}(710, 1430), SPU{Int64}(711, 1431), SPU{Int64}(712, 1432), SPU{Int64}(713, 1433), SPU{Int64}(714, 1434), SPU{Int64}(715, 1435), SPU{Int64}(716, 1436), SPU{Int64}(717, 1437), SPU{Int64}(718, 1438), SPU{Int64}(719, 1439), SPU{Int64}(720, 1440)], (cells = [91, 2, 721, 92, 1, 3, 722, 93, 2, 723, 94, 5, 724, 95, 4, 6, 725, 96, 5, 7, 726, 97, 6, 8, 727, 98, 7, 9, 728, 99, 8, 10, 729, 100, 9, 11, 730, 101, 10, 12, 731, 102, 11, 732, 103, 14, 733, 104, 13, 15, 734, 105, 14, 16, 735, 106, 15, 17, 736, 107, 16, 18, 737, 108, 17, 19, 738, 631, 109, 18, 20, 739, 632, 110, 19, 21, 740, 633, 111, 20, 741, 634, 112, 23, 742, 635, 113, 22, 24, 743, 636, 114, 23, 25, 744, 637, 115, 24, 26, 745, 638, 116, 25, 27, 746, 639, 117, 26, 28, 747, 640, 118, 27, 29, 748, 641, 119, 28, 30, 749, 642, 120, 29, 750, 643, 121, 32, 751, 644, 122, 31, 33, 752, 645, 123, 32, 34, 753, 646, 124, 33, 35, 754, 647, 125, 34, 36, 755, 648, 126, 35, 37, 756, 649, 127, 36, 38, 757, 650, 128, 37, 39, 758, 651, 129, 38, 759, 652, 130, 41, 760, 653, 131, 40, 42, 761, 654, 132, 41, 43, 762, 655, 133, 42, 44, 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-1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, -1, -1, 1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, -1, 1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, 1, -1, -1])), Jutul.DefaultFlux()), :mass_conservation => ConservationLaw{:Mass, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(19, 631, 1), TPFA{Int64}(20, 632, 1), TPFA{Int64}(21, 633, 1), TPFA{Int64}(22, 634, 1), TPFA{Int64}(23, 635, 1), TPFA{Int64}(24, 636, 1), TPFA{Int64}(25, 637, 1), TPFA{Int64}(26, 638, 1), TPFA{Int64}(27, 639, 1), TPFA{Int64}(28, 640, 1), TPFA{Int64}(29, 641, 1), TPFA{Int64}(30, 642, 1), TPFA{Int64}(31, 643, 1), TPFA{Int64}(32, 644, 1), TPFA{Int64}(33, 645, 1), TPFA{Int64}(34, 646, 1), TPFA{Int64}(35, 647, 1), TPFA{Int64}(36, 648, 1), TPFA{Int64}(37, 649, 1), TPFA{Int64}(38, 650, 1), TPFA{Int64}(39, 651, 1), TPFA{Int64}(40, 652, 1), TPFA{Int64}(41, 653, 1), TPFA{Int64}(42, 654, 1), TPFA{Int64}(43, 655, 1), TPFA{Int64}(44, 656, 1), TPFA{Int64}(45, 657, 1), TPFA{Int64}(46, 658, 1), TPFA{Int64}(47, 659, 1), TPFA{Int64}(48, 660, 1), TPFA{Int64}(49, 661, 1), TPFA{Int64}(50, 662, 1), TPFA{Int64}(51, 663, 1), TPFA{Int64}(52, 664, 1), TPFA{Int64}(53, 665, 1), TPFA{Int64}(54, 666, 1), TPFA{Int64}(55, 667, 1), TPFA{Int64}(56, 668, 1), TPFA{Int64}(57, 669, 1), TPFA{Int64}(58, 670, 1), TPFA{Int64}(59, 671, 1), TPFA{Int64}(60, 672, 1), TPFA{Int64}(61, 673, 1), TPFA{Int64}(62, 674, 1), TPFA{Int64}(63, 675, 1), TPFA{Int64}(64, 676, 1), TPFA{Int64}(65, 677, 1), TPFA{Int64}(66, 678, 1), TPFA{Int64}(67, 679, 1), TPFA{Int64}(68, 680, 1), TPFA{Int64}(69, 681, 1), TPFA{Int64}(70, 682, 1), TPFA{Int64}(71, 683, 1), TPFA{Int64}(72, 684, 1), TPFA{Int64}(73, 685, 1), TPFA{Int64}(74, 686, 1), TPFA{Int64}(75, 687, 1), TPFA{Int64}(76, 688, 1), TPFA{Int64}(77, 689, 1), TPFA{Int64}(78, 690, 1), TPFA{Int64}(79, 691, 1), TPFA{Int64}(80, 692, 1), TPFA{Int64}(81, 693, 1), TPFA{Int64}(82, 694, 1), TPFA{Int64}(83, 695, 1), TPFA{Int64}(84, 696, 1), TPFA{Int64}(85, 697, 1), TPFA{Int64}(86, 698, 1), TPFA{Int64}(87, 699, 1), TPFA{Int64}(88, 700, 1), TPFA{Int64}(89, 701, 1), TPFA{Int64}(90, 702, 1), TPFA{Int64}(91, 1, 1), TPFA{Int64}(92, 2, 1), TPFA{Int64}(93, 3, 1), TPFA{Int64}(94, 4, 1), TPFA{Int64}(95, 5, 1), TPFA{Int64}(96, 6, 1), TPFA{Int64}(97, 7, 1), TPFA{Int64}(98, 8, 1), TPFA{Int64}(99, 9, 1), TPFA{Int64}(100, 10, 1), TPFA{Int64}(101, 11, 1), TPFA{Int64}(102, 12, 1), TPFA{Int64}(103, 13, 1), TPFA{Int64}(104, 14, 1), TPFA{Int64}(105, 15, 1), TPFA{Int64}(106, 16, 1), TPFA{Int64}(107, 17, 1), TPFA{Int64}(108, 18, 1), TPFA{Int64}(109, 19, 1), TPFA{Int64}(110, 20, 1), TPFA{Int64}(111, 21, 1), TPFA{Int64}(112, 22, 1), TPFA{Int64}(113, 23, 1), TPFA{Int64}(114, 24, 1), TPFA{Int64}(115, 25, 1), TPFA{Int64}(116, 26, 1), TPFA{Int64}(117, 27, 1), TPFA{Int64}(118, 28, 1), TPFA{Int64}(119, 29, 1), TPFA{Int64}(120, 30, 1), TPFA{Int64}(121, 31, 1), TPFA{Int64}(122, 32, 1), TPFA{Int64}(123, 33, 1), TPFA{Int64}(124, 34, 1), TPFA{Int64}(125, 35, 1), TPFA{Int64}(126, 36, 1), TPFA{Int64}(127, 37, 1), TPFA{Int64}(128, 38, 1), TPFA{Int64}(129, 39, 1), TPFA{Int64}(130, 40, 1), TPFA{Int64}(131, 41, 1), TPFA{Int64}(132, 42, 1), TPFA{Int64}(133, 43, 1), TPFA{Int64}(134, 44, 1), TPFA{Int64}(135, 45, 1), TPFA{Int64}(136, 46, 1), TPFA{Int64}(137, 47, 1), TPFA{Int64}(138, 48, 1), TPFA{Int64}(139, 49, 1), TPFA{Int64}(140, 50, 1), TPFA{Int64}(141, 51, 1), TPFA{Int64}(142, 52, 1), TPFA{Int64}(143, 53, 1), TPFA{Int64}(144, 54, 1), TPFA{Int64}(145, 55, 1), TPFA{Int64}(146, 56, 1), TPFA{Int64}(147, 57, 1), TPFA{Int64}(148, 58, 1), TPFA{Int64}(149, 59, 1), TPFA{Int64}(150, 60, 1), TPFA{Int64}(151, 61, 1), TPFA{Int64}(152, 62, 1), TPFA{Int64}(153, 63, 1), TPFA{Int64}(154, 64, 1), TPFA{Int64}(155, 65, 1), TPFA{Int64}(156, 66, 1), TPFA{Int64}(157, 67, 1), TPFA{Int64}(158, 68, 1), TPFA{Int64}(159, 69, 1), TPFA{Int64}(160, 70, 1), TPFA{Int64}(161, 71, 1), TPFA{Int64}(162, 72, 1), TPFA{Int64}(163, 73, 1), TPFA{Int64}(164, 74, 1), TPFA{Int64}(165, 75, 1), TPFA{Int64}(166, 76, 1), TPFA{Int64}(167, 77, 1), TPFA{Int64}(168, 78, 1), TPFA{Int64}(169, 79, 1), TPFA{Int64}(170, 80, 1), TPFA{Int64}(171, 81, 1), TPFA{Int64}(172, 82, 1), TPFA{Int64}(173, 83, 1), TPFA{Int64}(174, 84, 1), TPFA{Int64}(175, 85, 1), TPFA{Int64}(176, 86, 1), TPFA{Int64}(177, 87, 1), TPFA{Int64}(178, 88, 1), TPFA{Int64}(179, 89, 1), TPFA{Int64}(180, 90, 1), TPFA{Int64}(181, 91, 1), TPFA{Int64}(182, 92, 1), TPFA{Int64}(183, 93, 1), TPFA{Int64}(184, 94, 1), TPFA{Int64}(185, 95, 1), TPFA{Int64}(186, 96, 1), TPFA{Int64}(187, 97, 1), TPFA{Int64}(188, 98, 1), TPFA{Int64}(189, 99, 1), TPFA{Int64}(190, 100, 1), TPFA{Int64}(191, 101, 1), TPFA{Int64}(192, 102, 1), TPFA{Int64}(193, 103, 1), TPFA{Int64}(194, 104, 1), TPFA{Int64}(195, 105, 1), TPFA{Int64}(196, 106, 1), TPFA{Int64}(197, 107, 1), TPFA{Int64}(198, 108, 1), TPFA{Int64}(199, 109, 1), TPFA{Int64}(200, 110, 1), TPFA{Int64}(201, 111, 1), TPFA{Int64}(202, 112, 1), TPFA{Int64}(203, 113, 1), TPFA{Int64}(204, 114, 1), TPFA{Int64}(205, 115, 1), TPFA{Int64}(206, 116, 1), TPFA{Int64}(207, 117, 1), TPFA{Int64}(208, 118, 1), TPFA{Int64}(209, 119, 1), TPFA{Int64}(210, 120, 1), TPFA{Int64}(211, 121, 1), TPFA{Int64}(212, 122, 1), TPFA{Int64}(213, 123, 1), TPFA{Int64}(214, 124, 1), TPFA{Int64}(215, 125, 1), TPFA{Int64}(216, 126, 1), TPFA{Int64}(217, 127, 1), TPFA{Int64}(218, 128, 1), TPFA{Int64}(219, 129, 1), TPFA{Int64}(220, 130, 1), TPFA{Int64}(221, 131, 1), TPFA{Int64}(222, 132, 1), TPFA{Int64}(223, 133, 1), TPFA{Int64}(224, 134, 1), TPFA{Int64}(225, 135, 1), TPFA{Int64}(226, 136, 1), TPFA{Int64}(227, 137, 1), TPFA{Int64}(228, 138, 1), TPFA{Int64}(229, 139, 1), TPFA{Int64}(230, 140, 1), TPFA{Int64}(231, 141, 1), TPFA{Int64}(232, 142, 1), TPFA{Int64}(233, 143, 1), TPFA{Int64}(234, 144, 1), TPFA{Int64}(235, 145, 1), TPFA{Int64}(236, 146, 1), TPFA{Int64}(237, 147, 1), TPFA{Int64}(238, 148, 1), TPFA{Int64}(239, 149, 1), TPFA{Int64}(240, 150, 1), TPFA{Int64}(241, 151, 1), TPFA{Int64}(242, 152, 1), TPFA{Int64}(243, 153, 1), TPFA{Int64}(244, 154, 1), TPFA{Int64}(245, 155, 1), TPFA{Int64}(246, 156, 1), TPFA{Int64}(247, 157, 1), TPFA{Int64}(248, 158, 1), TPFA{Int64}(249, 159, 1), TPFA{Int64}(250, 160, 1), TPFA{Int64}(251, 161, 1), TPFA{Int64}(252, 162, 1), TPFA{Int64}(253, 163, 1), TPFA{Int64}(254, 164, 1), TPFA{Int64}(255, 165, 1), TPFA{Int64}(256, 166, 1), TPFA{Int64}(257, 167, 1), TPFA{Int64}(258, 168, 1), TPFA{Int64}(259, 169, 1), TPFA{Int64}(260, 170, 1), TPFA{Int64}(261, 171, 1), TPFA{Int64}(262, 172, 1), TPFA{Int64}(263, 173, 1), TPFA{Int64}(264, 174, 1), TPFA{Int64}(265, 175, 1), TPFA{Int64}(266, 176, 1), TPFA{Int64}(267, 177, 1), TPFA{Int64}(268, 178, 1), TPFA{Int64}(269, 179, 1), TPFA{Int64}(270, 180, 1), TPFA{Int64}(271, 181, 1), TPFA{Int64}(272, 182, 1), TPFA{Int64}(273, 183, 1), TPFA{Int64}(274, 184, 1), TPFA{Int64}(275, 185, 1), TPFA{Int64}(276, 186, 1), TPFA{Int64}(277, 187, 1), TPFA{Int64}(278, 188, 1), TPFA{Int64}(279, 189, 1), TPFA{Int64}(280, 190, 1), TPFA{Int64}(281, 191, 1), TPFA{Int64}(282, 192, 1), TPFA{Int64}(283, 193, 1), TPFA{Int64}(284, 194, 1), TPFA{Int64}(285, 195, 1), TPFA{Int64}(286, 196, 1), TPFA{Int64}(287, 197, 1), TPFA{Int64}(288, 198, 1), TPFA{Int64}(289, 199, 1), TPFA{Int64}(290, 200, 1), TPFA{Int64}(291, 201, 1), TPFA{Int64}(292, 202, 1), TPFA{Int64}(293, 203, 1), TPFA{Int64}(294, 204, 1), TPFA{Int64}(295, 205, 1), TPFA{Int64}(296, 206, 1), TPFA{Int64}(297, 207, 1), TPFA{Int64}(298, 208, 1), TPFA{Int64}(299, 209, 1), TPFA{Int64}(300, 210, 1), TPFA{Int64}(301, 211, 1), TPFA{Int64}(302, 212, 1), TPFA{Int64}(303, 213, 1), TPFA{Int64}(304, 214, 1), TPFA{Int64}(305, 215, 1), TPFA{Int64}(306, 216, 1), TPFA{Int64}(307, 217, 1), TPFA{Int64}(308, 218, 1), TPFA{Int64}(309, 219, 1), TPFA{Int64}(310, 220, 1), TPFA{Int64}(311, 221, 1), TPFA{Int64}(312, 222, 1), TPFA{Int64}(313, 223, 1), TPFA{Int64}(314, 224, 1), TPFA{Int64}(315, 225, 1), TPFA{Int64}(316, 226, 1), TPFA{Int64}(317, 227, 1), TPFA{Int64}(318, 228, 1), TPFA{Int64}(319, 229, 1), TPFA{Int64}(320, 230, 1), TPFA{Int64}(321, 231, 1), TPFA{Int64}(322, 232, 1), TPFA{Int64}(323, 233, 1), TPFA{Int64}(324, 234, 1), TPFA{Int64}(325, 235, 1), TPFA{Int64}(326, 236, 1), TPFA{Int64}(327, 237, 1), TPFA{Int64}(328, 238, 1), TPFA{Int64}(329, 239, 1), TPFA{Int64}(330, 240, 1), TPFA{Int64}(331, 241, 1), TPFA{Int64}(332, 242, 1), TPFA{Int64}(333, 243, 1), TPFA{Int64}(334, 244, 1), TPFA{Int64}(335, 245, 1), TPFA{Int64}(336, 246, 1), TPFA{Int64}(337, 247, 1), TPFA{Int64}(338, 248, 1), TPFA{Int64}(339, 249, 1), TPFA{Int64}(340, 250, 1), TPFA{Int64}(341, 251, 1), TPFA{Int64}(342, 252, 1), TPFA{Int64}(343, 253, 1), TPFA{Int64}(344, 254, 1), TPFA{Int64}(345, 255, 1), TPFA{Int64}(346, 256, 1), TPFA{Int64}(347, 257, 1), TPFA{Int64}(348, 258, 1), TPFA{Int64}(349, 259, 1), TPFA{Int64}(350, 260, 1), TPFA{Int64}(351, 261, 1), TPFA{Int64}(352, 262, 1), TPFA{Int64}(353, 263, 1), TPFA{Int64}(354, 264, 1), TPFA{Int64}(355, 265, 1), TPFA{Int64}(356, 266, 1), TPFA{Int64}(357, 267, 1), TPFA{Int64}(358, 268, 1), TPFA{Int64}(359, 269, 1), TPFA{Int64}(360, 270, 1), TPFA{Int64}(361, 271, 1), TPFA{Int64}(362, 272, 1), TPFA{Int64}(363, 273, 1), TPFA{Int64}(364, 274, 1), TPFA{Int64}(365, 275, 1), TPFA{Int64}(366, 276, 1), TPFA{Int64}(367, 277, 1), TPFA{Int64}(368, 278, 1), TPFA{Int64}(369, 279, 1), TPFA{Int64}(370, 280, 1), TPFA{Int64}(371, 281, 1), TPFA{Int64}(372, 282, 1), TPFA{Int64}(373, 283, 1), TPFA{Int64}(374, 284, 1), TPFA{Int64}(375, 285, 1), TPFA{Int64}(376, 286, 1), TPFA{Int64}(377, 287, 1), TPFA{Int64}(378, 288, 1), TPFA{Int64}(379, 289, 1), TPFA{Int64}(380, 290, 1), TPFA{Int64}(381, 291, 1), TPFA{Int64}(382, 292, 1), TPFA{Int64}(383, 293, 1), TPFA{Int64}(384, 294, 1), TPFA{Int64}(385, 295, 1), TPFA{Int64}(386, 296, 1), TPFA{Int64}(387, 297, 1), TPFA{Int64}(388, 298, 1), TPFA{Int64}(389, 299, 1), TPFA{Int64}(390, 300, 1), TPFA{Int64}(391, 301, 1), TPFA{Int64}(392, 302, 1), TPFA{Int64}(393, 303, 1), TPFA{Int64}(394, 304, 1), TPFA{Int64}(395, 305, 1), TPFA{Int64}(396, 306, 1), TPFA{Int64}(397, 307, 1), TPFA{Int64}(398, 308, 1), TPFA{Int64}(399, 309, 1), TPFA{Int64}(400, 310, 1), TPFA{Int64}(401, 311, 1), TPFA{Int64}(402, 312, 1), TPFA{Int64}(403, 313, 1), TPFA{Int64}(404, 314, 1), TPFA{Int64}(405, 315, 1), TPFA{Int64}(406, 316, 1), TPFA{Int64}(407, 317, 1), TPFA{Int64}(408, 318, 1), TPFA{Int64}(409, 319, 1), TPFA{Int64}(410, 320, 1), TPFA{Int64}(411, 321, 1), TPFA{Int64}(412, 322, 1), TPFA{Int64}(413, 323, 1), TPFA{Int64}(414, 324, 1), TPFA{Int64}(415, 325, 1), TPFA{Int64}(416, 326, 1), TPFA{Int64}(417, 327, 1), TPFA{Int64}(418, 328, 1), TPFA{Int64}(419, 329, 1), TPFA{Int64}(420, 330, 1), TPFA{Int64}(421, 331, 1), TPFA{Int64}(422, 332, 1), TPFA{Int64}(423, 333, 1), TPFA{Int64}(424, 334, 1), TPFA{Int64}(425, 335, 1), TPFA{Int64}(426, 336, 1), TPFA{Int64}(427, 337, 1), TPFA{Int64}(428, 338, 1), TPFA{Int64}(429, 339, 1), TPFA{Int64}(430, 340, 1), TPFA{Int64}(431, 341, 1), TPFA{Int64}(432, 342, 1), TPFA{Int64}(433, 343, 1), TPFA{Int64}(434, 344, 1), TPFA{Int64}(435, 345, 1), TPFA{Int64}(436, 346, 1), TPFA{Int64}(437, 347, 1), TPFA{Int64}(438, 348, 1), TPFA{Int64}(439, 349, 1), TPFA{Int64}(440, 350, 1), TPFA{Int64}(441, 351, 1), TPFA{Int64}(442, 352, 1), TPFA{Int64}(443, 353, 1), TPFA{Int64}(444, 354, 1), TPFA{Int64}(445, 355, 1), TPFA{Int64}(446, 356, 1), TPFA{Int64}(447, 357, 1), TPFA{Int64}(448, 358, 1), TPFA{Int64}(449, 359, 1), TPFA{Int64}(450, 360, 1), TPFA{Int64}(451, 361, 1), TPFA{Int64}(452, 362, 1), TPFA{Int64}(453, 363, 1), TPFA{Int64}(454, 364, 1), TPFA{Int64}(455, 365, 1), TPFA{Int64}(456, 366, 1), TPFA{Int64}(457, 367, 1), TPFA{Int64}(458, 368, 1), TPFA{Int64}(459, 369, 1), TPFA{Int64}(460, 370, 1), TPFA{Int64}(461, 371, 1), TPFA{Int64}(462, 372, 1), TPFA{Int64}(463, 373, 1), TPFA{Int64}(464, 374, 1), TPFA{Int64}(465, 375, 1), TPFA{Int64}(466, 376, 1), TPFA{Int64}(467, 377, 1), TPFA{Int64}(468, 378, 1), TPFA{Int64}(469, 379, 1), TPFA{Int64}(470, 380, 1), TPFA{Int64}(471, 381, 1), TPFA{Int64}(472, 382, 1), TPFA{Int64}(473, 383, 1), TPFA{Int64}(474, 384, 1), TPFA{Int64}(475, 385, 1), TPFA{Int64}(476, 386, 1), TPFA{Int64}(477, 387, 1), TPFA{Int64}(478, 388, 1), TPFA{Int64}(479, 389, 1), TPFA{Int64}(480, 390, 1), TPFA{Int64}(481, 391, 1), TPFA{Int64}(482, 392, 1), TPFA{Int64}(483, 393, 1), TPFA{Int64}(484, 394, 1), TPFA{Int64}(485, 395, 1), TPFA{Int64}(486, 396, 1), TPFA{Int64}(487, 397, 1), TPFA{Int64}(488, 398, 1), TPFA{Int64}(489, 399, 1), TPFA{Int64}(490, 400, 1), TPFA{Int64}(491, 401, 1), TPFA{Int64}(492, 402, 1), TPFA{Int64}(493, 403, 1), TPFA{Int64}(494, 404, 1), TPFA{Int64}(495, 405, 1), TPFA{Int64}(496, 406, 1), TPFA{Int64}(497, 407, 1), TPFA{Int64}(498, 408, 1), TPFA{Int64}(499, 409, 1), TPFA{Int64}(500, 410, 1), TPFA{Int64}(501, 411, 1), TPFA{Int64}(502, 412, 1), TPFA{Int64}(503, 413, 1), TPFA{Int64}(504, 414, 1), TPFA{Int64}(505, 415, 1), TPFA{Int64}(506, 416, 1), TPFA{Int64}(507, 417, 1), TPFA{Int64}(508, 418, 1), TPFA{Int64}(509, 419, 1), TPFA{Int64}(510, 420, 1), TPFA{Int64}(511, 421, 1), TPFA{Int64}(512, 422, 1), TPFA{Int64}(513, 423, 1), TPFA{Int64}(514, 424, 1), TPFA{Int64}(515, 425, 1), TPFA{Int64}(516, 426, 1), TPFA{Int64}(517, 427, 1), TPFA{Int64}(518, 428, 1), TPFA{Int64}(519, 429, 1), TPFA{Int64}(520, 430, 1), TPFA{Int64}(521, 431, 1), TPFA{Int64}(522, 432, 1), TPFA{Int64}(523, 433, 1), TPFA{Int64}(524, 434, 1), TPFA{Int64}(525, 435, 1), TPFA{Int64}(526, 436, 1), TPFA{Int64}(527, 437, 1), TPFA{Int64}(528, 438, 1), TPFA{Int64}(529, 439, 1), TPFA{Int64}(530, 440, 1), TPFA{Int64}(531, 441, 1), TPFA{Int64}(532, 442, 1), TPFA{Int64}(533, 443, 1), TPFA{Int64}(534, 444, 1), TPFA{Int64}(535, 445, 1), TPFA{Int64}(536, 446, 1), TPFA{Int64}(537, 447, 1), TPFA{Int64}(538, 448, 1), TPFA{Int64}(539, 449, 1), TPFA{Int64}(540, 450, 1), TPFA{Int64}(541, 451, 1), TPFA{Int64}(542, 452, 1), TPFA{Int64}(543, 453, 1), TPFA{Int64}(544, 454, 1), TPFA{Int64}(545, 455, 1), TPFA{Int64}(546, 456, 1), TPFA{Int64}(547, 457, 1), TPFA{Int64}(548, 458, 1), TPFA{Int64}(549, 459, 1), TPFA{Int64}(550, 460, 1), TPFA{Int64}(551, 461, 1), TPFA{Int64}(552, 462, 1), TPFA{Int64}(553, 463, 1), TPFA{Int64}(554, 464, 1), TPFA{Int64}(555, 465, 1), TPFA{Int64}(556, 466, 1), TPFA{Int64}(557, 467, 1), TPFA{Int64}(558, 468, 1), TPFA{Int64}(559, 469, 1), TPFA{Int64}(560, 470, 1), TPFA{Int64}(561, 471, 1), TPFA{Int64}(562, 472, 1), TPFA{Int64}(563, 473, 1), TPFA{Int64}(564, 474, 1), TPFA{Int64}(565, 475, 1), TPFA{Int64}(566, 476, 1), TPFA{Int64}(567, 477, 1), TPFA{Int64}(568, 478, 1), TPFA{Int64}(569, 479, 1), TPFA{Int64}(570, 480, 1), TPFA{Int64}(571, 481, 1), TPFA{Int64}(572, 482, 1), TPFA{Int64}(573, 483, 1), TPFA{Int64}(574, 484, 1), TPFA{Int64}(575, 485, 1), TPFA{Int64}(576, 486, 1), TPFA{Int64}(577, 487, 1), TPFA{Int64}(578, 488, 1), TPFA{Int64}(579, 489, 1), TPFA{Int64}(580, 490, 1), TPFA{Int64}(581, 491, 1), TPFA{Int64}(582, 492, 1), TPFA{Int64}(583, 493, 1), TPFA{Int64}(584, 494, 1), TPFA{Int64}(585, 495, 1), TPFA{Int64}(586, 496, 1), TPFA{Int64}(587, 497, 1), TPFA{Int64}(588, 498, 1), TPFA{Int64}(589, 499, 1), TPFA{Int64}(590, 500, 1), TPFA{Int64}(591, 501, 1), TPFA{Int64}(592, 502, 1), TPFA{Int64}(593, 503, 1), TPFA{Int64}(594, 504, 1), TPFA{Int64}(595, 505, 1), TPFA{Int64}(596, 506, 1), TPFA{Int64}(597, 507, 1), TPFA{Int64}(598, 508, 1), TPFA{Int64}(599, 509, 1), TPFA{Int64}(600, 510, 1), TPFA{Int64}(601, 511, 1), TPFA{Int64}(602, 512, 1), TPFA{Int64}(603, 513, 1), TPFA{Int64}(604, 514, 1), TPFA{Int64}(605, 515, 1), TPFA{Int64}(606, 516, 1), TPFA{Int64}(607, 517, 1), TPFA{Int64}(608, 518, 1), TPFA{Int64}(609, 519, 1), TPFA{Int64}(610, 520, 1), TPFA{Int64}(611, 521, 1), TPFA{Int64}(612, 522, 1), TPFA{Int64}(613, 523, 1), TPFA{Int64}(614, 524, 1), TPFA{Int64}(615, 525, 1), TPFA{Int64}(616, 526, 1), TPFA{Int64}(617, 527, 1), TPFA{Int64}(618, 528, 1), TPFA{Int64}(619, 529, 1), TPFA{Int64}(620, 530, 1), TPFA{Int64}(621, 531, 1), TPFA{Int64}(622, 532, 1), TPFA{Int64}(623, 533, 1), TPFA{Int64}(624, 534, 1), TPFA{Int64}(625, 535, 1), TPFA{Int64}(626, 536, 1), TPFA{Int64}(627, 537, 1), TPFA{Int64}(628, 538, 1), TPFA{Int64}(629, 539, 1), TPFA{Int64}(630, 540, 1), TPFA{Int64}(631, 541, 1), TPFA{Int64}(632, 542, 1), TPFA{Int64}(633, 543, 1), TPFA{Int64}(634, 544, 1), TPFA{Int64}(635, 545, 1), TPFA{Int64}(636, 546, 1), TPFA{Int64}(637, 547, 1), TPFA{Int64}(638, 548, 1), TPFA{Int64}(639, 549, 1), TPFA{Int64}(640, 550, 1), TPFA{Int64}(641, 551, 1), TPFA{Int64}(642, 552, 1), TPFA{Int64}(643, 553, 1), TPFA{Int64}(644, 554, 1), TPFA{Int64}(645, 555, 1), TPFA{Int64}(646, 556, 1), TPFA{Int64}(647, 557, 1), TPFA{Int64}(648, 558, 1), TPFA{Int64}(649, 559, 1), TPFA{Int64}(650, 560, 1), TPFA{Int64}(651, 561, 1), TPFA{Int64}(652, 562, 1), TPFA{Int64}(653, 563, 1), TPFA{Int64}(654, 564, 1), TPFA{Int64}(655, 565, 1), TPFA{Int64}(656, 566, 1), TPFA{Int64}(657, 567, 1), TPFA{Int64}(658, 568, 1), TPFA{Int64}(659, 569, 1), TPFA{Int64}(660, 570, 1), TPFA{Int64}(661, 571, 1), TPFA{Int64}(662, 572, 1), TPFA{Int64}(663, 573, 1), TPFA{Int64}(664, 574, 1), TPFA{Int64}(665, 575, 1), TPFA{Int64}(666, 576, 1), TPFA{Int64}(667, 577, 1), TPFA{Int64}(668, 578, 1), TPFA{Int64}(669, 579, 1), TPFA{Int64}(670, 580, 1), TPFA{Int64}(671, 581, 1), TPFA{Int64}(672, 582, 1), TPFA{Int64}(673, 583, 1), TPFA{Int64}(674, 584, 1), TPFA{Int64}(675, 585, 1), TPFA{Int64}(676, 586, 1), TPFA{Int64}(677, 587, 1), TPFA{Int64}(678, 588, 1), TPFA{Int64}(679, 589, 1), TPFA{Int64}(680, 590, 1), TPFA{Int64}(681, 591, 1), TPFA{Int64}(682, 592, 1), TPFA{Int64}(683, 593, 1), TPFA{Int64}(684, 594, 1), TPFA{Int64}(685, 595, 1), TPFA{Int64}(686, 596, 1), TPFA{Int64}(687, 597, 1), TPFA{Int64}(688, 598, 1), TPFA{Int64}(689, 599, 1), TPFA{Int64}(690, 600, 1), TPFA{Int64}(691, 601, 1), TPFA{Int64}(692, 602, 1), TPFA{Int64}(693, 603, 1), TPFA{Int64}(694, 604, 1), TPFA{Int64}(695, 605, 1), TPFA{Int64}(696, 606, 1), TPFA{Int64}(697, 607, 1), TPFA{Int64}(698, 608, 1), TPFA{Int64}(699, 609, 1), TPFA{Int64}(700, 610, 1), TPFA{Int64}(701, 611, 1), TPFA{Int64}(702, 612, 1), TPFA{Int64}(703, 613, 1), TPFA{Int64}(704, 614, 1), TPFA{Int64}(705, 615, 1), TPFA{Int64}(706, 616, 1), TPFA{Int64}(707, 617, 1), TPFA{Int64}(708, 618, 1), TPFA{Int64}(709, 619, 1), TPFA{Int64}(710, 620, 1), TPFA{Int64}(711, 621, 1), TPFA{Int64}(712, 622, 1), TPFA{Int64}(713, 623, 1), TPFA{Int64}(714, 624, 1), TPFA{Int64}(715, 625, 1), TPFA{Int64}(716, 626, 1), TPFA{Int64}(717, 627, 1), TPFA{Int64}(718, 628, 1), TPFA{Int64}(719, 629, 1), TPFA{Int64}(720, 630, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(6, 7, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(9, 10, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(15, 16, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(18, 19, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(24, 25, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(27, 28, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(33, 34, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(36, 37, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(42, 43, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(45, 46, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(51, 52, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(54, 55, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(60, 61, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(63, 64, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(69, 70, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(72, 73, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(78, 79, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(81, 82, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(87, 88, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(96, 97, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(99, 100, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(105, 106, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(108, 109, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(114, 115, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(117, 118, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(123, 124, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(126, 127, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(132, 133, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(135, 136, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(141, 142, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(144, 145, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(150, 151, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(153, 154, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(159, 160, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(162, 163, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(168, 169, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(171, 172, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(177, 178, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(186, 187, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(189, 190, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(195, 196, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(198, 199, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(204, 205, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(207, 208, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(213, 214, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(216, 217, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(222, 223, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(225, 226, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(231, 232, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(234, 235, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(240, 241, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(243, 244, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(249, 250, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(252, 253, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(258, 259, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(261, 262, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(267, 268, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(276, 277, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(279, 280, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(285, 286, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(288, 289, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(294, 295, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(297, 298, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(303, 304, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(306, 307, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(312, 313, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(315, 316, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(321, 322, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(324, 325, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(330, 331, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(333, 334, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(339, 340, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(342, 343, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(348, 349, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(351, 352, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(357, 358, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(366, 367, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(369, 370, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(375, 376, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(378, 379, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(384, 385, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(387, 388, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(393, 394, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(396, 397, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(402, 403, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(405, 406, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(411, 412, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(414, 415, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(420, 421, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(423, 424, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(429, 430, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(432, 433, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(438, 439, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(441, 442, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(447, 448, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(456, 457, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(459, 460, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(465, 466, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(468, 469, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(474, 475, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(477, 478, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(481, 482, 1), TPFA{Int64}(482, 483, 1), TPFA{Int64}(483, 484, 1), TPFA{Int64}(484, 485, 1), TPFA{Int64}(485, 486, 1), TPFA{Int64}(486, 487, 1), TPFA{Int64}(487, 488, 1), TPFA{Int64}(488, 489, 1), TPFA{Int64}(490, 491, 1), TPFA{Int64}(491, 492, 1), TPFA{Int64}(492, 493, 1), TPFA{Int64}(493, 494, 1), TPFA{Int64}(494, 495, 1), TPFA{Int64}(495, 496, 1), TPFA{Int64}(496, 497, 1), TPFA{Int64}(497, 498, 1), TPFA{Int64}(499, 500, 1), TPFA{Int64}(500, 501, 1), TPFA{Int64}(501, 502, 1), TPFA{Int64}(502, 503, 1), TPFA{Int64}(503, 504, 1), TPFA{Int64}(504, 505, 1), TPFA{Int64}(505, 506, 1), TPFA{Int64}(506, 507, 1), TPFA{Int64}(508, 509, 1), TPFA{Int64}(509, 510, 1), TPFA{Int64}(510, 511, 1), TPFA{Int64}(511, 512, 1), TPFA{Int64}(512, 513, 1), TPFA{Int64}(513, 514, 1), TPFA{Int64}(514, 515, 1), TPFA{Int64}(515, 516, 1), TPFA{Int64}(517, 518, 1), TPFA{Int64}(518, 519, 1), TPFA{Int64}(519, 520, 1), TPFA{Int64}(520, 521, 1), TPFA{Int64}(521, 522, 1), TPFA{Int64}(522, 523, 1), TPFA{Int64}(523, 524, 1), TPFA{Int64}(524, 525, 1), TPFA{Int64}(526, 527, 1), TPFA{Int64}(527, 528, 1), TPFA{Int64}(528, 529, 1), TPFA{Int64}(529, 530, 1), TPFA{Int64}(530, 531, 1), TPFA{Int64}(531, 532, 1), TPFA{Int64}(532, 533, 1), TPFA{Int64}(533, 534, 1), TPFA{Int64}(535, 536, 1), TPFA{Int64}(536, 537, 1), TPFA{Int64}(537, 538, 1), TPFA{Int64}(538, 539, 1), TPFA{Int64}(539, 540, 1), TPFA{Int64}(541, 542, 1), TPFA{Int64}(542, 543, 1), TPFA{Int64}(544, 545, 1), TPFA{Int64}(545, 546, 1), TPFA{Int64}(546, 547, 1), TPFA{Int64}(547, 548, 1), TPFA{Int64}(548, 549, 1), TPFA{Int64}(549, 550, 1), TPFA{Int64}(550, 551, 1), TPFA{Int64}(551, 552, 1), TPFA{Int64}(553, 554, 1), TPFA{Int64}(554, 555, 1), TPFA{Int64}(555, 556, 1), TPFA{Int64}(556, 557, 1), TPFA{Int64}(557, 558, 1), TPFA{Int64}(558, 559, 1), TPFA{Int64}(559, 560, 1), TPFA{Int64}(560, 561, 1), TPFA{Int64}(562, 563, 1), TPFA{Int64}(563, 564, 1), TPFA{Int64}(564, 565, 1), TPFA{Int64}(565, 566, 1), TPFA{Int64}(566, 567, 1), TPFA{Int64}(567, 568, 1), TPFA{Int64}(568, 569, 1), TPFA{Int64}(569, 570, 1), TPFA{Int64}(571, 572, 1), TPFA{Int64}(572, 573, 1), TPFA{Int64}(573, 574, 1), TPFA{Int64}(574, 575, 1), TPFA{Int64}(575, 576, 1), TPFA{Int64}(576, 577, 1), TPFA{Int64}(577, 578, 1), TPFA{Int64}(578, 579, 1), TPFA{Int64}(580, 581, 1), TPFA{Int64}(581, 582, 1), TPFA{Int64}(582, 583, 1), TPFA{Int64}(583, 584, 1), TPFA{Int64}(584, 585, 1), TPFA{Int64}(585, 586, 1), TPFA{Int64}(586, 587, 1), TPFA{Int64}(587, 588, 1), TPFA{Int64}(589, 590, 1), TPFA{Int64}(590, 591, 1), TPFA{Int64}(591, 592, 1), TPFA{Int64}(592, 593, 1), TPFA{Int64}(593, 594, 1), TPFA{Int64}(594, 595, 1), TPFA{Int64}(595, 596, 1), TPFA{Int64}(596, 597, 1), TPFA{Int64}(598, 599, 1), TPFA{Int64}(599, 600, 1), TPFA{Int64}(600, 601, 1), TPFA{Int64}(601, 602, 1), TPFA{Int64}(602, 603, 1), TPFA{Int64}(603, 604, 1), TPFA{Int64}(604, 605, 1), TPFA{Int64}(605, 606, 1), TPFA{Int64}(607, 608, 1), TPFA{Int64}(608, 609, 1), TPFA{Int64}(609, 610, 1), TPFA{Int64}(610, 611, 1), TPFA{Int64}(611, 612, 1), TPFA{Int64}(612, 613, 1), TPFA{Int64}(613, 614, 1), TPFA{Int64}(614, 615, 1), TPFA{Int64}(616, 617, 1), TPFA{Int64}(617, 618, 1), TPFA{Int64}(618, 619, 1), TPFA{Int64}(619, 620, 1), TPFA{Int64}(620, 621, 1), TPFA{Int64}(621, 622, 1), TPFA{Int64}(622, 623, 1), TPFA{Int64}(623, 624, 1), TPFA{Int64}(625, 626, 1), TPFA{Int64}(626, 627, 1), TPFA{Int64}(627, 628, 1), TPFA{Int64}(628, 629, 1), TPFA{Int64}(629, 630, 1), TPFA{Int64}(631, 632, 1), TPFA{Int64}(632, 633, 1), TPFA{Int64}(634, 635, 1), TPFA{Int64}(635, 636, 1), TPFA{Int64}(636, 637, 1), TPFA{Int64}(637, 638, 1), TPFA{Int64}(638, 639, 1), TPFA{Int64}(639, 640, 1), TPFA{Int64}(640, 641, 1), TPFA{Int64}(641, 642, 1), TPFA{Int64}(643, 644, 1), TPFA{Int64}(644, 645, 1), TPFA{Int64}(645, 646, 1), TPFA{Int64}(646, 647, 1), TPFA{Int64}(647, 648, 1), TPFA{Int64}(648, 649, 1), TPFA{Int64}(649, 650, 1), TPFA{Int64}(650, 651, 1), TPFA{Int64}(652, 653, 1), TPFA{Int64}(653, 654, 1), TPFA{Int64}(654, 655, 1), TPFA{Int64}(655, 656, 1), TPFA{Int64}(656, 657, 1), TPFA{Int64}(657, 658, 1), TPFA{Int64}(658, 659, 1), TPFA{Int64}(659, 660, 1), TPFA{Int64}(661, 662, 1), TPFA{Int64}(662, 663, 1), TPFA{Int64}(663, 664, 1), TPFA{Int64}(664, 665, 1), TPFA{Int64}(665, 666, 1), TPFA{Int64}(666, 667, 1), TPFA{Int64}(667, 668, 1), TPFA{Int64}(668, 669, 1), TPFA{Int64}(670, 671, 1), TPFA{Int64}(671, 672, 1), TPFA{Int64}(672, 673, 1), TPFA{Int64}(673, 674, 1), TPFA{Int64}(674, 675, 1), TPFA{Int64}(675, 676, 1), TPFA{Int64}(676, 677, 1), TPFA{Int64}(677, 678, 1), TPFA{Int64}(679, 680, 1), TPFA{Int64}(680, 681, 1), TPFA{Int64}(681, 682, 1), TPFA{Int64}(682, 683, 1), TPFA{Int64}(683, 684, 1), TPFA{Int64}(684, 685, 1), TPFA{Int64}(685, 686, 1), TPFA{Int64}(686, 687, 1), TPFA{Int64}(688, 689, 1), TPFA{Int64}(689, 690, 1), TPFA{Int64}(690, 691, 1), TPFA{Int64}(691, 692, 1), TPFA{Int64}(692, 693, 1), TPFA{Int64}(693, 694, 1), TPFA{Int64}(694, 695, 1), TPFA{Int64}(695, 696, 1), TPFA{Int64}(697, 698, 1), TPFA{Int64}(698, 699, 1), TPFA{Int64}(699, 700, 1), TPFA{Int64}(700, 701, 1), TPFA{Int64}(701, 702, 1), TPFA{Int64}(702, 703, 1), TPFA{Int64}(703, 704, 1), TPFA{Int64}(704, 705, 1), TPFA{Int64}(706, 707, 1), TPFA{Int64}(707, 708, 1), TPFA{Int64}(708, 709, 1), TPFA{Int64}(709, 710, 1), TPFA{Int64}(710, 711, 1), TPFA{Int64}(711, 712, 1), TPFA{Int64}(712, 713, 1), TPFA{Int64}(713, 714, 1), TPFA{Int64}(715, 716, 1), TPFA{Int64}(716, 717, 1), TPFA{Int64}(717, 718, 1), TPFA{Int64}(718, 719, 1), TPFA{Int64}(719, 720, 1), TPFA{Int64}(739, 1351, 1), TPFA{Int64}(740, 1352, 1), TPFA{Int64}(741, 1353, 1), TPFA{Int64}(742, 1354, 1), TPFA{Int64}(743, 1355, 1), TPFA{Int64}(744, 1356, 1), TPFA{Int64}(745, 1357, 1), TPFA{Int64}(746, 1358, 1), TPFA{Int64}(747, 1359, 1), TPFA{Int64}(748, 1360, 1), TPFA{Int64}(749, 1361, 1), TPFA{Int64}(750, 1362, 1), TPFA{Int64}(751, 1363, 1), TPFA{Int64}(752, 1364, 1), TPFA{Int64}(753, 1365, 1), TPFA{Int64}(754, 1366, 1), TPFA{Int64}(755, 1367, 1), TPFA{Int64}(756, 1368, 1), TPFA{Int64}(757, 1369, 1), TPFA{Int64}(758, 1370, 1), TPFA{Int64}(759, 1371, 1), TPFA{Int64}(760, 1372, 1), TPFA{Int64}(761, 1373, 1), TPFA{Int64}(762, 1374, 1), TPFA{Int64}(763, 1375, 1), TPFA{Int64}(764, 1376, 1), TPFA{Int64}(765, 1377, 1), TPFA{Int64}(766, 1378, 1), TPFA{Int64}(767, 1379, 1), TPFA{Int64}(768, 1380, 1), TPFA{Int64}(769, 1381, 1), TPFA{Int64}(770, 1382, 1), TPFA{Int64}(771, 1383, 1), TPFA{Int64}(772, 1384, 1), TPFA{Int64}(773, 1385, 1), TPFA{Int64}(774, 1386, 1), TPFA{Int64}(775, 1387, 1), TPFA{Int64}(776, 1388, 1), TPFA{Int64}(777, 1389, 1), TPFA{Int64}(778, 1390, 1), TPFA{Int64}(779, 1391, 1), TPFA{Int64}(780, 1392, 1), TPFA{Int64}(781, 1393, 1), TPFA{Int64}(782, 1394, 1), TPFA{Int64}(783, 1395, 1), TPFA{Int64}(784, 1396, 1), TPFA{Int64}(785, 1397, 1), TPFA{Int64}(786, 1398, 1), TPFA{Int64}(787, 1399, 1), TPFA{Int64}(788, 1400, 1), TPFA{Int64}(789, 1401, 1), TPFA{Int64}(790, 1402, 1), TPFA{Int64}(791, 1403, 1), TPFA{Int64}(792, 1404, 1), TPFA{Int64}(793, 1405, 1), TPFA{Int64}(794, 1406, 1), TPFA{Int64}(795, 1407, 1), TPFA{Int64}(796, 1408, 1), TPFA{Int64}(797, 1409, 1), TPFA{Int64}(798, 1410, 1), TPFA{Int64}(799, 1411, 1), TPFA{Int64}(800, 1412, 1), TPFA{Int64}(801, 1413, 1), TPFA{Int64}(802, 1414, 1), TPFA{Int64}(803, 1415, 1), TPFA{Int64}(804, 1416, 1), TPFA{Int64}(805, 1417, 1), TPFA{Int64}(806, 1418, 1), TPFA{Int64}(807, 1419, 1), TPFA{Int64}(808, 1420, 1), TPFA{Int64}(809, 1421, 1), TPFA{Int64}(810, 1422, 1), TPFA{Int64}(811, 721, 1), TPFA{Int64}(812, 722, 1), TPFA{Int64}(813, 723, 1), TPFA{Int64}(814, 724, 1), TPFA{Int64}(815, 725, 1), TPFA{Int64}(816, 726, 1), TPFA{Int64}(817, 727, 1), TPFA{Int64}(818, 728, 1), TPFA{Int64}(819, 729, 1), TPFA{Int64}(820, 730, 1), TPFA{Int64}(821, 731, 1), TPFA{Int64}(822, 732, 1), TPFA{Int64}(823, 733, 1), TPFA{Int64}(824, 734, 1), TPFA{Int64}(825, 735, 1), TPFA{Int64}(826, 736, 1), TPFA{Int64}(827, 737, 1), TPFA{Int64}(828, 738, 1), TPFA{Int64}(829, 739, 1), TPFA{Int64}(830, 740, 1), TPFA{Int64}(831, 741, 1), TPFA{Int64}(832, 742, 1), TPFA{Int64}(833, 743, 1), TPFA{Int64}(834, 744, 1), TPFA{Int64}(835, 745, 1), TPFA{Int64}(836, 746, 1), TPFA{Int64}(837, 747, 1), TPFA{Int64}(838, 748, 1), TPFA{Int64}(839, 749, 1), TPFA{Int64}(840, 750, 1), TPFA{Int64}(841, 751, 1), TPFA{Int64}(842, 752, 1), TPFA{Int64}(843, 753, 1), TPFA{Int64}(844, 754, 1), TPFA{Int64}(845, 755, 1), TPFA{Int64}(846, 756, 1), TPFA{Int64}(847, 757, 1), TPFA{Int64}(848, 758, 1), TPFA{Int64}(849, 759, 1), TPFA{Int64}(850, 760, 1), TPFA{Int64}(851, 761, 1), TPFA{Int64}(852, 762, 1), TPFA{Int64}(853, 763, 1), TPFA{Int64}(854, 764, 1), TPFA{Int64}(855, 765, 1), TPFA{Int64}(856, 766, 1), TPFA{Int64}(857, 767, 1), TPFA{Int64}(858, 768, 1), TPFA{Int64}(859, 769, 1), TPFA{Int64}(860, 770, 1), TPFA{Int64}(861, 771, 1), TPFA{Int64}(862, 772, 1), TPFA{Int64}(863, 773, 1), TPFA{Int64}(864, 774, 1), TPFA{Int64}(865, 775, 1), TPFA{Int64}(866, 776, 1), TPFA{Int64}(867, 777, 1), TPFA{Int64}(868, 778, 1), TPFA{Int64}(869, 779, 1), TPFA{Int64}(870, 780, 1), TPFA{Int64}(871, 781, 1), TPFA{Int64}(872, 782, 1), TPFA{Int64}(873, 783, 1), TPFA{Int64}(874, 784, 1), TPFA{Int64}(875, 785, 1), TPFA{Int64}(876, 786, 1), TPFA{Int64}(877, 787, 1), TPFA{Int64}(878, 788, 1), TPFA{Int64}(879, 789, 1), TPFA{Int64}(880, 790, 1), TPFA{Int64}(881, 791, 1), TPFA{Int64}(882, 792, 1), TPFA{Int64}(883, 793, 1), TPFA{Int64}(884, 794, 1), TPFA{Int64}(885, 795, 1), TPFA{Int64}(886, 796, 1), TPFA{Int64}(887, 797, 1), TPFA{Int64}(888, 798, 1), TPFA{Int64}(889, 799, 1), TPFA{Int64}(890, 800, 1), TPFA{Int64}(891, 801, 1), TPFA{Int64}(892, 802, 1), TPFA{Int64}(893, 803, 1), TPFA{Int64}(894, 804, 1), TPFA{Int64}(895, 805, 1), TPFA{Int64}(896, 806, 1), TPFA{Int64}(897, 807, 1), TPFA{Int64}(898, 808, 1), TPFA{Int64}(899, 809, 1), TPFA{Int64}(900, 810, 1), TPFA{Int64}(901, 811, 1), TPFA{Int64}(902, 812, 1), TPFA{Int64}(903, 813, 1), TPFA{Int64}(904, 814, 1), TPFA{Int64}(905, 815, 1), TPFA{Int64}(906, 816, 1), TPFA{Int64}(907, 817, 1), TPFA{Int64}(908, 818, 1), TPFA{Int64}(909, 819, 1), TPFA{Int64}(910, 820, 1), TPFA{Int64}(911, 821, 1), TPFA{Int64}(912, 822, 1), TPFA{Int64}(913, 823, 1), TPFA{Int64}(914, 824, 1), TPFA{Int64}(915, 825, 1), TPFA{Int64}(916, 826, 1), TPFA{Int64}(917, 827, 1), TPFA{Int64}(918, 828, 1), TPFA{Int64}(919, 829, 1), TPFA{Int64}(920, 830, 1), TPFA{Int64}(921, 831, 1), TPFA{Int64}(922, 832, 1), TPFA{Int64}(923, 833, 1), TPFA{Int64}(924, 834, 1), TPFA{Int64}(925, 835, 1), TPFA{Int64}(926, 836, 1), TPFA{Int64}(927, 837, 1), TPFA{Int64}(928, 838, 1), TPFA{Int64}(929, 839, 1), TPFA{Int64}(930, 840, 1), TPFA{Int64}(931, 841, 1), TPFA{Int64}(932, 842, 1), TPFA{Int64}(933, 843, 1), TPFA{Int64}(934, 844, 1), TPFA{Int64}(935, 845, 1), TPFA{Int64}(936, 846, 1), TPFA{Int64}(937, 847, 1), TPFA{Int64}(938, 848, 1), TPFA{Int64}(939, 849, 1), TPFA{Int64}(940, 850, 1), TPFA{Int64}(941, 851, 1), TPFA{Int64}(942, 852, 1), TPFA{Int64}(943, 853, 1), TPFA{Int64}(944, 854, 1), TPFA{Int64}(945, 855, 1), TPFA{Int64}(946, 856, 1), TPFA{Int64}(947, 857, 1), TPFA{Int64}(948, 858, 1), TPFA{Int64}(949, 859, 1), TPFA{Int64}(950, 860, 1), TPFA{Int64}(951, 861, 1), TPFA{Int64}(952, 862, 1), TPFA{Int64}(953, 863, 1), TPFA{Int64}(954, 864, 1), TPFA{Int64}(955, 865, 1), TPFA{Int64}(956, 866, 1), TPFA{Int64}(957, 867, 1), TPFA{Int64}(958, 868, 1), TPFA{Int64}(959, 869, 1), TPFA{Int64}(960, 870, 1), TPFA{Int64}(961, 871, 1), TPFA{Int64}(962, 872, 1), TPFA{Int64}(963, 873, 1), TPFA{Int64}(964, 874, 1), TPFA{Int64}(965, 875, 1), TPFA{Int64}(966, 876, 1), TPFA{Int64}(967, 877, 1), TPFA{Int64}(968, 878, 1), TPFA{Int64}(969, 879, 1), TPFA{Int64}(970, 880, 1), TPFA{Int64}(971, 881, 1), TPFA{Int64}(972, 882, 1), TPFA{Int64}(973, 883, 1), TPFA{Int64}(974, 884, 1), TPFA{Int64}(975, 885, 1), TPFA{Int64}(976, 886, 1), TPFA{Int64}(977, 887, 1), TPFA{Int64}(978, 888, 1), TPFA{Int64}(979, 889, 1), TPFA{Int64}(980, 890, 1), TPFA{Int64}(981, 891, 1), TPFA{Int64}(982, 892, 1), TPFA{Int64}(983, 893, 1), TPFA{Int64}(984, 894, 1), TPFA{Int64}(985, 895, 1), TPFA{Int64}(986, 896, 1), TPFA{Int64}(987, 897, 1), TPFA{Int64}(988, 898, 1), TPFA{Int64}(989, 899, 1), TPFA{Int64}(990, 900, 1), TPFA{Int64}(991, 901, 1), TPFA{Int64}(992, 902, 1), TPFA{Int64}(993, 903, 1), TPFA{Int64}(994, 904, 1), TPFA{Int64}(995, 905, 1), TPFA{Int64}(996, 906, 1), TPFA{Int64}(997, 907, 1), TPFA{Int64}(998, 908, 1), TPFA{Int64}(999, 909, 1), TPFA{Int64}(1000, 910, 1), TPFA{Int64}(1001, 911, 1), TPFA{Int64}(1002, 912, 1), TPFA{Int64}(1003, 913, 1), TPFA{Int64}(1004, 914, 1), TPFA{Int64}(1005, 915, 1), TPFA{Int64}(1006, 916, 1), TPFA{Int64}(1007, 917, 1), TPFA{Int64}(1008, 918, 1), TPFA{Int64}(1009, 919, 1), TPFA{Int64}(1010, 920, 1), TPFA{Int64}(1011, 921, 1), TPFA{Int64}(1012, 922, 1), TPFA{Int64}(1013, 923, 1), TPFA{Int64}(1014, 924, 1), TPFA{Int64}(1015, 925, 1), TPFA{Int64}(1016, 926, 1), TPFA{Int64}(1017, 927, 1), TPFA{Int64}(1018, 928, 1), TPFA{Int64}(1019, 929, 1), TPFA{Int64}(1020, 930, 1), TPFA{Int64}(1021, 931, 1), TPFA{Int64}(1022, 932, 1), TPFA{Int64}(1023, 933, 1), TPFA{Int64}(1024, 934, 1), TPFA{Int64}(1025, 935, 1), TPFA{Int64}(1026, 936, 1), TPFA{Int64}(1027, 937, 1), TPFA{Int64}(1028, 938, 1), TPFA{Int64}(1029, 939, 1), TPFA{Int64}(1030, 940, 1), TPFA{Int64}(1031, 941, 1), TPFA{Int64}(1032, 942, 1), TPFA{Int64}(1033, 943, 1), TPFA{Int64}(1034, 944, 1), TPFA{Int64}(1035, 945, 1), TPFA{Int64}(1036, 946, 1), TPFA{Int64}(1037, 947, 1), TPFA{Int64}(1038, 948, 1), TPFA{Int64}(1039, 949, 1), TPFA{Int64}(1040, 950, 1), TPFA{Int64}(1041, 951, 1), TPFA{Int64}(1042, 952, 1), TPFA{Int64}(1043, 953, 1), TPFA{Int64}(1044, 954, 1), TPFA{Int64}(1045, 955, 1), TPFA{Int64}(1046, 956, 1), TPFA{Int64}(1047, 957, 1), TPFA{Int64}(1048, 958, 1), TPFA{Int64}(1049, 959, 1), TPFA{Int64}(1050, 960, 1), TPFA{Int64}(1051, 961, 1), TPFA{Int64}(1052, 962, 1), TPFA{Int64}(1053, 963, 1), TPFA{Int64}(1054, 964, 1), TPFA{Int64}(1055, 965, 1), TPFA{Int64}(1056, 966, 1), TPFA{Int64}(1057, 967, 1), TPFA{Int64}(1058, 968, 1), TPFA{Int64}(1059, 969, 1), TPFA{Int64}(1060, 970, 1), TPFA{Int64}(1061, 971, 1), TPFA{Int64}(1062, 972, 1), TPFA{Int64}(1063, 973, 1), TPFA{Int64}(1064, 974, 1), TPFA{Int64}(1065, 975, 1), TPFA{Int64}(1066, 976, 1), TPFA{Int64}(1067, 977, 1), TPFA{Int64}(1068, 978, 1), TPFA{Int64}(1069, 979, 1), TPFA{Int64}(1070, 980, 1), TPFA{Int64}(1071, 981, 1), TPFA{Int64}(1072, 982, 1), TPFA{Int64}(1073, 983, 1), TPFA{Int64}(1074, 984, 1), TPFA{Int64}(1075, 985, 1), TPFA{Int64}(1076, 986, 1), TPFA{Int64}(1077, 987, 1), TPFA{Int64}(1078, 988, 1), TPFA{Int64}(1079, 989, 1), TPFA{Int64}(1080, 990, 1), TPFA{Int64}(1081, 991, 1), TPFA{Int64}(1082, 992, 1), TPFA{Int64}(1083, 993, 1), TPFA{Int64}(1084, 994, 1), TPFA{Int64}(1085, 995, 1), TPFA{Int64}(1086, 996, 1), TPFA{Int64}(1087, 997, 1), TPFA{Int64}(1088, 998, 1), TPFA{Int64}(1089, 999, 1), TPFA{Int64}(1090, 1000, 1), TPFA{Int64}(1091, 1001, 1), TPFA{Int64}(1092, 1002, 1), TPFA{Int64}(1093, 1003, 1), TPFA{Int64}(1094, 1004, 1), TPFA{Int64}(1095, 1005, 1), TPFA{Int64}(1096, 1006, 1), TPFA{Int64}(1097, 1007, 1), TPFA{Int64}(1098, 1008, 1), TPFA{Int64}(1099, 1009, 1), TPFA{Int64}(1100, 1010, 1), TPFA{Int64}(1101, 1011, 1), TPFA{Int64}(1102, 1012, 1), TPFA{Int64}(1103, 1013, 1), TPFA{Int64}(1104, 1014, 1), TPFA{Int64}(1105, 1015, 1), TPFA{Int64}(1106, 1016, 1), TPFA{Int64}(1107, 1017, 1), TPFA{Int64}(1108, 1018, 1), TPFA{Int64}(1109, 1019, 1), TPFA{Int64}(1110, 1020, 1), TPFA{Int64}(1111, 1021, 1), TPFA{Int64}(1112, 1022, 1), TPFA{Int64}(1113, 1023, 1), TPFA{Int64}(1114, 1024, 1), TPFA{Int64}(1115, 1025, 1), TPFA{Int64}(1116, 1026, 1), TPFA{Int64}(1117, 1027, 1), TPFA{Int64}(1118, 1028, 1), TPFA{Int64}(1119, 1029, 1), TPFA{Int64}(1120, 1030, 1), TPFA{Int64}(1121, 1031, 1), TPFA{Int64}(1122, 1032, 1), TPFA{Int64}(1123, 1033, 1), TPFA{Int64}(1124, 1034, 1), TPFA{Int64}(1125, 1035, 1), TPFA{Int64}(1126, 1036, 1), TPFA{Int64}(1127, 1037, 1), TPFA{Int64}(1128, 1038, 1), TPFA{Int64}(1129, 1039, 1), TPFA{Int64}(1130, 1040, 1), TPFA{Int64}(1131, 1041, 1), TPFA{Int64}(1132, 1042, 1), TPFA{Int64}(1133, 1043, 1), TPFA{Int64}(1134, 1044, 1), TPFA{Int64}(1135, 1045, 1), TPFA{Int64}(1136, 1046, 1), TPFA{Int64}(1137, 1047, 1), TPFA{Int64}(1138, 1048, 1), TPFA{Int64}(1139, 1049, 1), TPFA{Int64}(1140, 1050, 1), TPFA{Int64}(1141, 1051, 1), TPFA{Int64}(1142, 1052, 1), TPFA{Int64}(1143, 1053, 1), TPFA{Int64}(1144, 1054, 1), TPFA{Int64}(1145, 1055, 1), TPFA{Int64}(1146, 1056, 1), TPFA{Int64}(1147, 1057, 1), TPFA{Int64}(1148, 1058, 1), TPFA{Int64}(1149, 1059, 1), TPFA{Int64}(1150, 1060, 1), TPFA{Int64}(1151, 1061, 1), TPFA{Int64}(1152, 1062, 1), TPFA{Int64}(1153, 1063, 1), TPFA{Int64}(1154, 1064, 1), TPFA{Int64}(1155, 1065, 1), TPFA{Int64}(1156, 1066, 1), TPFA{Int64}(1157, 1067, 1), TPFA{Int64}(1158, 1068, 1), TPFA{Int64}(1159, 1069, 1), TPFA{Int64}(1160, 1070, 1), TPFA{Int64}(1161, 1071, 1), TPFA{Int64}(1162, 1072, 1), TPFA{Int64}(1163, 1073, 1), TPFA{Int64}(1164, 1074, 1), TPFA{Int64}(1165, 1075, 1), TPFA{Int64}(1166, 1076, 1), TPFA{Int64}(1167, 1077, 1), TPFA{Int64}(1168, 1078, 1), TPFA{Int64}(1169, 1079, 1), TPFA{Int64}(1170, 1080, 1), TPFA{Int64}(1171, 1081, 1), TPFA{Int64}(1172, 1082, 1), TPFA{Int64}(1173, 1083, 1), TPFA{Int64}(1174, 1084, 1), TPFA{Int64}(1175, 1085, 1), TPFA{Int64}(1176, 1086, 1), TPFA{Int64}(1177, 1087, 1), TPFA{Int64}(1178, 1088, 1), TPFA{Int64}(1179, 1089, 1), TPFA{Int64}(1180, 1090, 1), TPFA{Int64}(1181, 1091, 1), TPFA{Int64}(1182, 1092, 1), TPFA{Int64}(1183, 1093, 1), TPFA{Int64}(1184, 1094, 1), TPFA{Int64}(1185, 1095, 1), TPFA{Int64}(1186, 1096, 1), TPFA{Int64}(1187, 1097, 1), TPFA{Int64}(1188, 1098, 1), TPFA{Int64}(1189, 1099, 1), TPFA{Int64}(1190, 1100, 1), TPFA{Int64}(1191, 1101, 1), TPFA{Int64}(1192, 1102, 1), TPFA{Int64}(1193, 1103, 1), TPFA{Int64}(1194, 1104, 1), TPFA{Int64}(1195, 1105, 1), TPFA{Int64}(1196, 1106, 1), TPFA{Int64}(1197, 1107, 1), TPFA{Int64}(1198, 1108, 1), TPFA{Int64}(1199, 1109, 1), TPFA{Int64}(1200, 1110, 1), TPFA{Int64}(1201, 1111, 1), TPFA{Int64}(1202, 1112, 1), TPFA{Int64}(1203, 1113, 1), TPFA{Int64}(1204, 1114, 1), TPFA{Int64}(1205, 1115, 1), TPFA{Int64}(1206, 1116, 1), TPFA{Int64}(1207, 1117, 1), TPFA{Int64}(1208, 1118, 1), TPFA{Int64}(1209, 1119, 1), TPFA{Int64}(1210, 1120, 1), TPFA{Int64}(1211, 1121, 1), TPFA{Int64}(1212, 1122, 1), TPFA{Int64}(1213, 1123, 1), TPFA{Int64}(1214, 1124, 1), TPFA{Int64}(1215, 1125, 1), TPFA{Int64}(1216, 1126, 1), TPFA{Int64}(1217, 1127, 1), TPFA{Int64}(1218, 1128, 1), TPFA{Int64}(1219, 1129, 1), TPFA{Int64}(1220, 1130, 1), TPFA{Int64}(1221, 1131, 1), TPFA{Int64}(1222, 1132, 1), TPFA{Int64}(1223, 1133, 1), TPFA{Int64}(1224, 1134, 1), TPFA{Int64}(1225, 1135, 1), TPFA{Int64}(1226, 1136, 1), TPFA{Int64}(1227, 1137, 1), TPFA{Int64}(1228, 1138, 1), TPFA{Int64}(1229, 1139, 1), TPFA{Int64}(1230, 1140, 1), TPFA{Int64}(1231, 1141, 1), TPFA{Int64}(1232, 1142, 1), TPFA{Int64}(1233, 1143, 1), TPFA{Int64}(1234, 1144, 1), TPFA{Int64}(1235, 1145, 1), TPFA{Int64}(1236, 1146, 1), TPFA{Int64}(1237, 1147, 1), TPFA{Int64}(1238, 1148, 1), TPFA{Int64}(1239, 1149, 1), TPFA{Int64}(1240, 1150, 1), TPFA{Int64}(1241, 1151, 1), TPFA{Int64}(1242, 1152, 1), TPFA{Int64}(1243, 1153, 1), TPFA{Int64}(1244, 1154, 1), TPFA{Int64}(1245, 1155, 1), TPFA{Int64}(1246, 1156, 1), TPFA{Int64}(1247, 1157, 1), TPFA{Int64}(1248, 1158, 1), TPFA{Int64}(1249, 1159, 1), TPFA{Int64}(1250, 1160, 1), TPFA{Int64}(1251, 1161, 1), TPFA{Int64}(1252, 1162, 1), TPFA{Int64}(1253, 1163, 1), TPFA{Int64}(1254, 1164, 1), TPFA{Int64}(1255, 1165, 1), TPFA{Int64}(1256, 1166, 1), TPFA{Int64}(1257, 1167, 1), TPFA{Int64}(1258, 1168, 1), TPFA{Int64}(1259, 1169, 1), TPFA{Int64}(1260, 1170, 1), TPFA{Int64}(1261, 1171, 1), TPFA{Int64}(1262, 1172, 1), TPFA{Int64}(1263, 1173, 1), TPFA{Int64}(1264, 1174, 1), TPFA{Int64}(1265, 1175, 1), TPFA{Int64}(1266, 1176, 1), TPFA{Int64}(1267, 1177, 1), TPFA{Int64}(1268, 1178, 1), TPFA{Int64}(1269, 1179, 1), TPFA{Int64}(1270, 1180, 1), TPFA{Int64}(1271, 1181, 1), TPFA{Int64}(1272, 1182, 1), TPFA{Int64}(1273, 1183, 1), TPFA{Int64}(1274, 1184, 1), TPFA{Int64}(1275, 1185, 1), TPFA{Int64}(1276, 1186, 1), TPFA{Int64}(1277, 1187, 1), TPFA{Int64}(1278, 1188, 1), TPFA{Int64}(1279, 1189, 1), TPFA{Int64}(1280, 1190, 1), TPFA{Int64}(1281, 1191, 1), TPFA{Int64}(1282, 1192, 1), TPFA{Int64}(1283, 1193, 1), TPFA{Int64}(1284, 1194, 1), TPFA{Int64}(1285, 1195, 1), TPFA{Int64}(1286, 1196, 1), TPFA{Int64}(1287, 1197, 1), TPFA{Int64}(1288, 1198, 1), TPFA{Int64}(1289, 1199, 1), TPFA{Int64}(1290, 1200, 1), TPFA{Int64}(1291, 1201, 1), TPFA{Int64}(1292, 1202, 1), TPFA{Int64}(1293, 1203, 1), TPFA{Int64}(1294, 1204, 1), TPFA{Int64}(1295, 1205, 1), TPFA{Int64}(1296, 1206, 1), TPFA{Int64}(1297, 1207, 1), TPFA{Int64}(1298, 1208, 1), TPFA{Int64}(1299, 1209, 1), TPFA{Int64}(1300, 1210, 1), TPFA{Int64}(1301, 1211, 1), TPFA{Int64}(1302, 1212, 1), TPFA{Int64}(1303, 1213, 1), TPFA{Int64}(1304, 1214, 1), TPFA{Int64}(1305, 1215, 1), TPFA{Int64}(1306, 1216, 1), TPFA{Int64}(1307, 1217, 1), TPFA{Int64}(1308, 1218, 1), TPFA{Int64}(1309, 1219, 1), TPFA{Int64}(1310, 1220, 1), TPFA{Int64}(1311, 1221, 1), TPFA{Int64}(1312, 1222, 1), TPFA{Int64}(1313, 1223, 1), TPFA{Int64}(1314, 1224, 1), TPFA{Int64}(1315, 1225, 1), TPFA{Int64}(1316, 1226, 1), TPFA{Int64}(1317, 1227, 1), TPFA{Int64}(1318, 1228, 1), TPFA{Int64}(1319, 1229, 1), TPFA{Int64}(1320, 1230, 1), TPFA{Int64}(1321, 1231, 1), TPFA{Int64}(1322, 1232, 1), TPFA{Int64}(1323, 1233, 1), TPFA{Int64}(1324, 1234, 1), TPFA{Int64}(1325, 1235, 1), TPFA{Int64}(1326, 1236, 1), TPFA{Int64}(1327, 1237, 1), TPFA{Int64}(1328, 1238, 1), TPFA{Int64}(1329, 1239, 1), TPFA{Int64}(1330, 1240, 1), TPFA{Int64}(1331, 1241, 1), TPFA{Int64}(1332, 1242, 1), TPFA{Int64}(1333, 1243, 1), TPFA{Int64}(1334, 1244, 1), TPFA{Int64}(1335, 1245, 1), TPFA{Int64}(1336, 1246, 1), TPFA{Int64}(1337, 1247, 1), TPFA{Int64}(1338, 1248, 1), TPFA{Int64}(1339, 1249, 1), TPFA{Int64}(1340, 1250, 1), TPFA{Int64}(1341, 1251, 1), TPFA{Int64}(1342, 1252, 1), TPFA{Int64}(1343, 1253, 1), TPFA{Int64}(1344, 1254, 1), TPFA{Int64}(1345, 1255, 1), TPFA{Int64}(1346, 1256, 1), TPFA{Int64}(1347, 1257, 1), TPFA{Int64}(1348, 1258, 1), TPFA{Int64}(1349, 1259, 1), TPFA{Int64}(1350, 1260, 1), TPFA{Int64}(1351, 1261, 1), TPFA{Int64}(1352, 1262, 1), TPFA{Int64}(1353, 1263, 1), TPFA{Int64}(1354, 1264, 1), TPFA{Int64}(1355, 1265, 1), TPFA{Int64}(1356, 1266, 1), TPFA{Int64}(1357, 1267, 1), TPFA{Int64}(1358, 1268, 1), TPFA{Int64}(1359, 1269, 1), TPFA{Int64}(1360, 1270, 1), TPFA{Int64}(1361, 1271, 1), TPFA{Int64}(1362, 1272, 1), TPFA{Int64}(1363, 1273, 1), TPFA{Int64}(1364, 1274, 1), TPFA{Int64}(1365, 1275, 1), TPFA{Int64}(1366, 1276, 1), TPFA{Int64}(1367, 1277, 1), TPFA{Int64}(1368, 1278, 1), TPFA{Int64}(1369, 1279, 1), TPFA{Int64}(1370, 1280, 1), TPFA{Int64}(1371, 1281, 1), TPFA{Int64}(1372, 1282, 1), TPFA{Int64}(1373, 1283, 1), TPFA{Int64}(1374, 1284, 1), TPFA{Int64}(1375, 1285, 1), TPFA{Int64}(1376, 1286, 1), TPFA{Int64}(1377, 1287, 1), TPFA{Int64}(1378, 1288, 1), TPFA{Int64}(1379, 1289, 1), TPFA{Int64}(1380, 1290, 1), TPFA{Int64}(1381, 1291, 1), TPFA{Int64}(1382, 1292, 1), TPFA{Int64}(1383, 1293, 1), TPFA{Int64}(1384, 1294, 1), TPFA{Int64}(1385, 1295, 1), TPFA{Int64}(1386, 1296, 1), TPFA{Int64}(1387, 1297, 1), TPFA{Int64}(1388, 1298, 1), TPFA{Int64}(1389, 1299, 1), TPFA{Int64}(1390, 1300, 1), TPFA{Int64}(1391, 1301, 1), TPFA{Int64}(1392, 1302, 1), TPFA{Int64}(1393, 1303, 1), TPFA{Int64}(1394, 1304, 1), TPFA{Int64}(1395, 1305, 1), TPFA{Int64}(1396, 1306, 1), TPFA{Int64}(1397, 1307, 1), TPFA{Int64}(1398, 1308, 1), TPFA{Int64}(1399, 1309, 1), TPFA{Int64}(1400, 1310, 1), TPFA{Int64}(1401, 1311, 1), TPFA{Int64}(1402, 1312, 1), TPFA{Int64}(1403, 1313, 1), TPFA{Int64}(1404, 1314, 1), TPFA{Int64}(1405, 1315, 1), TPFA{Int64}(1406, 1316, 1), TPFA{Int64}(1407, 1317, 1), TPFA{Int64}(1408, 1318, 1), TPFA{Int64}(1409, 1319, 1), TPFA{Int64}(1410, 1320, 1), TPFA{Int64}(1411, 1321, 1), TPFA{Int64}(1412, 1322, 1), TPFA{Int64}(1413, 1323, 1), TPFA{Int64}(1414, 1324, 1), TPFA{Int64}(1415, 1325, 1), TPFA{Int64}(1416, 1326, 1), TPFA{Int64}(1417, 1327, 1), TPFA{Int64}(1418, 1328, 1), TPFA{Int64}(1419, 1329, 1), TPFA{Int64}(1420, 1330, 1), TPFA{Int64}(1421, 1331, 1), TPFA{Int64}(1422, 1332, 1), TPFA{Int64}(1423, 1333, 1), TPFA{Int64}(1424, 1334, 1), TPFA{Int64}(1425, 1335, 1), TPFA{Int64}(1426, 1336, 1), TPFA{Int64}(1427, 1337, 1), TPFA{Int64}(1428, 1338, 1), TPFA{Int64}(1429, 1339, 1), TPFA{Int64}(1430, 1340, 1), TPFA{Int64}(1431, 1341, 1), TPFA{Int64}(1432, 1342, 1), TPFA{Int64}(1433, 1343, 1), TPFA{Int64}(1434, 1344, 1), TPFA{Int64}(1435, 1345, 1), TPFA{Int64}(1436, 1346, 1), TPFA{Int64}(1437, 1347, 1), TPFA{Int64}(1438, 1348, 1), TPFA{Int64}(1439, 1349, 1), TPFA{Int64}(1440, 1350, 1), TPFA{Int64}(721, 722, 1), TPFA{Int64}(722, 723, 1), TPFA{Int64}(724, 725, 1), TPFA{Int64}(725, 726, 1), TPFA{Int64}(726, 727, 1), TPFA{Int64}(727, 728, 1), TPFA{Int64}(728, 729, 1), TPFA{Int64}(729, 730, 1), TPFA{Int64}(730, 731, 1), TPFA{Int64}(731, 732, 1), TPFA{Int64}(733, 734, 1), TPFA{Int64}(734, 735, 1), TPFA{Int64}(735, 736, 1), TPFA{Int64}(736, 737, 1), TPFA{Int64}(737, 738, 1), TPFA{Int64}(738, 739, 1), TPFA{Int64}(739, 740, 1), TPFA{Int64}(740, 741, 1), TPFA{Int64}(742, 743, 1), TPFA{Int64}(743, 744, 1), TPFA{Int64}(744, 745, 1), TPFA{Int64}(745, 746, 1), TPFA{Int64}(746, 747, 1), TPFA{Int64}(747, 748, 1), TPFA{Int64}(748, 749, 1), TPFA{Int64}(749, 750, 1), TPFA{Int64}(751, 752, 1), TPFA{Int64}(752, 753, 1), TPFA{Int64}(753, 754, 1), TPFA{Int64}(754, 755, 1), TPFA{Int64}(755, 756, 1), TPFA{Int64}(756, 757, 1), TPFA{Int64}(757, 758, 1), TPFA{Int64}(758, 759, 1), TPFA{Int64}(760, 761, 1), TPFA{Int64}(761, 762, 1), TPFA{Int64}(762, 763, 1), TPFA{Int64}(763, 764, 1), TPFA{Int64}(764, 765, 1), TPFA{Int64}(765, 766, 1), TPFA{Int64}(766, 767, 1), TPFA{Int64}(767, 768, 1), TPFA{Int64}(769, 770, 1), TPFA{Int64}(770, 771, 1), TPFA{Int64}(771, 772, 1), TPFA{Int64}(772, 773, 1), TPFA{Int64}(773, 774, 1), TPFA{Int64}(774, 775, 1), TPFA{Int64}(775, 776, 1), TPFA{Int64}(776, 777, 1), TPFA{Int64}(778, 779, 1), TPFA{Int64}(779, 780, 1), TPFA{Int64}(780, 781, 1), TPFA{Int64}(781, 782, 1), TPFA{Int64}(782, 783, 1), TPFA{Int64}(783, 784, 1), TPFA{Int64}(784, 785, 1), TPFA{Int64}(785, 786, 1), TPFA{Int64}(787, 788, 1), TPFA{Int64}(788, 789, 1), TPFA{Int64}(789, 790, 1), TPFA{Int64}(790, 791, 1), TPFA{Int64}(791, 792, 1), TPFA{Int64}(792, 793, 1), TPFA{Int64}(793, 794, 1), TPFA{Int64}(794, 795, 1), TPFA{Int64}(796, 797, 1), TPFA{Int64}(797, 798, 1), TPFA{Int64}(798, 799, 1), TPFA{Int64}(799, 800, 1), TPFA{Int64}(800, 801, 1), TPFA{Int64}(801, 802, 1), TPFA{Int64}(802, 803, 1), TPFA{Int64}(803, 804, 1), TPFA{Int64}(805, 806, 1), TPFA{Int64}(806, 807, 1), TPFA{Int64}(807, 808, 1), TPFA{Int64}(808, 809, 1), TPFA{Int64}(809, 810, 1), TPFA{Int64}(811, 812, 1), TPFA{Int64}(812, 813, 1), TPFA{Int64}(814, 815, 1), TPFA{Int64}(815, 816, 1), TPFA{Int64}(816, 817, 1), TPFA{Int64}(817, 818, 1), TPFA{Int64}(818, 819, 1), TPFA{Int64}(819, 820, 1), TPFA{Int64}(820, 821, 1), TPFA{Int64}(821, 822, 1), TPFA{Int64}(823, 824, 1), TPFA{Int64}(824, 825, 1), TPFA{Int64}(825, 826, 1), TPFA{Int64}(826, 827, 1), TPFA{Int64}(827, 828, 1), TPFA{Int64}(828, 829, 1), TPFA{Int64}(829, 830, 1), TPFA{Int64}(830, 831, 1), TPFA{Int64}(832, 833, 1), TPFA{Int64}(833, 834, 1), TPFA{Int64}(834, 835, 1), TPFA{Int64}(835, 836, 1), TPFA{Int64}(836, 837, 1), TPFA{Int64}(837, 838, 1), TPFA{Int64}(838, 839, 1), TPFA{Int64}(839, 840, 1), TPFA{Int64}(841, 842, 1), TPFA{Int64}(842, 843, 1), TPFA{Int64}(843, 844, 1), TPFA{Int64}(844, 845, 1), TPFA{Int64}(845, 846, 1), TPFA{Int64}(846, 847, 1), TPFA{Int64}(847, 848, 1), TPFA{Int64}(848, 849, 1), TPFA{Int64}(850, 851, 1), TPFA{Int64}(851, 852, 1), TPFA{Int64}(852, 853, 1), TPFA{Int64}(853, 854, 1), TPFA{Int64}(854, 855, 1), TPFA{Int64}(855, 856, 1), TPFA{Int64}(856, 857, 1), TPFA{Int64}(857, 858, 1), TPFA{Int64}(859, 860, 1), TPFA{Int64}(860, 861, 1), TPFA{Int64}(861, 862, 1), TPFA{Int64}(862, 863, 1), TPFA{Int64}(863, 864, 1), TPFA{Int64}(864, 865, 1), TPFA{Int64}(865, 866, 1), TPFA{Int64}(866, 867, 1), TPFA{Int64}(868, 869, 1), TPFA{Int64}(869, 870, 1), TPFA{Int64}(870, 871, 1), TPFA{Int64}(871, 872, 1), TPFA{Int64}(872, 873, 1), TPFA{Int64}(873, 874, 1), TPFA{Int64}(874, 875, 1), TPFA{Int64}(875, 876, 1), TPFA{Int64}(877, 878, 1), TPFA{Int64}(878, 879, 1), TPFA{Int64}(879, 880, 1), TPFA{Int64}(880, 881, 1), TPFA{Int64}(881, 882, 1), TPFA{Int64}(882, 883, 1), TPFA{Int64}(883, 884, 1), TPFA{Int64}(884, 885, 1), TPFA{Int64}(886, 887, 1), TPFA{Int64}(887, 888, 1), TPFA{Int64}(888, 889, 1), TPFA{Int64}(889, 890, 1), TPFA{Int64}(890, 891, 1), TPFA{Int64}(891, 892, 1), TPFA{Int64}(892, 893, 1), TPFA{Int64}(893, 894, 1), TPFA{Int64}(895, 896, 1), TPFA{Int64}(896, 897, 1), TPFA{Int64}(897, 898, 1), TPFA{Int64}(898, 899, 1), TPFA{Int64}(899, 900, 1), TPFA{Int64}(901, 902, 1), TPFA{Int64}(902, 903, 1), TPFA{Int64}(904, 905, 1), TPFA{Int64}(905, 906, 1), TPFA{Int64}(906, 907, 1), TPFA{Int64}(907, 908, 1), TPFA{Int64}(908, 909, 1), TPFA{Int64}(909, 910, 1), TPFA{Int64}(910, 911, 1), TPFA{Int64}(911, 912, 1), TPFA{Int64}(913, 914, 1), TPFA{Int64}(914, 915, 1), TPFA{Int64}(915, 916, 1), TPFA{Int64}(916, 917, 1), TPFA{Int64}(917, 918, 1), TPFA{Int64}(918, 919, 1), TPFA{Int64}(919, 920, 1), TPFA{Int64}(920, 921, 1), TPFA{Int64}(922, 923, 1), TPFA{Int64}(923, 924, 1), TPFA{Int64}(924, 925, 1), TPFA{Int64}(925, 926, 1), TPFA{Int64}(926, 927, 1), TPFA{Int64}(927, 928, 1), TPFA{Int64}(928, 929, 1), TPFA{Int64}(929, 930, 1), TPFA{Int64}(931, 932, 1), TPFA{Int64}(932, 933, 1), TPFA{Int64}(933, 934, 1), TPFA{Int64}(934, 935, 1), TPFA{Int64}(935, 936, 1), TPFA{Int64}(936, 937, 1), TPFA{Int64}(937, 938, 1), TPFA{Int64}(938, 939, 1), TPFA{Int64}(940, 941, 1), TPFA{Int64}(941, 942, 1), TPFA{Int64}(942, 943, 1), TPFA{Int64}(943, 944, 1), TPFA{Int64}(944, 945, 1), TPFA{Int64}(945, 946, 1), TPFA{Int64}(946, 947, 1), TPFA{Int64}(947, 948, 1), TPFA{Int64}(949, 950, 1), TPFA{Int64}(950, 951, 1), TPFA{Int64}(951, 952, 1), TPFA{Int64}(952, 953, 1), TPFA{Int64}(953, 954, 1), TPFA{Int64}(954, 955, 1), TPFA{Int64}(955, 956, 1), TPFA{Int64}(956, 957, 1), TPFA{Int64}(958, 959, 1), TPFA{Int64}(959, 960, 1), TPFA{Int64}(960, 961, 1), TPFA{Int64}(961, 962, 1), TPFA{Int64}(962, 963, 1), TPFA{Int64}(963, 964, 1), TPFA{Int64}(964, 965, 1), TPFA{Int64}(965, 966, 1), TPFA{Int64}(967, 968, 1), TPFA{Int64}(968, 969, 1), TPFA{Int64}(969, 970, 1), TPFA{Int64}(970, 971, 1), TPFA{Int64}(971, 972, 1), TPFA{Int64}(972, 973, 1), TPFA{Int64}(973, 974, 1), TPFA{Int64}(974, 975, 1), TPFA{Int64}(976, 977, 1), TPFA{Int64}(977, 978, 1), TPFA{Int64}(978, 979, 1), TPFA{Int64}(979, 980, 1), TPFA{Int64}(980, 981, 1), TPFA{Int64}(981, 982, 1), TPFA{Int64}(982, 983, 1), TPFA{Int64}(983, 984, 1), TPFA{Int64}(985, 986, 1), TPFA{Int64}(986, 987, 1), TPFA{Int64}(987, 988, 1), TPFA{Int64}(988, 989, 1), TPFA{Int64}(989, 990, 1), TPFA{Int64}(991, 992, 1), TPFA{Int64}(992, 993, 1), TPFA{Int64}(994, 995, 1), TPFA{Int64}(995, 996, 1), TPFA{Int64}(996, 997, 1), TPFA{Int64}(997, 998, 1), TPFA{Int64}(998, 999, 1), TPFA{Int64}(999, 1000, 1), TPFA{Int64}(1000, 1001, 1), TPFA{Int64}(1001, 1002, 1), TPFA{Int64}(1003, 1004, 1), TPFA{Int64}(1004, 1005, 1), TPFA{Int64}(1005, 1006, 1), TPFA{Int64}(1006, 1007, 1), TPFA{Int64}(1007, 1008, 1), TPFA{Int64}(1008, 1009, 1), TPFA{Int64}(1009, 1010, 1), TPFA{Int64}(1010, 1011, 1), TPFA{Int64}(1012, 1013, 1), TPFA{Int64}(1013, 1014, 1), TPFA{Int64}(1014, 1015, 1), TPFA{Int64}(1015, 1016, 1), TPFA{Int64}(1016, 1017, 1), TPFA{Int64}(1017, 1018, 1), TPFA{Int64}(1018, 1019, 1), TPFA{Int64}(1019, 1020, 1), TPFA{Int64}(1021, 1022, 1), TPFA{Int64}(1022, 1023, 1), TPFA{Int64}(1023, 1024, 1), TPFA{Int64}(1024, 1025, 1), TPFA{Int64}(1025, 1026, 1), TPFA{Int64}(1026, 1027, 1), TPFA{Int64}(1027, 1028, 1), TPFA{Int64}(1028, 1029, 1), TPFA{Int64}(1030, 1031, 1), TPFA{Int64}(1031, 1032, 1), TPFA{Int64}(1032, 1033, 1), TPFA{Int64}(1033, 1034, 1), TPFA{Int64}(1034, 1035, 1), TPFA{Int64}(1035, 1036, 1), TPFA{Int64}(1036, 1037, 1), TPFA{Int64}(1037, 1038, 1), TPFA{Int64}(1039, 1040, 1), TPFA{Int64}(1040, 1041, 1), TPFA{Int64}(1041, 1042, 1), TPFA{Int64}(1042, 1043, 1), TPFA{Int64}(1043, 1044, 1), TPFA{Int64}(1044, 1045, 1), TPFA{Int64}(1045, 1046, 1), TPFA{Int64}(1046, 1047, 1), TPFA{Int64}(1048, 1049, 1), TPFA{Int64}(1049, 1050, 1), TPFA{Int64}(1050, 1051, 1), TPFA{Int64}(1051, 1052, 1), TPFA{Int64}(1052, 1053, 1), TPFA{Int64}(1053, 1054, 1), TPFA{Int64}(1054, 1055, 1), TPFA{Int64}(1055, 1056, 1), TPFA{Int64}(1057, 1058, 1), TPFA{Int64}(1058, 1059, 1), TPFA{Int64}(1059, 1060, 1), TPFA{Int64}(1060, 1061, 1), TPFA{Int64}(1061, 1062, 1), TPFA{Int64}(1062, 1063, 1), TPFA{Int64}(1063, 1064, 1), TPFA{Int64}(1064, 1065, 1), TPFA{Int64}(1066, 1067, 1), TPFA{Int64}(1067, 1068, 1), TPFA{Int64}(1068, 1069, 1), TPFA{Int64}(1069, 1070, 1), TPFA{Int64}(1070, 1071, 1), TPFA{Int64}(1071, 1072, 1), TPFA{Int64}(1072, 1073, 1), TPFA{Int64}(1073, 1074, 1), TPFA{Int64}(1075, 1076, 1), TPFA{Int64}(1076, 1077, 1), TPFA{Int64}(1077, 1078, 1), TPFA{Int64}(1078, 1079, 1), TPFA{Int64}(1079, 1080, 1), TPFA{Int64}(1081, 1082, 1), TPFA{Int64}(1082, 1083, 1), TPFA{Int64}(1084, 1085, 1), TPFA{Int64}(1085, 1086, 1), TPFA{Int64}(1086, 1087, 1), TPFA{Int64}(1087, 1088, 1), TPFA{Int64}(1088, 1089, 1), TPFA{Int64}(1089, 1090, 1), TPFA{Int64}(1090, 1091, 1), TPFA{Int64}(1091, 1092, 1), TPFA{Int64}(1093, 1094, 1), TPFA{Int64}(1094, 1095, 1), TPFA{Int64}(1095, 1096, 1), TPFA{Int64}(1096, 1097, 1), TPFA{Int64}(1097, 1098, 1), TPFA{Int64}(1098, 1099, 1), TPFA{Int64}(1099, 1100, 1), TPFA{Int64}(1100, 1101, 1), TPFA{Int64}(1102, 1103, 1), TPFA{Int64}(1103, 1104, 1), TPFA{Int64}(1104, 1105, 1), TPFA{Int64}(1105, 1106, 1), TPFA{Int64}(1106, 1107, 1), TPFA{Int64}(1107, 1108, 1), TPFA{Int64}(1108, 1109, 1), TPFA{Int64}(1109, 1110, 1), TPFA{Int64}(1111, 1112, 1), TPFA{Int64}(1112, 1113, 1), TPFA{Int64}(1113, 1114, 1), TPFA{Int64}(1114, 1115, 1), TPFA{Int64}(1115, 1116, 1), TPFA{Int64}(1116, 1117, 1), TPFA{Int64}(1117, 1118, 1), TPFA{Int64}(1118, 1119, 1), TPFA{Int64}(1120, 1121, 1), TPFA{Int64}(1121, 1122, 1), TPFA{Int64}(1122, 1123, 1), TPFA{Int64}(1123, 1124, 1), TPFA{Int64}(1124, 1125, 1), TPFA{Int64}(1125, 1126, 1), TPFA{Int64}(1126, 1127, 1), TPFA{Int64}(1127, 1128, 1), TPFA{Int64}(1129, 1130, 1), TPFA{Int64}(1130, 1131, 1), TPFA{Int64}(1131, 1132, 1), TPFA{Int64}(1132, 1133, 1), TPFA{Int64}(1133, 1134, 1), TPFA{Int64}(1134, 1135, 1), TPFA{Int64}(1135, 1136, 1), TPFA{Int64}(1136, 1137, 1), TPFA{Int64}(1138, 1139, 1), TPFA{Int64}(1139, 1140, 1), TPFA{Int64}(1140, 1141, 1), TPFA{Int64}(1141, 1142, 1), TPFA{Int64}(1142, 1143, 1), TPFA{Int64}(1143, 1144, 1), TPFA{Int64}(1144, 1145, 1), TPFA{Int64}(1145, 1146, 1), TPFA{Int64}(1147, 1148, 1), TPFA{Int64}(1148, 1149, 1), TPFA{Int64}(1149, 1150, 1), TPFA{Int64}(1150, 1151, 1), TPFA{Int64}(1151, 1152, 1), TPFA{Int64}(1152, 1153, 1), TPFA{Int64}(1153, 1154, 1), TPFA{Int64}(1154, 1155, 1), TPFA{Int64}(1156, 1157, 1), TPFA{Int64}(1157, 1158, 1), TPFA{Int64}(1158, 1159, 1), TPFA{Int64}(1159, 1160, 1), TPFA{Int64}(1160, 1161, 1), TPFA{Int64}(1161, 1162, 1), TPFA{Int64}(1162, 1163, 1), TPFA{Int64}(1163, 1164, 1), TPFA{Int64}(1165, 1166, 1), TPFA{Int64}(1166, 1167, 1), TPFA{Int64}(1167, 1168, 1), TPFA{Int64}(1168, 1169, 1), TPFA{Int64}(1169, 1170, 1), TPFA{Int64}(1171, 1172, 1), TPFA{Int64}(1172, 1173, 1), TPFA{Int64}(1174, 1175, 1), TPFA{Int64}(1175, 1176, 1), TPFA{Int64}(1176, 1177, 1), TPFA{Int64}(1177, 1178, 1), TPFA{Int64}(1178, 1179, 1), TPFA{Int64}(1179, 1180, 1), TPFA{Int64}(1180, 1181, 1), TPFA{Int64}(1181, 1182, 1), TPFA{Int64}(1183, 1184, 1), TPFA{Int64}(1184, 1185, 1), TPFA{Int64}(1185, 1186, 1), TPFA{Int64}(1186, 1187, 1), TPFA{Int64}(1187, 1188, 1), TPFA{Int64}(1188, 1189, 1), TPFA{Int64}(1189, 1190, 1), TPFA{Int64}(1190, 1191, 1), TPFA{Int64}(1192, 1193, 1), TPFA{Int64}(1193, 1194, 1), TPFA{Int64}(1194, 1195, 1), TPFA{Int64}(1195, 1196, 1), TPFA{Int64}(1196, 1197, 1), TPFA{Int64}(1197, 1198, 1), TPFA{Int64}(1198, 1199, 1), TPFA{Int64}(1199, 1200, 1), TPFA{Int64}(1201, 1202, 1), TPFA{Int64}(1202, 1203, 1), TPFA{Int64}(1203, 1204, 1), TPFA{Int64}(1204, 1205, 1), TPFA{Int64}(1205, 1206, 1), TPFA{Int64}(1206, 1207, 1), TPFA{Int64}(1207, 1208, 1), TPFA{Int64}(1208, 1209, 1), TPFA{Int64}(1210, 1211, 1), TPFA{Int64}(1211, 1212, 1), TPFA{Int64}(1212, 1213, 1), TPFA{Int64}(1213, 1214, 1), TPFA{Int64}(1214, 1215, 1), TPFA{Int64}(1215, 1216, 1), TPFA{Int64}(1216, 1217, 1), TPFA{Int64}(1217, 1218, 1), TPFA{Int64}(1219, 1220, 1), TPFA{Int64}(1220, 1221, 1), TPFA{Int64}(1221, 1222, 1), TPFA{Int64}(1222, 1223, 1), TPFA{Int64}(1223, 1224, 1), TPFA{Int64}(1224, 1225, 1), TPFA{Int64}(1225, 1226, 1), TPFA{Int64}(1226, 1227, 1), TPFA{Int64}(1228, 1229, 1), TPFA{Int64}(1229, 1230, 1), TPFA{Int64}(1230, 1231, 1), TPFA{Int64}(1231, 1232, 1), TPFA{Int64}(1232, 1233, 1), TPFA{Int64}(1233, 1234, 1), TPFA{Int64}(1234, 1235, 1), TPFA{Int64}(1235, 1236, 1), TPFA{Int64}(1237, 1238, 1), TPFA{Int64}(1238, 1239, 1), TPFA{Int64}(1239, 1240, 1), TPFA{Int64}(1240, 1241, 1), TPFA{Int64}(1241, 1242, 1), TPFA{Int64}(1242, 1243, 1), TPFA{Int64}(1243, 1244, 1), TPFA{Int64}(1244, 1245, 1), TPFA{Int64}(1246, 1247, 1), TPFA{Int64}(1247, 1248, 1), TPFA{Int64}(1248, 1249, 1), TPFA{Int64}(1249, 1250, 1), TPFA{Int64}(1250, 1251, 1), TPFA{Int64}(1251, 1252, 1), TPFA{Int64}(1252, 1253, 1), TPFA{Int64}(1253, 1254, 1), TPFA{Int64}(1255, 1256, 1), TPFA{Int64}(1256, 1257, 1), TPFA{Int64}(1257, 1258, 1), TPFA{Int64}(1258, 1259, 1), TPFA{Int64}(1259, 1260, 1), TPFA{Int64}(1261, 1262, 1), TPFA{Int64}(1262, 1263, 1), TPFA{Int64}(1264, 1265, 1), TPFA{Int64}(1265, 1266, 1), TPFA{Int64}(1266, 1267, 1), TPFA{Int64}(1267, 1268, 1), TPFA{Int64}(1268, 1269, 1), TPFA{Int64}(1269, 1270, 1), TPFA{Int64}(1270, 1271, 1), TPFA{Int64}(1271, 1272, 1), TPFA{Int64}(1273, 1274, 1), TPFA{Int64}(1274, 1275, 1), TPFA{Int64}(1275, 1276, 1), TPFA{Int64}(1276, 1277, 1), TPFA{Int64}(1277, 1278, 1), TPFA{Int64}(1278, 1279, 1), TPFA{Int64}(1279, 1280, 1), TPFA{Int64}(1280, 1281, 1), TPFA{Int64}(1282, 1283, 1), TPFA{Int64}(1283, 1284, 1), TPFA{Int64}(1284, 1285, 1), TPFA{Int64}(1285, 1286, 1), TPFA{Int64}(1286, 1287, 1), TPFA{Int64}(1287, 1288, 1), TPFA{Int64}(1288, 1289, 1), TPFA{Int64}(1289, 1290, 1), TPFA{Int64}(1291, 1292, 1), TPFA{Int64}(1292, 1293, 1), TPFA{Int64}(1293, 1294, 1), TPFA{Int64}(1294, 1295, 1), TPFA{Int64}(1295, 1296, 1), TPFA{Int64}(1296, 1297, 1), TPFA{Int64}(1297, 1298, 1), TPFA{Int64}(1298, 1299, 1), TPFA{Int64}(1300, 1301, 1), TPFA{Int64}(1301, 1302, 1), TPFA{Int64}(1302, 1303, 1), TPFA{Int64}(1303, 1304, 1), TPFA{Int64}(1304, 1305, 1), TPFA{Int64}(1305, 1306, 1), TPFA{Int64}(1306, 1307, 1), TPFA{Int64}(1307, 1308, 1), TPFA{Int64}(1309, 1310, 1), TPFA{Int64}(1310, 1311, 1), TPFA{Int64}(1311, 1312, 1), TPFA{Int64}(1312, 1313, 1), TPFA{Int64}(1313, 1314, 1), TPFA{Int64}(1314, 1315, 1), TPFA{Int64}(1315, 1316, 1), TPFA{Int64}(1316, 1317, 1), TPFA{Int64}(1318, 1319, 1), TPFA{Int64}(1319, 1320, 1), TPFA{Int64}(1320, 1321, 1), TPFA{Int64}(1321, 1322, 1), TPFA{Int64}(1322, 1323, 1), TPFA{Int64}(1323, 1324, 1), TPFA{Int64}(1324, 1325, 1), TPFA{Int64}(1325, 1326, 1), TPFA{Int64}(1327, 1328, 1), TPFA{Int64}(1328, 1329, 1), TPFA{Int64}(1329, 1330, 1), TPFA{Int64}(1330, 1331, 1), TPFA{Int64}(1331, 1332, 1), TPFA{Int64}(1332, 1333, 1), TPFA{Int64}(1333, 1334, 1), TPFA{Int64}(1334, 1335, 1), TPFA{Int64}(1336, 1337, 1), TPFA{Int64}(1337, 1338, 1), TPFA{Int64}(1338, 1339, 1), TPFA{Int64}(1339, 1340, 1), TPFA{Int64}(1340, 1341, 1), TPFA{Int64}(1341, 1342, 1), TPFA{Int64}(1342, 1343, 1), TPFA{Int64}(1343, 1344, 1), TPFA{Int64}(1345, 1346, 1), TPFA{Int64}(1346, 1347, 1), TPFA{Int64}(1347, 1348, 1), TPFA{Int64}(1348, 1349, 1), TPFA{Int64}(1349, 1350, 1), TPFA{Int64}(1351, 1352, 1), TPFA{Int64}(1352, 1353, 1), TPFA{Int64}(1354, 1355, 1), TPFA{Int64}(1355, 1356, 1), TPFA{Int64}(1356, 1357, 1), TPFA{Int64}(1357, 1358, 1), TPFA{Int64}(1358, 1359, 1), TPFA{Int64}(1359, 1360, 1), TPFA{Int64}(1360, 1361, 1), TPFA{Int64}(1361, 1362, 1), TPFA{Int64}(1363, 1364, 1), TPFA{Int64}(1364, 1365, 1), TPFA{Int64}(1365, 1366, 1), TPFA{Int64}(1366, 1367, 1), TPFA{Int64}(1367, 1368, 1), TPFA{Int64}(1368, 1369, 1), TPFA{Int64}(1369, 1370, 1), TPFA{Int64}(1370, 1371, 1), TPFA{Int64}(1372, 1373, 1), TPFA{Int64}(1373, 1374, 1), TPFA{Int64}(1374, 1375, 1), TPFA{Int64}(1375, 1376, 1), TPFA{Int64}(1376, 1377, 1), TPFA{Int64}(1377, 1378, 1), TPFA{Int64}(1378, 1379, 1), TPFA{Int64}(1379, 1380, 1), TPFA{Int64}(1381, 1382, 1), TPFA{Int64}(1382, 1383, 1), TPFA{Int64}(1383, 1384, 1), TPFA{Int64}(1384, 1385, 1), TPFA{Int64}(1385, 1386, 1), TPFA{Int64}(1386, 1387, 1), TPFA{Int64}(1387, 1388, 1), TPFA{Int64}(1388, 1389, 1), TPFA{Int64}(1390, 1391, 1), TPFA{Int64}(1391, 1392, 1), TPFA{Int64}(1392, 1393, 1), TPFA{Int64}(1393, 1394, 1), TPFA{Int64}(1394, 1395, 1), TPFA{Int64}(1395, 1396, 1), TPFA{Int64}(1396, 1397, 1), TPFA{Int64}(1397, 1398, 1), TPFA{Int64}(1399, 1400, 1), TPFA{Int64}(1400, 1401, 1), TPFA{Int64}(1401, 1402, 1), TPFA{Int64}(1402, 1403, 1), TPFA{Int64}(1403, 1404, 1), TPFA{Int64}(1404, 1405, 1), TPFA{Int64}(1405, 1406, 1), TPFA{Int64}(1406, 1407, 1), TPFA{Int64}(1408, 1409, 1), TPFA{Int64}(1409, 1410, 1), TPFA{Int64}(1410, 1411, 1), TPFA{Int64}(1411, 1412, 1), TPFA{Int64}(1412, 1413, 1), TPFA{Int64}(1413, 1414, 1), TPFA{Int64}(1414, 1415, 1), TPFA{Int64}(1415, 1416, 1), TPFA{Int64}(1417, 1418, 1), TPFA{Int64}(1418, 1419, 1), TPFA{Int64}(1419, 1420, 1), TPFA{Int64}(1420, 1421, 1), TPFA{Int64}(1421, 1422, 1), TPFA{Int64}(1422, 1423, 1), TPFA{Int64}(1423, 1424, 1), TPFA{Int64}(1424, 1425, 1), TPFA{Int64}(1426, 1427, 1), TPFA{Int64}(1427, 1428, 1), TPFA{Int64}(1428, 1429, 1), TPFA{Int64}(1429, 1430, 1), TPFA{Int64}(1430, 1431, 1), TPFA{Int64}(1431, 1432, 1), TPFA{Int64}(1432, 1433, 1), TPFA{Int64}(1433, 1434, 1), TPFA{Int64}(1435, 1436, 1), TPFA{Int64}(1436, 1437, 1), TPFA{Int64}(1437, 1438, 1), TPFA{Int64}(1438, 1439, 1), TPFA{Int64}(1439, 1440, 1), TPFA{Int64}(1, 721, 1), TPFA{Int64}(2, 722, 1), TPFA{Int64}(3, 723, 1), TPFA{Int64}(4, 724, 1), TPFA{Int64}(5, 725, 1), TPFA{Int64}(6, 726, 1), TPFA{Int64}(7, 727, 1), TPFA{Int64}(8, 728, 1), TPFA{Int64}(9, 729, 1), TPFA{Int64}(10, 730, 1), TPFA{Int64}(11, 731, 1), TPFA{Int64}(12, 732, 1), TPFA{Int64}(13, 733, 1), TPFA{Int64}(14, 734, 1), TPFA{Int64}(15, 735, 1), TPFA{Int64}(16, 736, 1), TPFA{Int64}(17, 737, 1), TPFA{Int64}(18, 738, 1), TPFA{Int64}(19, 739, 1), TPFA{Int64}(20, 740, 1), TPFA{Int64}(21, 741, 1), TPFA{Int64}(22, 742, 1), TPFA{Int64}(23, 743, 1), TPFA{Int64}(24, 744, 1), TPFA{Int64}(25, 745, 1), TPFA{Int64}(26, 746, 1), TPFA{Int64}(27, 747, 1), TPFA{Int64}(28, 748, 1), TPFA{Int64}(29, 749, 1), TPFA{Int64}(30, 750, 1), TPFA{Int64}(31, 751, 1), TPFA{Int64}(32, 752, 1), TPFA{Int64}(33, 753, 1), TPFA{Int64}(34, 754, 1), TPFA{Int64}(35, 755, 1), TPFA{Int64}(36, 756, 1), TPFA{Int64}(37, 757, 1), TPFA{Int64}(38, 758, 1), TPFA{Int64}(39, 759, 1), TPFA{Int64}(40, 760, 1), TPFA{Int64}(41, 761, 1), TPFA{Int64}(42, 762, 1), TPFA{Int64}(43, 763, 1), TPFA{Int64}(44, 764, 1), TPFA{Int64}(45, 765, 1), TPFA{Int64}(46, 766, 1), TPFA{Int64}(47, 767, 1), TPFA{Int64}(48, 768, 1), TPFA{Int64}(49, 769, 1), TPFA{Int64}(50, 770, 1), TPFA{Int64}(51, 771, 1), TPFA{Int64}(52, 772, 1), TPFA{Int64}(53, 773, 1), TPFA{Int64}(54, 774, 1), TPFA{Int64}(55, 775, 1), TPFA{Int64}(56, 776, 1), TPFA{Int64}(57, 777, 1), TPFA{Int64}(58, 778, 1), TPFA{Int64}(59, 779, 1), TPFA{Int64}(60, 780, 1), TPFA{Int64}(61, 781, 1), TPFA{Int64}(62, 782, 1), TPFA{Int64}(63, 783, 1), TPFA{Int64}(64, 784, 1), TPFA{Int64}(65, 785, 1), TPFA{Int64}(66, 786, 1), TPFA{Int64}(67, 787, 1), TPFA{Int64}(68, 788, 1), TPFA{Int64}(69, 789, 1), TPFA{Int64}(70, 790, 1), TPFA{Int64}(71, 791, 1), TPFA{Int64}(72, 792, 1), TPFA{Int64}(73, 793, 1), TPFA{Int64}(74, 794, 1), TPFA{Int64}(75, 795, 1), TPFA{Int64}(76, 796, 1), TPFA{Int64}(77, 797, 1), TPFA{Int64}(78, 798, 1), TPFA{Int64}(79, 799, 1), TPFA{Int64}(80, 800, 1), TPFA{Int64}(81, 801, 1), TPFA{Int64}(82, 802, 1), TPFA{Int64}(83, 803, 1), TPFA{Int64}(84, 804, 1), TPFA{Int64}(85, 805, 1), TPFA{Int64}(86, 806, 1), TPFA{Int64}(87, 807, 1), TPFA{Int64}(88, 808, 1), TPFA{Int64}(89, 809, 1), TPFA{Int64}(90, 810, 1), TPFA{Int64}(91, 811, 1), TPFA{Int64}(92, 812, 1), TPFA{Int64}(93, 813, 1), TPFA{Int64}(94, 814, 1), TPFA{Int64}(95, 815, 1), TPFA{Int64}(96, 816, 1), TPFA{Int64}(97, 817, 1), TPFA{Int64}(98, 818, 1), TPFA{Int64}(99, 819, 1), TPFA{Int64}(100, 820, 1), TPFA{Int64}(101, 821, 1), TPFA{Int64}(102, 822, 1), TPFA{Int64}(103, 823, 1), TPFA{Int64}(104, 824, 1), TPFA{Int64}(105, 825, 1), TPFA{Int64}(106, 826, 1), TPFA{Int64}(107, 827, 1), TPFA{Int64}(108, 828, 1), TPFA{Int64}(109, 829, 1), TPFA{Int64}(110, 830, 1), TPFA{Int64}(111, 831, 1), TPFA{Int64}(112, 832, 1), TPFA{Int64}(113, 833, 1), TPFA{Int64}(114, 834, 1), TPFA{Int64}(115, 835, 1), TPFA{Int64}(116, 836, 1), TPFA{Int64}(117, 837, 1), TPFA{Int64}(118, 838, 1), TPFA{Int64}(119, 839, 1), TPFA{Int64}(120, 840, 1), TPFA{Int64}(121, 841, 1), TPFA{Int64}(122, 842, 1), TPFA{Int64}(123, 843, 1), TPFA{Int64}(124, 844, 1), TPFA{Int64}(125, 845, 1), TPFA{Int64}(126, 846, 1), TPFA{Int64}(127, 847, 1), TPFA{Int64}(128, 848, 1), TPFA{Int64}(129, 849, 1), TPFA{Int64}(130, 850, 1), TPFA{Int64}(131, 851, 1), TPFA{Int64}(132, 852, 1), TPFA{Int64}(133, 853, 1), TPFA{Int64}(134, 854, 1), TPFA{Int64}(135, 855, 1), TPFA{Int64}(136, 856, 1), TPFA{Int64}(137, 857, 1), TPFA{Int64}(138, 858, 1), TPFA{Int64}(139, 859, 1), TPFA{Int64}(140, 860, 1), TPFA{Int64}(141, 861, 1), TPFA{Int64}(142, 862, 1), TPFA{Int64}(143, 863, 1), TPFA{Int64}(144, 864, 1), TPFA{Int64}(145, 865, 1), TPFA{Int64}(146, 866, 1), TPFA{Int64}(147, 867, 1), TPFA{Int64}(148, 868, 1), TPFA{Int64}(149, 869, 1), TPFA{Int64}(150, 870, 1), TPFA{Int64}(151, 871, 1), TPFA{Int64}(152, 872, 1), TPFA{Int64}(153, 873, 1), TPFA{Int64}(154, 874, 1), TPFA{Int64}(155, 875, 1), TPFA{Int64}(156, 876, 1), TPFA{Int64}(157, 877, 1), TPFA{Int64}(158, 878, 1), TPFA{Int64}(159, 879, 1), TPFA{Int64}(160, 880, 1), TPFA{Int64}(161, 881, 1), TPFA{Int64}(162, 882, 1), TPFA{Int64}(163, 883, 1), TPFA{Int64}(164, 884, 1), TPFA{Int64}(165, 885, 1), TPFA{Int64}(166, 886, 1), TPFA{Int64}(167, 887, 1), TPFA{Int64}(168, 888, 1), TPFA{Int64}(169, 889, 1), TPFA{Int64}(170, 890, 1), TPFA{Int64}(171, 891, 1), TPFA{Int64}(172, 892, 1), TPFA{Int64}(173, 893, 1), TPFA{Int64}(174, 894, 1), TPFA{Int64}(175, 895, 1), TPFA{Int64}(176, 896, 1), TPFA{Int64}(177, 897, 1), TPFA{Int64}(178, 898, 1), TPFA{Int64}(179, 899, 1), TPFA{Int64}(180, 900, 1), TPFA{Int64}(181, 901, 1), TPFA{Int64}(182, 902, 1), TPFA{Int64}(183, 903, 1), TPFA{Int64}(184, 904, 1), TPFA{Int64}(185, 905, 1), TPFA{Int64}(186, 906, 1), TPFA{Int64}(187, 907, 1), TPFA{Int64}(188, 908, 1), TPFA{Int64}(189, 909, 1), TPFA{Int64}(190, 910, 1), TPFA{Int64}(191, 911, 1), TPFA{Int64}(192, 912, 1), TPFA{Int64}(193, 913, 1), TPFA{Int64}(194, 914, 1), TPFA{Int64}(195, 915, 1), TPFA{Int64}(196, 916, 1), TPFA{Int64}(197, 917, 1), TPFA{Int64}(198, 918, 1), TPFA{Int64}(199, 919, 1), TPFA{Int64}(200, 920, 1), TPFA{Int64}(201, 921, 1), TPFA{Int64}(202, 922, 1), TPFA{Int64}(203, 923, 1), TPFA{Int64}(204, 924, 1), TPFA{Int64}(205, 925, 1), TPFA{Int64}(206, 926, 1), TPFA{Int64}(207, 927, 1), TPFA{Int64}(208, 928, 1), TPFA{Int64}(209, 929, 1), TPFA{Int64}(210, 930, 1), TPFA{Int64}(211, 931, 1), TPFA{Int64}(212, 932, 1), TPFA{Int64}(213, 933, 1), TPFA{Int64}(214, 934, 1), TPFA{Int64}(215, 935, 1), TPFA{Int64}(216, 936, 1), TPFA{Int64}(217, 937, 1), TPFA{Int64}(218, 938, 1), TPFA{Int64}(219, 939, 1), TPFA{Int64}(220, 940, 1), TPFA{Int64}(221, 941, 1), TPFA{Int64}(222, 942, 1), TPFA{Int64}(223, 943, 1), TPFA{Int64}(224, 944, 1), TPFA{Int64}(225, 945, 1), TPFA{Int64}(226, 946, 1), TPFA{Int64}(227, 947, 1), TPFA{Int64}(228, 948, 1), TPFA{Int64}(229, 949, 1), TPFA{Int64}(230, 950, 1), TPFA{Int64}(231, 951, 1), TPFA{Int64}(232, 952, 1), TPFA{Int64}(233, 953, 1), TPFA{Int64}(234, 954, 1), TPFA{Int64}(235, 955, 1), TPFA{Int64}(236, 956, 1), TPFA{Int64}(237, 957, 1), TPFA{Int64}(238, 958, 1), TPFA{Int64}(239, 959, 1), TPFA{Int64}(240, 960, 1), TPFA{Int64}(241, 961, 1), TPFA{Int64}(242, 962, 1), TPFA{Int64}(243, 963, 1), TPFA{Int64}(244, 964, 1), TPFA{Int64}(245, 965, 1), TPFA{Int64}(246, 966, 1), TPFA{Int64}(247, 967, 1), TPFA{Int64}(248, 968, 1), TPFA{Int64}(249, 969, 1), TPFA{Int64}(250, 970, 1), TPFA{Int64}(251, 971, 1), TPFA{Int64}(252, 972, 1), TPFA{Int64}(253, 973, 1), TPFA{Int64}(254, 974, 1), TPFA{Int64}(255, 975, 1), TPFA{Int64}(256, 976, 1), TPFA{Int64}(257, 977, 1), TPFA{Int64}(258, 978, 1), TPFA{Int64}(259, 979, 1), TPFA{Int64}(260, 980, 1), TPFA{Int64}(261, 981, 1), TPFA{Int64}(262, 982, 1), TPFA{Int64}(263, 983, 1), TPFA{Int64}(264, 984, 1), TPFA{Int64}(265, 985, 1), TPFA{Int64}(266, 986, 1), TPFA{Int64}(267, 987, 1), TPFA{Int64}(268, 988, 1), TPFA{Int64}(269, 989, 1), TPFA{Int64}(270, 990, 1), TPFA{Int64}(271, 991, 1), TPFA{Int64}(272, 992, 1), TPFA{Int64}(273, 993, 1), TPFA{Int64}(274, 994, 1), TPFA{Int64}(275, 995, 1), TPFA{Int64}(276, 996, 1), TPFA{Int64}(277, 997, 1), TPFA{Int64}(278, 998, 1), TPFA{Int64}(279, 999, 1), TPFA{Int64}(280, 1000, 1), TPFA{Int64}(281, 1001, 1), TPFA{Int64}(282, 1002, 1), TPFA{Int64}(283, 1003, 1), TPFA{Int64}(284, 1004, 1), TPFA{Int64}(285, 1005, 1), TPFA{Int64}(286, 1006, 1), TPFA{Int64}(287, 1007, 1), TPFA{Int64}(288, 1008, 1), TPFA{Int64}(289, 1009, 1), TPFA{Int64}(290, 1010, 1), TPFA{Int64}(291, 1011, 1), TPFA{Int64}(292, 1012, 1), TPFA{Int64}(293, 1013, 1), TPFA{Int64}(294, 1014, 1), TPFA{Int64}(295, 1015, 1), TPFA{Int64}(296, 1016, 1), TPFA{Int64}(297, 1017, 1), TPFA{Int64}(298, 1018, 1), TPFA{Int64}(299, 1019, 1), TPFA{Int64}(300, 1020, 1), TPFA{Int64}(301, 1021, 1), TPFA{Int64}(302, 1022, 1), TPFA{Int64}(303, 1023, 1), TPFA{Int64}(304, 1024, 1), TPFA{Int64}(305, 1025, 1), TPFA{Int64}(306, 1026, 1), TPFA{Int64}(307, 1027, 1), TPFA{Int64}(308, 1028, 1), TPFA{Int64}(309, 1029, 1), TPFA{Int64}(310, 1030, 1), TPFA{Int64}(311, 1031, 1), TPFA{Int64}(312, 1032, 1), TPFA{Int64}(313, 1033, 1), TPFA{Int64}(314, 1034, 1), TPFA{Int64}(315, 1035, 1), TPFA{Int64}(316, 1036, 1), TPFA{Int64}(317, 1037, 1), TPFA{Int64}(318, 1038, 1), TPFA{Int64}(319, 1039, 1), TPFA{Int64}(320, 1040, 1), TPFA{Int64}(321, 1041, 1), TPFA{Int64}(322, 1042, 1), TPFA{Int64}(323, 1043, 1), TPFA{Int64}(324, 1044, 1), TPFA{Int64}(325, 1045, 1), TPFA{Int64}(326, 1046, 1), TPFA{Int64}(327, 1047, 1), TPFA{Int64}(328, 1048, 1), TPFA{Int64}(329, 1049, 1), TPFA{Int64}(330, 1050, 1), TPFA{Int64}(331, 1051, 1), TPFA{Int64}(332, 1052, 1), TPFA{Int64}(333, 1053, 1), TPFA{Int64}(334, 1054, 1), TPFA{Int64}(335, 1055, 1), TPFA{Int64}(336, 1056, 1), TPFA{Int64}(337, 1057, 1), TPFA{Int64}(338, 1058, 1), TPFA{Int64}(339, 1059, 1), TPFA{Int64}(340, 1060, 1), TPFA{Int64}(341, 1061, 1), TPFA{Int64}(342, 1062, 1), TPFA{Int64}(343, 1063, 1), TPFA{Int64}(344, 1064, 1), TPFA{Int64}(345, 1065, 1), TPFA{Int64}(346, 1066, 1), TPFA{Int64}(347, 1067, 1), TPFA{Int64}(348, 1068, 1), TPFA{Int64}(349, 1069, 1), TPFA{Int64}(350, 1070, 1), TPFA{Int64}(351, 1071, 1), TPFA{Int64}(352, 1072, 1), TPFA{Int64}(353, 1073, 1), TPFA{Int64}(354, 1074, 1), TPFA{Int64}(355, 1075, 1), TPFA{Int64}(356, 1076, 1), TPFA{Int64}(357, 1077, 1), TPFA{Int64}(358, 1078, 1), TPFA{Int64}(359, 1079, 1), TPFA{Int64}(360, 1080, 1), TPFA{Int64}(361, 1081, 1), TPFA{Int64}(362, 1082, 1), TPFA{Int64}(363, 1083, 1), TPFA{Int64}(364, 1084, 1), TPFA{Int64}(365, 1085, 1), TPFA{Int64}(366, 1086, 1), TPFA{Int64}(367, 1087, 1), TPFA{Int64}(368, 1088, 1), TPFA{Int64}(369, 1089, 1), TPFA{Int64}(370, 1090, 1), TPFA{Int64}(371, 1091, 1), TPFA{Int64}(372, 1092, 1), TPFA{Int64}(373, 1093, 1), TPFA{Int64}(374, 1094, 1), TPFA{Int64}(375, 1095, 1), TPFA{Int64}(376, 1096, 1), TPFA{Int64}(377, 1097, 1), TPFA{Int64}(378, 1098, 1), TPFA{Int64}(379, 1099, 1), TPFA{Int64}(380, 1100, 1), TPFA{Int64}(381, 1101, 1), TPFA{Int64}(382, 1102, 1), TPFA{Int64}(383, 1103, 1), TPFA{Int64}(384, 1104, 1), TPFA{Int64}(385, 1105, 1), TPFA{Int64}(386, 1106, 1), TPFA{Int64}(387, 1107, 1), TPFA{Int64}(388, 1108, 1), TPFA{Int64}(389, 1109, 1), TPFA{Int64}(390, 1110, 1), TPFA{Int64}(391, 1111, 1), TPFA{Int64}(392, 1112, 1), TPFA{Int64}(393, 1113, 1), TPFA{Int64}(394, 1114, 1), TPFA{Int64}(395, 1115, 1), TPFA{Int64}(396, 1116, 1), TPFA{Int64}(397, 1117, 1), TPFA{Int64}(398, 1118, 1), TPFA{Int64}(399, 1119, 1), TPFA{Int64}(400, 1120, 1), TPFA{Int64}(401, 1121, 1), TPFA{Int64}(402, 1122, 1), TPFA{Int64}(403, 1123, 1), TPFA{Int64}(404, 1124, 1), TPFA{Int64}(405, 1125, 1), TPFA{Int64}(406, 1126, 1), TPFA{Int64}(407, 1127, 1), TPFA{Int64}(408, 1128, 1), TPFA{Int64}(409, 1129, 1), TPFA{Int64}(410, 1130, 1), TPFA{Int64}(411, 1131, 1), TPFA{Int64}(412, 1132, 1), TPFA{Int64}(413, 1133, 1), TPFA{Int64}(414, 1134, 1), TPFA{Int64}(415, 1135, 1), TPFA{Int64}(416, 1136, 1), TPFA{Int64}(417, 1137, 1), TPFA{Int64}(418, 1138, 1), TPFA{Int64}(419, 1139, 1), TPFA{Int64}(420, 1140, 1), TPFA{Int64}(421, 1141, 1), TPFA{Int64}(422, 1142, 1), TPFA{Int64}(423, 1143, 1), TPFA{Int64}(424, 1144, 1), TPFA{Int64}(425, 1145, 1), TPFA{Int64}(426, 1146, 1), TPFA{Int64}(427, 1147, 1), TPFA{Int64}(428, 1148, 1), TPFA{Int64}(429, 1149, 1), TPFA{Int64}(430, 1150, 1), TPFA{Int64}(431, 1151, 1), TPFA{Int64}(432, 1152, 1), TPFA{Int64}(433, 1153, 1), TPFA{Int64}(434, 1154, 1), TPFA{Int64}(435, 1155, 1), TPFA{Int64}(436, 1156, 1), TPFA{Int64}(437, 1157, 1), TPFA{Int64}(438, 1158, 1), TPFA{Int64}(439, 1159, 1), TPFA{Int64}(440, 1160, 1), TPFA{Int64}(441, 1161, 1), TPFA{Int64}(442, 1162, 1), TPFA{Int64}(443, 1163, 1), TPFA{Int64}(444, 1164, 1), TPFA{Int64}(445, 1165, 1), TPFA{Int64}(446, 1166, 1), TPFA{Int64}(447, 1167, 1), TPFA{Int64}(448, 1168, 1), TPFA{Int64}(449, 1169, 1), TPFA{Int64}(450, 1170, 1), TPFA{Int64}(451, 1171, 1), TPFA{Int64}(452, 1172, 1), TPFA{Int64}(453, 1173, 1), TPFA{Int64}(454, 1174, 1), TPFA{Int64}(455, 1175, 1), TPFA{Int64}(456, 1176, 1), TPFA{Int64}(457, 1177, 1), TPFA{Int64}(458, 1178, 1), TPFA{Int64}(459, 1179, 1), TPFA{Int64}(460, 1180, 1), TPFA{Int64}(461, 1181, 1), TPFA{Int64}(462, 1182, 1), TPFA{Int64}(463, 1183, 1), TPFA{Int64}(464, 1184, 1), TPFA{Int64}(465, 1185, 1), TPFA{Int64}(466, 1186, 1), TPFA{Int64}(467, 1187, 1), TPFA{Int64}(468, 1188, 1), TPFA{Int64}(469, 1189, 1), TPFA{Int64}(470, 1190, 1), TPFA{Int64}(471, 1191, 1), TPFA{Int64}(472, 1192, 1), TPFA{Int64}(473, 1193, 1), TPFA{Int64}(474, 1194, 1), TPFA{Int64}(475, 1195, 1), TPFA{Int64}(476, 1196, 1), TPFA{Int64}(477, 1197, 1), TPFA{Int64}(478, 1198, 1), TPFA{Int64}(479, 1199, 1), TPFA{Int64}(480, 1200, 1), TPFA{Int64}(481, 1201, 1), TPFA{Int64}(482, 1202, 1), TPFA{Int64}(483, 1203, 1), TPFA{Int64}(484, 1204, 1), TPFA{Int64}(485, 1205, 1), TPFA{Int64}(486, 1206, 1), TPFA{Int64}(487, 1207, 1), TPFA{Int64}(488, 1208, 1), TPFA{Int64}(489, 1209, 1), TPFA{Int64}(490, 1210, 1), TPFA{Int64}(491, 1211, 1), TPFA{Int64}(492, 1212, 1), TPFA{Int64}(493, 1213, 1), TPFA{Int64}(494, 1214, 1), TPFA{Int64}(495, 1215, 1), TPFA{Int64}(496, 1216, 1), TPFA{Int64}(497, 1217, 1), TPFA{Int64}(498, 1218, 1), TPFA{Int64}(499, 1219, 1), TPFA{Int64}(500, 1220, 1), TPFA{Int64}(501, 1221, 1), TPFA{Int64}(502, 1222, 1), TPFA{Int64}(503, 1223, 1), TPFA{Int64}(504, 1224, 1), TPFA{Int64}(505, 1225, 1), TPFA{Int64}(506, 1226, 1), TPFA{Int64}(507, 1227, 1), TPFA{Int64}(508, 1228, 1), TPFA{Int64}(509, 1229, 1), TPFA{Int64}(510, 1230, 1), TPFA{Int64}(511, 1231, 1), TPFA{Int64}(512, 1232, 1), TPFA{Int64}(513, 1233, 1), TPFA{Int64}(514, 1234, 1), TPFA{Int64}(515, 1235, 1), TPFA{Int64}(516, 1236, 1), TPFA{Int64}(517, 1237, 1), TPFA{Int64}(518, 1238, 1), TPFA{Int64}(519, 1239, 1), TPFA{Int64}(520, 1240, 1), TPFA{Int64}(521, 1241, 1), TPFA{Int64}(522, 1242, 1), TPFA{Int64}(523, 1243, 1), TPFA{Int64}(524, 1244, 1), TPFA{Int64}(525, 1245, 1), TPFA{Int64}(526, 1246, 1), TPFA{Int64}(527, 1247, 1), TPFA{Int64}(528, 1248, 1), TPFA{Int64}(529, 1249, 1), TPFA{Int64}(530, 1250, 1), TPFA{Int64}(531, 1251, 1), TPFA{Int64}(532, 1252, 1), TPFA{Int64}(533, 1253, 1), TPFA{Int64}(534, 1254, 1), TPFA{Int64}(535, 1255, 1), TPFA{Int64}(536, 1256, 1), TPFA{Int64}(537, 1257, 1), TPFA{Int64}(538, 1258, 1), TPFA{Int64}(539, 1259, 1), TPFA{Int64}(540, 1260, 1), TPFA{Int64}(541, 1261, 1), TPFA{Int64}(542, 1262, 1), TPFA{Int64}(543, 1263, 1), TPFA{Int64}(544, 1264, 1), TPFA{Int64}(545, 1265, 1), TPFA{Int64}(546, 1266, 1), TPFA{Int64}(547, 1267, 1), TPFA{Int64}(548, 1268, 1), TPFA{Int64}(549, 1269, 1), TPFA{Int64}(550, 1270, 1), TPFA{Int64}(551, 1271, 1), TPFA{Int64}(552, 1272, 1), TPFA{Int64}(553, 1273, 1), TPFA{Int64}(554, 1274, 1), TPFA{Int64}(555, 1275, 1), TPFA{Int64}(556, 1276, 1), TPFA{Int64}(557, 1277, 1), TPFA{Int64}(558, 1278, 1), TPFA{Int64}(559, 1279, 1), TPFA{Int64}(560, 1280, 1), TPFA{Int64}(561, 1281, 1), TPFA{Int64}(562, 1282, 1), TPFA{Int64}(563, 1283, 1), TPFA{Int64}(564, 1284, 1), TPFA{Int64}(565, 1285, 1), TPFA{Int64}(566, 1286, 1), TPFA{Int64}(567, 1287, 1), TPFA{Int64}(568, 1288, 1), TPFA{Int64}(569, 1289, 1), TPFA{Int64}(570, 1290, 1), TPFA{Int64}(571, 1291, 1), TPFA{Int64}(572, 1292, 1), TPFA{Int64}(573, 1293, 1), TPFA{Int64}(574, 1294, 1), TPFA{Int64}(575, 1295, 1), TPFA{Int64}(576, 1296, 1), TPFA{Int64}(577, 1297, 1), TPFA{Int64}(578, 1298, 1), TPFA{Int64}(579, 1299, 1), TPFA{Int64}(580, 1300, 1), TPFA{Int64}(581, 1301, 1), TPFA{Int64}(582, 1302, 1), TPFA{Int64}(583, 1303, 1), TPFA{Int64}(584, 1304, 1), TPFA{Int64}(585, 1305, 1), TPFA{Int64}(586, 1306, 1), TPFA{Int64}(587, 1307, 1), TPFA{Int64}(588, 1308, 1), TPFA{Int64}(589, 1309, 1), TPFA{Int64}(590, 1310, 1), TPFA{Int64}(591, 1311, 1), TPFA{Int64}(592, 1312, 1), TPFA{Int64}(593, 1313, 1), TPFA{Int64}(594, 1314, 1), TPFA{Int64}(595, 1315, 1), TPFA{Int64}(596, 1316, 1), TPFA{Int64}(597, 1317, 1), TPFA{Int64}(598, 1318, 1), TPFA{Int64}(599, 1319, 1), TPFA{Int64}(600, 1320, 1), TPFA{Int64}(601, 1321, 1), TPFA{Int64}(602, 1322, 1), TPFA{Int64}(603, 1323, 1), TPFA{Int64}(604, 1324, 1), TPFA{Int64}(605, 1325, 1), TPFA{Int64}(606, 1326, 1), TPFA{Int64}(607, 1327, 1), TPFA{Int64}(608, 1328, 1), TPFA{Int64}(609, 1329, 1), TPFA{Int64}(610, 1330, 1), TPFA{Int64}(611, 1331, 1), TPFA{Int64}(612, 1332, 1), TPFA{Int64}(613, 1333, 1), TPFA{Int64}(614, 1334, 1), TPFA{Int64}(615, 1335, 1), TPFA{Int64}(616, 1336, 1), TPFA{Int64}(617, 1337, 1), TPFA{Int64}(618, 1338, 1), TPFA{Int64}(619, 1339, 1), TPFA{Int64}(620, 1340, 1), TPFA{Int64}(621, 1341, 1), TPFA{Int64}(622, 1342, 1), TPFA{Int64}(623, 1343, 1), TPFA{Int64}(624, 1344, 1), TPFA{Int64}(625, 1345, 1), TPFA{Int64}(626, 1346, 1), TPFA{Int64}(627, 1347, 1), TPFA{Int64}(628, 1348, 1), TPFA{Int64}(629, 1349, 1), TPFA{Int64}(630, 1350, 1), TPFA{Int64}(631, 1351, 1), TPFA{Int64}(632, 1352, 1), TPFA{Int64}(633, 1353, 1), TPFA{Int64}(634, 1354, 1), TPFA{Int64}(635, 1355, 1), TPFA{Int64}(636, 1356, 1), TPFA{Int64}(637, 1357, 1), TPFA{Int64}(638, 1358, 1), TPFA{Int64}(639, 1359, 1), TPFA{Int64}(640, 1360, 1), TPFA{Int64}(641, 1361, 1), TPFA{Int64}(642, 1362, 1), TPFA{Int64}(643, 1363, 1), TPFA{Int64}(644, 1364, 1), TPFA{Int64}(645, 1365, 1), TPFA{Int64}(646, 1366, 1), TPFA{Int64}(647, 1367, 1), TPFA{Int64}(648, 1368, 1), TPFA{Int64}(649, 1369, 1), TPFA{Int64}(650, 1370, 1), TPFA{Int64}(651, 1371, 1), TPFA{Int64}(652, 1372, 1), TPFA{Int64}(653, 1373, 1), TPFA{Int64}(654, 1374, 1), TPFA{Int64}(655, 1375, 1), TPFA{Int64}(656, 1376, 1), TPFA{Int64}(657, 1377, 1), TPFA{Int64}(658, 1378, 1), TPFA{Int64}(659, 1379, 1), TPFA{Int64}(660, 1380, 1), TPFA{Int64}(661, 1381, 1), TPFA{Int64}(662, 1382, 1), TPFA{Int64}(663, 1383, 1), TPFA{Int64}(664, 1384, 1), TPFA{Int64}(665, 1385, 1), TPFA{Int64}(666, 1386, 1), TPFA{Int64}(667, 1387, 1), TPFA{Int64}(668, 1388, 1), TPFA{Int64}(669, 1389, 1), TPFA{Int64}(670, 1390, 1), TPFA{Int64}(671, 1391, 1), TPFA{Int64}(672, 1392, 1), TPFA{Int64}(673, 1393, 1), TPFA{Int64}(674, 1394, 1), TPFA{Int64}(675, 1395, 1), TPFA{Int64}(676, 1396, 1), TPFA{Int64}(677, 1397, 1), TPFA{Int64}(678, 1398, 1), TPFA{Int64}(679, 1399, 1), TPFA{Int64}(680, 1400, 1), TPFA{Int64}(681, 1401, 1), TPFA{Int64}(682, 1402, 1), TPFA{Int64}(683, 1403, 1), TPFA{Int64}(684, 1404, 1), TPFA{Int64}(685, 1405, 1), TPFA{Int64}(686, 1406, 1), TPFA{Int64}(687, 1407, 1), TPFA{Int64}(688, 1408, 1), TPFA{Int64}(689, 1409, 1), TPFA{Int64}(690, 1410, 1), TPFA{Int64}(691, 1411, 1), TPFA{Int64}(692, 1412, 1), TPFA{Int64}(693, 1413, 1), TPFA{Int64}(694, 1414, 1), TPFA{Int64}(695, 1415, 1), TPFA{Int64}(696, 1416, 1), TPFA{Int64}(697, 1417, 1), TPFA{Int64}(698, 1418, 1), TPFA{Int64}(699, 1419, 1), TPFA{Int64}(700, 1420, 1), TPFA{Int64}(701, 1421, 1), TPFA{Int64}(702, 1422, 1), TPFA{Int64}(703, 1423, 1), TPFA{Int64}(704, 1424, 1), TPFA{Int64}(705, 1425, 1), TPFA{Int64}(706, 1426, 1), TPFA{Int64}(707, 1427, 1), TPFA{Int64}(708, 1428, 1), TPFA{Int64}(709, 1429, 1), TPFA{Int64}(710, 1430, 1), TPFA{Int64}(711, 1431, 1), TPFA{Int64}(712, 1432, 1), TPFA{Int64}(713, 1433, 1), TPFA{Int64}(714, 1434, 1), TPFA{Int64}(715, 1435, 1), TPFA{Int64}(716, 1436, 1), TPFA{Int64}(717, 1437, 1), TPFA{Int64}(718, 1438, 1), TPFA{Int64}(719, 1439, 1), TPFA{Int64}(720, 1440, 1)], SPU{Int64}[SPU{Int64}(19, 631), SPU{Int64}(20, 632), SPU{Int64}(21, 633), SPU{Int64}(22, 634), SPU{Int64}(23, 635), SPU{Int64}(24, 636), SPU{Int64}(25, 637), SPU{Int64}(26, 638), SPU{Int64}(27, 639), SPU{Int64}(28, 640), SPU{Int64}(29, 641), SPU{Int64}(30, 642), SPU{Int64}(31, 643), SPU{Int64}(32, 644), SPU{Int64}(33, 645), SPU{Int64}(34, 646), SPU{Int64}(35, 647), SPU{Int64}(36, 648), SPU{Int64}(37, 649), SPU{Int64}(38, 650), SPU{Int64}(39, 651), SPU{Int64}(40, 652), SPU{Int64}(41, 653), SPU{Int64}(42, 654), SPU{Int64}(43, 655), SPU{Int64}(44, 656), SPU{Int64}(45, 657), SPU{Int64}(46, 658), SPU{Int64}(47, 659), SPU{Int64}(48, 660), SPU{Int64}(49, 661), SPU{Int64}(50, 662), SPU{Int64}(51, 663), SPU{Int64}(52, 664), SPU{Int64}(53, 665), SPU{Int64}(54, 666), SPU{Int64}(55, 667), SPU{Int64}(56, 668), SPU{Int64}(57, 669), SPU{Int64}(58, 670), SPU{Int64}(59, 671), SPU{Int64}(60, 672), SPU{Int64}(61, 673), SPU{Int64}(62, 674), SPU{Int64}(63, 675), SPU{Int64}(64, 676), SPU{Int64}(65, 677), SPU{Int64}(66, 678), SPU{Int64}(67, 679), SPU{Int64}(68, 680), SPU{Int64}(69, 681), SPU{Int64}(70, 682), SPU{Int64}(71, 683), SPU{Int64}(72, 684), SPU{Int64}(73, 685), SPU{Int64}(74, 686), SPU{Int64}(75, 687), SPU{Int64}(76, 688), SPU{Int64}(77, 689), SPU{Int64}(78, 690), SPU{Int64}(79, 691), SPU{Int64}(80, 692), SPU{Int64}(81, 693), SPU{Int64}(82, 694), SPU{Int64}(83, 695), SPU{Int64}(84, 696), SPU{Int64}(85, 697), SPU{Int64}(86, 698), SPU{Int64}(87, 699), SPU{Int64}(88, 700), SPU{Int64}(89, 701), SPU{Int64}(90, 702), SPU{Int64}(91, 1), SPU{Int64}(92, 2), SPU{Int64}(93, 3), SPU{Int64}(94, 4), SPU{Int64}(95, 5), SPU{Int64}(96, 6), SPU{Int64}(97, 7), SPU{Int64}(98, 8), SPU{Int64}(99, 9), SPU{Int64}(100, 10), SPU{Int64}(101, 11), SPU{Int64}(102, 12), SPU{Int64}(103, 13), 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SPU{Int64}(80, 81), SPU{Int64}(81, 82), SPU{Int64}(82, 83), SPU{Int64}(83, 84), SPU{Int64}(85, 86), SPU{Int64}(86, 87), SPU{Int64}(87, 88), SPU{Int64}(88, 89), SPU{Int64}(89, 90), SPU{Int64}(91, 92), SPU{Int64}(92, 93), SPU{Int64}(94, 95), SPU{Int64}(95, 96), SPU{Int64}(96, 97), SPU{Int64}(97, 98), SPU{Int64}(98, 99), SPU{Int64}(99, 100), SPU{Int64}(100, 101), SPU{Int64}(101, 102), SPU{Int64}(103, 104), SPU{Int64}(104, 105), SPU{Int64}(105, 106), SPU{Int64}(106, 107), SPU{Int64}(107, 108), SPU{Int64}(108, 109), SPU{Int64}(109, 110), SPU{Int64}(110, 111), SPU{Int64}(112, 113), SPU{Int64}(113, 114), SPU{Int64}(114, 115), SPU{Int64}(115, 116), SPU{Int64}(116, 117), SPU{Int64}(117, 118), SPU{Int64}(118, 119), SPU{Int64}(119, 120), SPU{Int64}(121, 122), SPU{Int64}(122, 123), SPU{Int64}(123, 124), SPU{Int64}(124, 125), SPU{Int64}(125, 126), SPU{Int64}(126, 127), SPU{Int64}(127, 128), SPU{Int64}(128, 129), SPU{Int64}(130, 131), SPU{Int64}(131, 132), SPU{Int64}(132, 133), SPU{Int64}(133, 134), SPU{Int64}(134, 135), SPU{Int64}(135, 136), SPU{Int64}(136, 137), SPU{Int64}(137, 138), SPU{Int64}(139, 140), SPU{Int64}(140, 141), SPU{Int64}(141, 142), SPU{Int64}(142, 143), SPU{Int64}(143, 144), SPU{Int64}(144, 145), SPU{Int64}(145, 146), SPU{Int64}(146, 147), SPU{Int64}(148, 149), SPU{Int64}(149, 150), SPU{Int64}(150, 151), SPU{Int64}(151, 152), SPU{Int64}(152, 153), SPU{Int64}(153, 154), SPU{Int64}(154, 155), SPU{Int64}(155, 156), SPU{Int64}(157, 158), SPU{Int64}(158, 159), SPU{Int64}(159, 160), SPU{Int64}(160, 161), SPU{Int64}(161, 162), SPU{Int64}(162, 163), SPU{Int64}(163, 164), SPU{Int64}(164, 165), SPU{Int64}(166, 167), SPU{Int64}(167, 168), SPU{Int64}(168, 169), SPU{Int64}(169, 170), SPU{Int64}(170, 171), SPU{Int64}(171, 172), SPU{Int64}(172, 173), SPU{Int64}(173, 174), SPU{Int64}(175, 176), SPU{Int64}(176, 177), SPU{Int64}(177, 178), SPU{Int64}(178, 179), SPU{Int64}(179, 180), SPU{Int64}(181, 182), SPU{Int64}(182, 183), SPU{Int64}(184, 185), SPU{Int64}(185, 186), SPU{Int64}(186, 187), SPU{Int64}(187, 188), SPU{Int64}(188, 189), SPU{Int64}(189, 190), SPU{Int64}(190, 191), SPU{Int64}(191, 192), SPU{Int64}(193, 194), SPU{Int64}(194, 195), SPU{Int64}(195, 196), SPU{Int64}(196, 197), SPU{Int64}(197, 198), SPU{Int64}(198, 199), SPU{Int64}(199, 200), SPU{Int64}(200, 201), SPU{Int64}(202, 203), SPU{Int64}(203, 204), SPU{Int64}(204, 205), SPU{Int64}(205, 206), SPU{Int64}(206, 207), SPU{Int64}(207, 208), SPU{Int64}(208, 209), SPU{Int64}(209, 210), SPU{Int64}(211, 212), SPU{Int64}(212, 213), SPU{Int64}(213, 214), SPU{Int64}(214, 215), SPU{Int64}(215, 216), SPU{Int64}(216, 217), SPU{Int64}(217, 218), SPU{Int64}(218, 219), SPU{Int64}(220, 221), SPU{Int64}(221, 222), SPU{Int64}(222, 223), SPU{Int64}(223, 224), SPU{Int64}(224, 225), SPU{Int64}(225, 226), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(231, 232), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(234, 235), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(240, 241), SPU{Int64}(241, 242), SPU{Int64}(242, 243), SPU{Int64}(243, 244), SPU{Int64}(244, 245), SPU{Int64}(245, 246), SPU{Int64}(247, 248), SPU{Int64}(248, 249), SPU{Int64}(249, 250), SPU{Int64}(250, 251), SPU{Int64}(251, 252), SPU{Int64}(252, 253), SPU{Int64}(253, 254), SPU{Int64}(254, 255), SPU{Int64}(256, 257), SPU{Int64}(257, 258), SPU{Int64}(258, 259), SPU{Int64}(259, 260), SPU{Int64}(260, 261), SPU{Int64}(261, 262), SPU{Int64}(262, 263), SPU{Int64}(263, 264), SPU{Int64}(265, 266), SPU{Int64}(266, 267), SPU{Int64}(267, 268), SPU{Int64}(268, 269), SPU{Int64}(269, 270), SPU{Int64}(271, 272), SPU{Int64}(272, 273), SPU{Int64}(274, 275), SPU{Int64}(275, 276), SPU{Int64}(276, 277), SPU{Int64}(277, 278), SPU{Int64}(278, 279), SPU{Int64}(279, 280), SPU{Int64}(280, 281), SPU{Int64}(281, 282), SPU{Int64}(283, 284), SPU{Int64}(284, 285), SPU{Int64}(285, 286), SPU{Int64}(286, 287), SPU{Int64}(287, 288), SPU{Int64}(288, 289), SPU{Int64}(289, 290), SPU{Int64}(290, 291), SPU{Int64}(292, 293), SPU{Int64}(293, 294), SPU{Int64}(294, 295), SPU{Int64}(295, 296), SPU{Int64}(296, 297), SPU{Int64}(297, 298), SPU{Int64}(298, 299), SPU{Int64}(299, 300), SPU{Int64}(301, 302), SPU{Int64}(302, 303), SPU{Int64}(303, 304), SPU{Int64}(304, 305), SPU{Int64}(305, 306), SPU{Int64}(306, 307), SPU{Int64}(307, 308), SPU{Int64}(308, 309), SPU{Int64}(310, 311), SPU{Int64}(311, 312), SPU{Int64}(312, 313), SPU{Int64}(313, 314), SPU{Int64}(314, 315), SPU{Int64}(315, 316), SPU{Int64}(316, 317), SPU{Int64}(317, 318), SPU{Int64}(319, 320), SPU{Int64}(320, 321), SPU{Int64}(321, 322), SPU{Int64}(322, 323), SPU{Int64}(323, 324), SPU{Int64}(324, 325), SPU{Int64}(325, 326), SPU{Int64}(326, 327), SPU{Int64}(328, 329), SPU{Int64}(329, 330), SPU{Int64}(330, 331), SPU{Int64}(331, 332), SPU{Int64}(332, 333), SPU{Int64}(333, 334), SPU{Int64}(334, 335), SPU{Int64}(335, 336), SPU{Int64}(337, 338), SPU{Int64}(338, 339), SPU{Int64}(339, 340), SPU{Int64}(340, 341), SPU{Int64}(341, 342), SPU{Int64}(342, 343), SPU{Int64}(343, 344), SPU{Int64}(344, 345), SPU{Int64}(346, 347), SPU{Int64}(347, 348), SPU{Int64}(348, 349), SPU{Int64}(349, 350), SPU{Int64}(350, 351), SPU{Int64}(351, 352), SPU{Int64}(352, 353), SPU{Int64}(353, 354), SPU{Int64}(355, 356), SPU{Int64}(356, 357), SPU{Int64}(357, 358), SPU{Int64}(358, 359), SPU{Int64}(359, 360), SPU{Int64}(361, 362), SPU{Int64}(362, 363), SPU{Int64}(364, 365), SPU{Int64}(365, 366), SPU{Int64}(366, 367), SPU{Int64}(367, 368), SPU{Int64}(368, 369), SPU{Int64}(369, 370), SPU{Int64}(370, 371), SPU{Int64}(371, 372), SPU{Int64}(373, 374), SPU{Int64}(374, 375), SPU{Int64}(375, 376), SPU{Int64}(376, 377), SPU{Int64}(377, 378), SPU{Int64}(378, 379), SPU{Int64}(379, 380), SPU{Int64}(380, 381), SPU{Int64}(382, 383), SPU{Int64}(383, 384), SPU{Int64}(384, 385), SPU{Int64}(385, 386), SPU{Int64}(386, 387), SPU{Int64}(387, 388), SPU{Int64}(388, 389), SPU{Int64}(389, 390), SPU{Int64}(391, 392), SPU{Int64}(392, 393), SPU{Int64}(393, 394), SPU{Int64}(394, 395), SPU{Int64}(395, 396), SPU{Int64}(396, 397), SPU{Int64}(397, 398), SPU{Int64}(398, 399), SPU{Int64}(400, 401), SPU{Int64}(401, 402), SPU{Int64}(402, 403), SPU{Int64}(403, 404), SPU{Int64}(404, 405), SPU{Int64}(405, 406), SPU{Int64}(406, 407), SPU{Int64}(407, 408), SPU{Int64}(409, 410), SPU{Int64}(410, 411), SPU{Int64}(411, 412), SPU{Int64}(412, 413), SPU{Int64}(413, 414), SPU{Int64}(414, 415), SPU{Int64}(415, 416), SPU{Int64}(416, 417), SPU{Int64}(418, 419), SPU{Int64}(419, 420), SPU{Int64}(420, 421), SPU{Int64}(421, 422), SPU{Int64}(422, 423), SPU{Int64}(423, 424), SPU{Int64}(424, 425), SPU{Int64}(425, 426), SPU{Int64}(427, 428), SPU{Int64}(428, 429), SPU{Int64}(429, 430), SPU{Int64}(430, 431), SPU{Int64}(431, 432), SPU{Int64}(432, 433), SPU{Int64}(433, 434), SPU{Int64}(434, 435), SPU{Int64}(436, 437), SPU{Int64}(437, 438), SPU{Int64}(438, 439), SPU{Int64}(439, 440), SPU{Int64}(440, 441), SPU{Int64}(441, 442), SPU{Int64}(442, 443), SPU{Int64}(443, 444), SPU{Int64}(445, 446), SPU{Int64}(446, 447), SPU{Int64}(447, 448), SPU{Int64}(448, 449), SPU{Int64}(449, 450), SPU{Int64}(451, 452), SPU{Int64}(452, 453), SPU{Int64}(454, 455), SPU{Int64}(455, 456), SPU{Int64}(456, 457), SPU{Int64}(457, 458), SPU{Int64}(458, 459), SPU{Int64}(459, 460), SPU{Int64}(460, 461), SPU{Int64}(461, 462), SPU{Int64}(463, 464), SPU{Int64}(464, 465), SPU{Int64}(465, 466), SPU{Int64}(466, 467), SPU{Int64}(467, 468), SPU{Int64}(468, 469), SPU{Int64}(469, 470), SPU{Int64}(470, 471), SPU{Int64}(472, 473), SPU{Int64}(473, 474), SPU{Int64}(474, 475), SPU{Int64}(475, 476), SPU{Int64}(476, 477), SPU{Int64}(477, 478), SPU{Int64}(478, 479), SPU{Int64}(479, 480), SPU{Int64}(481, 482), SPU{Int64}(482, 483), SPU{Int64}(483, 484), SPU{Int64}(484, 485), SPU{Int64}(485, 486), SPU{Int64}(486, 487), SPU{Int64}(487, 488), SPU{Int64}(488, 489), SPU{Int64}(490, 491), SPU{Int64}(491, 492), SPU{Int64}(492, 493), SPU{Int64}(493, 494), SPU{Int64}(494, 495), SPU{Int64}(495, 496), SPU{Int64}(496, 497), SPU{Int64}(497, 498), SPU{Int64}(499, 500), SPU{Int64}(500, 501), SPU{Int64}(501, 502), SPU{Int64}(502, 503), SPU{Int64}(503, 504), SPU{Int64}(504, 505), SPU{Int64}(505, 506), SPU{Int64}(506, 507), SPU{Int64}(508, 509), SPU{Int64}(509, 510), SPU{Int64}(510, 511), SPU{Int64}(511, 512), SPU{Int64}(512, 513), SPU{Int64}(513, 514), SPU{Int64}(514, 515), SPU{Int64}(515, 516), SPU{Int64}(517, 518), SPU{Int64}(518, 519), SPU{Int64}(519, 520), SPU{Int64}(520, 521), SPU{Int64}(521, 522), SPU{Int64}(522, 523), SPU{Int64}(523, 524), SPU{Int64}(524, 525), SPU{Int64}(526, 527), SPU{Int64}(527, 528), SPU{Int64}(528, 529), SPU{Int64}(529, 530), SPU{Int64}(530, 531), SPU{Int64}(531, 532), SPU{Int64}(532, 533), SPU{Int64}(533, 534), SPU{Int64}(535, 536), SPU{Int64}(536, 537), SPU{Int64}(537, 538), SPU{Int64}(538, 539), SPU{Int64}(539, 540), SPU{Int64}(541, 542), SPU{Int64}(542, 543), SPU{Int64}(544, 545), SPU{Int64}(545, 546), SPU{Int64}(546, 547), SPU{Int64}(547, 548), SPU{Int64}(548, 549), SPU{Int64}(549, 550), SPU{Int64}(550, 551), SPU{Int64}(551, 552), SPU{Int64}(553, 554), SPU{Int64}(554, 555), SPU{Int64}(555, 556), SPU{Int64}(556, 557), SPU{Int64}(557, 558), SPU{Int64}(558, 559), SPU{Int64}(559, 560), SPU{Int64}(560, 561), SPU{Int64}(562, 563), SPU{Int64}(563, 564), SPU{Int64}(564, 565), SPU{Int64}(565, 566), SPU{Int64}(566, 567), SPU{Int64}(567, 568), SPU{Int64}(568, 569), SPU{Int64}(569, 570), SPU{Int64}(571, 572), SPU{Int64}(572, 573), SPU{Int64}(573, 574), SPU{Int64}(574, 575), SPU{Int64}(575, 576), SPU{Int64}(576, 577), SPU{Int64}(577, 578), SPU{Int64}(578, 579), SPU{Int64}(580, 581), SPU{Int64}(581, 582), SPU{Int64}(582, 583), SPU{Int64}(583, 584), SPU{Int64}(584, 585), SPU{Int64}(585, 586), SPU{Int64}(586, 587), SPU{Int64}(587, 588), SPU{Int64}(589, 590), SPU{Int64}(590, 591), SPU{Int64}(591, 592), SPU{Int64}(592, 593), SPU{Int64}(593, 594), SPU{Int64}(594, 595), SPU{Int64}(595, 596), SPU{Int64}(596, 597), SPU{Int64}(598, 599), SPU{Int64}(599, 600), SPU{Int64}(600, 601), SPU{Int64}(601, 602), SPU{Int64}(602, 603), SPU{Int64}(603, 604), SPU{Int64}(604, 605), SPU{Int64}(605, 606), SPU{Int64}(607, 608), SPU{Int64}(608, 609), SPU{Int64}(609, 610), SPU{Int64}(610, 611), SPU{Int64}(611, 612), SPU{Int64}(612, 613), SPU{Int64}(613, 614), SPU{Int64}(614, 615), SPU{Int64}(616, 617), SPU{Int64}(617, 618), SPU{Int64}(618, 619), SPU{Int64}(619, 620), SPU{Int64}(620, 621), SPU{Int64}(621, 622), SPU{Int64}(622, 623), SPU{Int64}(623, 624), SPU{Int64}(625, 626), SPU{Int64}(626, 627), SPU{Int64}(627, 628), SPU{Int64}(628, 629), SPU{Int64}(629, 630), SPU{Int64}(631, 632), SPU{Int64}(632, 633), SPU{Int64}(634, 635), SPU{Int64}(635, 636), SPU{Int64}(636, 637), SPU{Int64}(637, 638), SPU{Int64}(638, 639), SPU{Int64}(639, 640), SPU{Int64}(640, 641), SPU{Int64}(641, 642), SPU{Int64}(643, 644), SPU{Int64}(644, 645), SPU{Int64}(645, 646), SPU{Int64}(646, 647), SPU{Int64}(647, 648), SPU{Int64}(648, 649), SPU{Int64}(649, 650), SPU{Int64}(650, 651), SPU{Int64}(652, 653), SPU{Int64}(653, 654), SPU{Int64}(654, 655), SPU{Int64}(655, 656), SPU{Int64}(656, 657), SPU{Int64}(657, 658), SPU{Int64}(658, 659), SPU{Int64}(659, 660), SPU{Int64}(661, 662), SPU{Int64}(662, 663), SPU{Int64}(663, 664), SPU{Int64}(664, 665), SPU{Int64}(665, 666), SPU{Int64}(666, 667), SPU{Int64}(667, 668), SPU{Int64}(668, 669), SPU{Int64}(670, 671), SPU{Int64}(671, 672), SPU{Int64}(672, 673), SPU{Int64}(673, 674), SPU{Int64}(674, 675), SPU{Int64}(675, 676), SPU{Int64}(676, 677), SPU{Int64}(677, 678), SPU{Int64}(679, 680), SPU{Int64}(680, 681), SPU{Int64}(681, 682), SPU{Int64}(682, 683), SPU{Int64}(683, 684), SPU{Int64}(684, 685), SPU{Int64}(685, 686), SPU{Int64}(686, 687), SPU{Int64}(688, 689), SPU{Int64}(689, 690), SPU{Int64}(690, 691), SPU{Int64}(691, 692), SPU{Int64}(692, 693), SPU{Int64}(693, 694), SPU{Int64}(694, 695), SPU{Int64}(695, 696), SPU{Int64}(697, 698), SPU{Int64}(698, 699), SPU{Int64}(699, 700), SPU{Int64}(700, 701), SPU{Int64}(701, 702), SPU{Int64}(702, 703), SPU{Int64}(703, 704), SPU{Int64}(704, 705), SPU{Int64}(706, 707), SPU{Int64}(707, 708), SPU{Int64}(708, 709), SPU{Int64}(709, 710), SPU{Int64}(710, 711), SPU{Int64}(711, 712), SPU{Int64}(712, 713), SPU{Int64}(713, 714), SPU{Int64}(715, 716), SPU{Int64}(716, 717), SPU{Int64}(717, 718), SPU{Int64}(718, 719), SPU{Int64}(719, 720), SPU{Int64}(739, 1351), SPU{Int64}(740, 1352), SPU{Int64}(741, 1353), SPU{Int64}(742, 1354), SPU{Int64}(743, 1355), SPU{Int64}(744, 1356), SPU{Int64}(745, 1357), SPU{Int64}(746, 1358), SPU{Int64}(747, 1359), SPU{Int64}(748, 1360), SPU{Int64}(749, 1361), SPU{Int64}(750, 1362), SPU{Int64}(751, 1363), SPU{Int64}(752, 1364), SPU{Int64}(753, 1365), SPU{Int64}(754, 1366), SPU{Int64}(755, 1367), SPU{Int64}(756, 1368), SPU{Int64}(757, 1369), SPU{Int64}(758, 1370), SPU{Int64}(759, 1371), SPU{Int64}(760, 1372), SPU{Int64}(761, 1373), SPU{Int64}(762, 1374), SPU{Int64}(763, 1375), SPU{Int64}(764, 1376), SPU{Int64}(765, 1377), SPU{Int64}(766, 1378), SPU{Int64}(767, 1379), SPU{Int64}(768, 1380), SPU{Int64}(769, 1381), SPU{Int64}(770, 1382), SPU{Int64}(771, 1383), SPU{Int64}(772, 1384), SPU{Int64}(773, 1385), SPU{Int64}(774, 1386), SPU{Int64}(775, 1387), SPU{Int64}(776, 1388), SPU{Int64}(777, 1389), SPU{Int64}(778, 1390), SPU{Int64}(779, 1391), SPU{Int64}(780, 1392), SPU{Int64}(781, 1393), SPU{Int64}(782, 1394), SPU{Int64}(783, 1395), SPU{Int64}(784, 1396), SPU{Int64}(785, 1397), SPU{Int64}(786, 1398), SPU{Int64}(787, 1399), SPU{Int64}(788, 1400), SPU{Int64}(789, 1401), SPU{Int64}(790, 1402), SPU{Int64}(791, 1403), SPU{Int64}(792, 1404), SPU{Int64}(793, 1405), SPU{Int64}(794, 1406), SPU{Int64}(795, 1407), SPU{Int64}(796, 1408), SPU{Int64}(797, 1409), SPU{Int64}(798, 1410), SPU{Int64}(799, 1411), SPU{Int64}(800, 1412), SPU{Int64}(801, 1413), SPU{Int64}(802, 1414), SPU{Int64}(803, 1415), SPU{Int64}(804, 1416), SPU{Int64}(805, 1417), SPU{Int64}(806, 1418), SPU{Int64}(807, 1419), SPU{Int64}(808, 1420), SPU{Int64}(809, 1421), SPU{Int64}(810, 1422), SPU{Int64}(811, 721), SPU{Int64}(812, 722), SPU{Int64}(813, 723), SPU{Int64}(814, 724), SPU{Int64}(815, 725), SPU{Int64}(816, 726), SPU{Int64}(817, 727), SPU{Int64}(818, 728), SPU{Int64}(819, 729), SPU{Int64}(820, 730), SPU{Int64}(821, 731), SPU{Int64}(822, 732), SPU{Int64}(823, 733), SPU{Int64}(824, 734), SPU{Int64}(825, 735), SPU{Int64}(826, 736), SPU{Int64}(827, 737), SPU{Int64}(828, 738), SPU{Int64}(829, 739), SPU{Int64}(830, 740), SPU{Int64}(831, 741), SPU{Int64}(832, 742), SPU{Int64}(833, 743), SPU{Int64}(834, 744), SPU{Int64}(835, 745), SPU{Int64}(836, 746), SPU{Int64}(837, 747), SPU{Int64}(838, 748), SPU{Int64}(839, 749), SPU{Int64}(840, 750), SPU{Int64}(841, 751), SPU{Int64}(842, 752), SPU{Int64}(843, 753), SPU{Int64}(844, 754), SPU{Int64}(845, 755), SPU{Int64}(846, 756), SPU{Int64}(847, 757), SPU{Int64}(848, 758), SPU{Int64}(849, 759), SPU{Int64}(850, 760), SPU{Int64}(851, 761), SPU{Int64}(852, 762), SPU{Int64}(853, 763), SPU{Int64}(854, 764), SPU{Int64}(855, 765), SPU{Int64}(856, 766), SPU{Int64}(857, 767), SPU{Int64}(858, 768), SPU{Int64}(859, 769), SPU{Int64}(860, 770), SPU{Int64}(861, 771), SPU{Int64}(862, 772), SPU{Int64}(863, 773), SPU{Int64}(864, 774), SPU{Int64}(865, 775), SPU{Int64}(866, 776), SPU{Int64}(867, 777), SPU{Int64}(868, 778), SPU{Int64}(869, 779), SPU{Int64}(870, 780), SPU{Int64}(871, 781), SPU{Int64}(872, 782), SPU{Int64}(873, 783), SPU{Int64}(874, 784), SPU{Int64}(875, 785), SPU{Int64}(876, 786), SPU{Int64}(877, 787), SPU{Int64}(878, 788), SPU{Int64}(879, 789), SPU{Int64}(880, 790), SPU{Int64}(881, 791), SPU{Int64}(882, 792), SPU{Int64}(883, 793), SPU{Int64}(884, 794), SPU{Int64}(885, 795), SPU{Int64}(886, 796), SPU{Int64}(887, 797), SPU{Int64}(888, 798), SPU{Int64}(889, 799), SPU{Int64}(890, 800), SPU{Int64}(891, 801), SPU{Int64}(892, 802), SPU{Int64}(893, 803), SPU{Int64}(894, 804), SPU{Int64}(895, 805), SPU{Int64}(896, 806), SPU{Int64}(897, 807), SPU{Int64}(898, 808), SPU{Int64}(899, 809), SPU{Int64}(900, 810), SPU{Int64}(901, 811), SPU{Int64}(902, 812), SPU{Int64}(903, 813), SPU{Int64}(904, 814), SPU{Int64}(905, 815), SPU{Int64}(906, 816), SPU{Int64}(907, 817), SPU{Int64}(908, 818), SPU{Int64}(909, 819), SPU{Int64}(910, 820), SPU{Int64}(911, 821), SPU{Int64}(912, 822), SPU{Int64}(913, 823), SPU{Int64}(914, 824), SPU{Int64}(915, 825), SPU{Int64}(916, 826), SPU{Int64}(917, 827), SPU{Int64}(918, 828), SPU{Int64}(919, 829), SPU{Int64}(920, 830), SPU{Int64}(921, 831), SPU{Int64}(922, 832), SPU{Int64}(923, 833), SPU{Int64}(924, 834), SPU{Int64}(925, 835), SPU{Int64}(926, 836), SPU{Int64}(927, 837), SPU{Int64}(928, 838), SPU{Int64}(929, 839), SPU{Int64}(930, 840), SPU{Int64}(931, 841), SPU{Int64}(932, 842), SPU{Int64}(933, 843), SPU{Int64}(934, 844), SPU{Int64}(935, 845), SPU{Int64}(936, 846), SPU{Int64}(937, 847), SPU{Int64}(938, 848), SPU{Int64}(939, 849), SPU{Int64}(940, 850), SPU{Int64}(941, 851), SPU{Int64}(942, 852), SPU{Int64}(943, 853), SPU{Int64}(944, 854), SPU{Int64}(945, 855), SPU{Int64}(946, 856), SPU{Int64}(947, 857), SPU{Int64}(948, 858), SPU{Int64}(949, 859), SPU{Int64}(950, 860), SPU{Int64}(951, 861), SPU{Int64}(952, 862), SPU{Int64}(953, 863), SPU{Int64}(954, 864), SPU{Int64}(955, 865), SPU{Int64}(956, 866), SPU{Int64}(957, 867), SPU{Int64}(958, 868), SPU{Int64}(959, 869), SPU{Int64}(960, 870), SPU{Int64}(961, 871), SPU{Int64}(962, 872), SPU{Int64}(963, 873), SPU{Int64}(964, 874), SPU{Int64}(965, 875), SPU{Int64}(966, 876), SPU{Int64}(967, 877), SPU{Int64}(968, 878), SPU{Int64}(969, 879), SPU{Int64}(970, 880), SPU{Int64}(971, 881), SPU{Int64}(972, 882), SPU{Int64}(973, 883), SPU{Int64}(974, 884), SPU{Int64}(975, 885), SPU{Int64}(976, 886), SPU{Int64}(977, 887), SPU{Int64}(978, 888), SPU{Int64}(979, 889), SPU{Int64}(980, 890), SPU{Int64}(981, 891), SPU{Int64}(982, 892), SPU{Int64}(983, 893), SPU{Int64}(984, 894), SPU{Int64}(985, 895), SPU{Int64}(986, 896), SPU{Int64}(987, 897), SPU{Int64}(988, 898), SPU{Int64}(989, 899), SPU{Int64}(990, 900), SPU{Int64}(991, 901), SPU{Int64}(992, 902), SPU{Int64}(993, 903), SPU{Int64}(994, 904), SPU{Int64}(995, 905), SPU{Int64}(996, 906), SPU{Int64}(997, 907), SPU{Int64}(998, 908), SPU{Int64}(999, 909), SPU{Int64}(1000, 910), SPU{Int64}(1001, 911), SPU{Int64}(1002, 912), SPU{Int64}(1003, 913), SPU{Int64}(1004, 914), SPU{Int64}(1005, 915), SPU{Int64}(1006, 916), SPU{Int64}(1007, 917), SPU{Int64}(1008, 918), SPU{Int64}(1009, 919), SPU{Int64}(1010, 920), SPU{Int64}(1011, 921), SPU{Int64}(1012, 922), SPU{Int64}(1013, 923), SPU{Int64}(1014, 924), SPU{Int64}(1015, 925), SPU{Int64}(1016, 926), SPU{Int64}(1017, 927), SPU{Int64}(1018, 928), SPU{Int64}(1019, 929), SPU{Int64}(1020, 930), SPU{Int64}(1021, 931), SPU{Int64}(1022, 932), SPU{Int64}(1023, 933), SPU{Int64}(1024, 934), SPU{Int64}(1025, 935), SPU{Int64}(1026, 936), SPU{Int64}(1027, 937), SPU{Int64}(1028, 938), SPU{Int64}(1029, 939), SPU{Int64}(1030, 940), SPU{Int64}(1031, 941), SPU{Int64}(1032, 942), SPU{Int64}(1033, 943), SPU{Int64}(1034, 944), SPU{Int64}(1035, 945), SPU{Int64}(1036, 946), SPU{Int64}(1037, 947), SPU{Int64}(1038, 948), SPU{Int64}(1039, 949), SPU{Int64}(1040, 950), SPU{Int64}(1041, 951), SPU{Int64}(1042, 952), SPU{Int64}(1043, 953), SPU{Int64}(1044, 954), SPU{Int64}(1045, 955), SPU{Int64}(1046, 956), SPU{Int64}(1047, 957), SPU{Int64}(1048, 958), SPU{Int64}(1049, 959), SPU{Int64}(1050, 960), SPU{Int64}(1051, 961), SPU{Int64}(1052, 962), SPU{Int64}(1053, 963), SPU{Int64}(1054, 964), SPU{Int64}(1055, 965), SPU{Int64}(1056, 966), SPU{Int64}(1057, 967), SPU{Int64}(1058, 968), SPU{Int64}(1059, 969), SPU{Int64}(1060, 970), SPU{Int64}(1061, 971), SPU{Int64}(1062, 972), SPU{Int64}(1063, 973), SPU{Int64}(1064, 974), SPU{Int64}(1065, 975), SPU{Int64}(1066, 976), SPU{Int64}(1067, 977), SPU{Int64}(1068, 978), SPU{Int64}(1069, 979), SPU{Int64}(1070, 980), SPU{Int64}(1071, 981), SPU{Int64}(1072, 982), SPU{Int64}(1073, 983), SPU{Int64}(1074, 984), SPU{Int64}(1075, 985), SPU{Int64}(1076, 986), SPU{Int64}(1077, 987), SPU{Int64}(1078, 988), SPU{Int64}(1079, 989), SPU{Int64}(1080, 990), SPU{Int64}(1081, 991), SPU{Int64}(1082, 992), SPU{Int64}(1083, 993), SPU{Int64}(1084, 994), SPU{Int64}(1085, 995), SPU{Int64}(1086, 996), SPU{Int64}(1087, 997), SPU{Int64}(1088, 998), SPU{Int64}(1089, 999), SPU{Int64}(1090, 1000), SPU{Int64}(1091, 1001), SPU{Int64}(1092, 1002), SPU{Int64}(1093, 1003), SPU{Int64}(1094, 1004), SPU{Int64}(1095, 1005), SPU{Int64}(1096, 1006), SPU{Int64}(1097, 1007), SPU{Int64}(1098, 1008), SPU{Int64}(1099, 1009), SPU{Int64}(1100, 1010), SPU{Int64}(1101, 1011), SPU{Int64}(1102, 1012), SPU{Int64}(1103, 1013), SPU{Int64}(1104, 1014), SPU{Int64}(1105, 1015), SPU{Int64}(1106, 1016), SPU{Int64}(1107, 1017), SPU{Int64}(1108, 1018), SPU{Int64}(1109, 1019), SPU{Int64}(1110, 1020), SPU{Int64}(1111, 1021), SPU{Int64}(1112, 1022), SPU{Int64}(1113, 1023), SPU{Int64}(1114, 1024), SPU{Int64}(1115, 1025), SPU{Int64}(1116, 1026), SPU{Int64}(1117, 1027), SPU{Int64}(1118, 1028), SPU{Int64}(1119, 1029), SPU{Int64}(1120, 1030), SPU{Int64}(1121, 1031), SPU{Int64}(1122, 1032), SPU{Int64}(1123, 1033), SPU{Int64}(1124, 1034), SPU{Int64}(1125, 1035), SPU{Int64}(1126, 1036), SPU{Int64}(1127, 1037), SPU{Int64}(1128, 1038), SPU{Int64}(1129, 1039), SPU{Int64}(1130, 1040), SPU{Int64}(1131, 1041), SPU{Int64}(1132, 1042), SPU{Int64}(1133, 1043), SPU{Int64}(1134, 1044), SPU{Int64}(1135, 1045), SPU{Int64}(1136, 1046), SPU{Int64}(1137, 1047), SPU{Int64}(1138, 1048), SPU{Int64}(1139, 1049), SPU{Int64}(1140, 1050), SPU{Int64}(1141, 1051), SPU{Int64}(1142, 1052), SPU{Int64}(1143, 1053), SPU{Int64}(1144, 1054), SPU{Int64}(1145, 1055), SPU{Int64}(1146, 1056), SPU{Int64}(1147, 1057), SPU{Int64}(1148, 1058), SPU{Int64}(1149, 1059), SPU{Int64}(1150, 1060), SPU{Int64}(1151, 1061), SPU{Int64}(1152, 1062), SPU{Int64}(1153, 1063), SPU{Int64}(1154, 1064), SPU{Int64}(1155, 1065), SPU{Int64}(1156, 1066), SPU{Int64}(1157, 1067), SPU{Int64}(1158, 1068), SPU{Int64}(1159, 1069), SPU{Int64}(1160, 1070), SPU{Int64}(1161, 1071), SPU{Int64}(1162, 1072), SPU{Int64}(1163, 1073), SPU{Int64}(1164, 1074), SPU{Int64}(1165, 1075), SPU{Int64}(1166, 1076), SPU{Int64}(1167, 1077), SPU{Int64}(1168, 1078), SPU{Int64}(1169, 1079), SPU{Int64}(1170, 1080), SPU{Int64}(1171, 1081), SPU{Int64}(1172, 1082), SPU{Int64}(1173, 1083), SPU{Int64}(1174, 1084), SPU{Int64}(1175, 1085), SPU{Int64}(1176, 1086), SPU{Int64}(1177, 1087), SPU{Int64}(1178, 1088), SPU{Int64}(1179, 1089), SPU{Int64}(1180, 1090), SPU{Int64}(1181, 1091), SPU{Int64}(1182, 1092), SPU{Int64}(1183, 1093), SPU{Int64}(1184, 1094), SPU{Int64}(1185, 1095), SPU{Int64}(1186, 1096), SPU{Int64}(1187, 1097), SPU{Int64}(1188, 1098), SPU{Int64}(1189, 1099), SPU{Int64}(1190, 1100), SPU{Int64}(1191, 1101), SPU{Int64}(1192, 1102), SPU{Int64}(1193, 1103), SPU{Int64}(1194, 1104), SPU{Int64}(1195, 1105), SPU{Int64}(1196, 1106), SPU{Int64}(1197, 1107), SPU{Int64}(1198, 1108), SPU{Int64}(1199, 1109), SPU{Int64}(1200, 1110), SPU{Int64}(1201, 1111), SPU{Int64}(1202, 1112), SPU{Int64}(1203, 1113), SPU{Int64}(1204, 1114), SPU{Int64}(1205, 1115), SPU{Int64}(1206, 1116), SPU{Int64}(1207, 1117), SPU{Int64}(1208, 1118), SPU{Int64}(1209, 1119), SPU{Int64}(1210, 1120), SPU{Int64}(1211, 1121), SPU{Int64}(1212, 1122), SPU{Int64}(1213, 1123), SPU{Int64}(1214, 1124), SPU{Int64}(1215, 1125), SPU{Int64}(1216, 1126), SPU{Int64}(1217, 1127), SPU{Int64}(1218, 1128), SPU{Int64}(1219, 1129), SPU{Int64}(1220, 1130), SPU{Int64}(1221, 1131), SPU{Int64}(1222, 1132), SPU{Int64}(1223, 1133), SPU{Int64}(1224, 1134), SPU{Int64}(1225, 1135), SPU{Int64}(1226, 1136), SPU{Int64}(1227, 1137), SPU{Int64}(1228, 1138), SPU{Int64}(1229, 1139), SPU{Int64}(1230, 1140), SPU{Int64}(1231, 1141), SPU{Int64}(1232, 1142), SPU{Int64}(1233, 1143), SPU{Int64}(1234, 1144), SPU{Int64}(1235, 1145), SPU{Int64}(1236, 1146), SPU{Int64}(1237, 1147), SPU{Int64}(1238, 1148), SPU{Int64}(1239, 1149), SPU{Int64}(1240, 1150), SPU{Int64}(1241, 1151), SPU{Int64}(1242, 1152), SPU{Int64}(1243, 1153), SPU{Int64}(1244, 1154), SPU{Int64}(1245, 1155), SPU{Int64}(1246, 1156), SPU{Int64}(1247, 1157), SPU{Int64}(1248, 1158), SPU{Int64}(1249, 1159), SPU{Int64}(1250, 1160), SPU{Int64}(1251, 1161), SPU{Int64}(1252, 1162), SPU{Int64}(1253, 1163), SPU{Int64}(1254, 1164), SPU{Int64}(1255, 1165), SPU{Int64}(1256, 1166), SPU{Int64}(1257, 1167), SPU{Int64}(1258, 1168), SPU{Int64}(1259, 1169), SPU{Int64}(1260, 1170), SPU{Int64}(1261, 1171), SPU{Int64}(1262, 1172), SPU{Int64}(1263, 1173), SPU{Int64}(1264, 1174), SPU{Int64}(1265, 1175), SPU{Int64}(1266, 1176), SPU{Int64}(1267, 1177), SPU{Int64}(1268, 1178), SPU{Int64}(1269, 1179), SPU{Int64}(1270, 1180), SPU{Int64}(1271, 1181), SPU{Int64}(1272, 1182), SPU{Int64}(1273, 1183), SPU{Int64}(1274, 1184), SPU{Int64}(1275, 1185), SPU{Int64}(1276, 1186), SPU{Int64}(1277, 1187), SPU{Int64}(1278, 1188), SPU{Int64}(1279, 1189), SPU{Int64}(1280, 1190), SPU{Int64}(1281, 1191), SPU{Int64}(1282, 1192), SPU{Int64}(1283, 1193), SPU{Int64}(1284, 1194), SPU{Int64}(1285, 1195), SPU{Int64}(1286, 1196), SPU{Int64}(1287, 1197), SPU{Int64}(1288, 1198), SPU{Int64}(1289, 1199), SPU{Int64}(1290, 1200), SPU{Int64}(1291, 1201), SPU{Int64}(1292, 1202), SPU{Int64}(1293, 1203), SPU{Int64}(1294, 1204), SPU{Int64}(1295, 1205), SPU{Int64}(1296, 1206), SPU{Int64}(1297, 1207), SPU{Int64}(1298, 1208), SPU{Int64}(1299, 1209), SPU{Int64}(1300, 1210), SPU{Int64}(1301, 1211), SPU{Int64}(1302, 1212), SPU{Int64}(1303, 1213), SPU{Int64}(1304, 1214), SPU{Int64}(1305, 1215), SPU{Int64}(1306, 1216), SPU{Int64}(1307, 1217), SPU{Int64}(1308, 1218), SPU{Int64}(1309, 1219), SPU{Int64}(1310, 1220), SPU{Int64}(1311, 1221), SPU{Int64}(1312, 1222), SPU{Int64}(1313, 1223), SPU{Int64}(1314, 1224), SPU{Int64}(1315, 1225), SPU{Int64}(1316, 1226), SPU{Int64}(1317, 1227), SPU{Int64}(1318, 1228), SPU{Int64}(1319, 1229), SPU{Int64}(1320, 1230), SPU{Int64}(1321, 1231), SPU{Int64}(1322, 1232), SPU{Int64}(1323, 1233), SPU{Int64}(1324, 1234), SPU{Int64}(1325, 1235), SPU{Int64}(1326, 1236), SPU{Int64}(1327, 1237), SPU{Int64}(1328, 1238), SPU{Int64}(1329, 1239), SPU{Int64}(1330, 1240), SPU{Int64}(1331, 1241), SPU{Int64}(1332, 1242), SPU{Int64}(1333, 1243), SPU{Int64}(1334, 1244), SPU{Int64}(1335, 1245), SPU{Int64}(1336, 1246), SPU{Int64}(1337, 1247), SPU{Int64}(1338, 1248), SPU{Int64}(1339, 1249), SPU{Int64}(1340, 1250), SPU{Int64}(1341, 1251), SPU{Int64}(1342, 1252), SPU{Int64}(1343, 1253), SPU{Int64}(1344, 1254), SPU{Int64}(1345, 1255), SPU{Int64}(1346, 1256), SPU{Int64}(1347, 1257), SPU{Int64}(1348, 1258), SPU{Int64}(1349, 1259), SPU{Int64}(1350, 1260), SPU{Int64}(1351, 1261), SPU{Int64}(1352, 1262), SPU{Int64}(1353, 1263), SPU{Int64}(1354, 1264), SPU{Int64}(1355, 1265), SPU{Int64}(1356, 1266), SPU{Int64}(1357, 1267), SPU{Int64}(1358, 1268), SPU{Int64}(1359, 1269), SPU{Int64}(1360, 1270), SPU{Int64}(1361, 1271), SPU{Int64}(1362, 1272), SPU{Int64}(1363, 1273), SPU{Int64}(1364, 1274), SPU{Int64}(1365, 1275), SPU{Int64}(1366, 1276), SPU{Int64}(1367, 1277), SPU{Int64}(1368, 1278), SPU{Int64}(1369, 1279), SPU{Int64}(1370, 1280), SPU{Int64}(1371, 1281), SPU{Int64}(1372, 1282), SPU{Int64}(1373, 1283), SPU{Int64}(1374, 1284), SPU{Int64}(1375, 1285), SPU{Int64}(1376, 1286), SPU{Int64}(1377, 1287), SPU{Int64}(1378, 1288), SPU{Int64}(1379, 1289), SPU{Int64}(1380, 1290), SPU{Int64}(1381, 1291), SPU{Int64}(1382, 1292), SPU{Int64}(1383, 1293), SPU{Int64}(1384, 1294), SPU{Int64}(1385, 1295), SPU{Int64}(1386, 1296), SPU{Int64}(1387, 1297), SPU{Int64}(1388, 1298), SPU{Int64}(1389, 1299), SPU{Int64}(1390, 1300), SPU{Int64}(1391, 1301), SPU{Int64}(1392, 1302), SPU{Int64}(1393, 1303), SPU{Int64}(1394, 1304), SPU{Int64}(1395, 1305), SPU{Int64}(1396, 1306), SPU{Int64}(1397, 1307), SPU{Int64}(1398, 1308), SPU{Int64}(1399, 1309), SPU{Int64}(1400, 1310), SPU{Int64}(1401, 1311), SPU{Int64}(1402, 1312), SPU{Int64}(1403, 1313), SPU{Int64}(1404, 1314), SPU{Int64}(1405, 1315), SPU{Int64}(1406, 1316), SPU{Int64}(1407, 1317), SPU{Int64}(1408, 1318), SPU{Int64}(1409, 1319), SPU{Int64}(1410, 1320), SPU{Int64}(1411, 1321), SPU{Int64}(1412, 1322), SPU{Int64}(1413, 1323), SPU{Int64}(1414, 1324), SPU{Int64}(1415, 1325), SPU{Int64}(1416, 1326), SPU{Int64}(1417, 1327), SPU{Int64}(1418, 1328), SPU{Int64}(1419, 1329), SPU{Int64}(1420, 1330), SPU{Int64}(1421, 1331), SPU{Int64}(1422, 1332), SPU{Int64}(1423, 1333), SPU{Int64}(1424, 1334), SPU{Int64}(1425, 1335), SPU{Int64}(1426, 1336), SPU{Int64}(1427, 1337), SPU{Int64}(1428, 1338), SPU{Int64}(1429, 1339), SPU{Int64}(1430, 1340), SPU{Int64}(1431, 1341), SPU{Int64}(1432, 1342), SPU{Int64}(1433, 1343), SPU{Int64}(1434, 1344), SPU{Int64}(1435, 1345), SPU{Int64}(1436, 1346), SPU{Int64}(1437, 1347), SPU{Int64}(1438, 1348), SPU{Int64}(1439, 1349), SPU{Int64}(1440, 1350), SPU{Int64}(721, 722), SPU{Int64}(722, 723), SPU{Int64}(724, 725), SPU{Int64}(725, 726), SPU{Int64}(726, 727), SPU{Int64}(727, 728), SPU{Int64}(728, 729), SPU{Int64}(729, 730), SPU{Int64}(730, 731), SPU{Int64}(731, 732), SPU{Int64}(733, 734), SPU{Int64}(734, 735), SPU{Int64}(735, 736), SPU{Int64}(736, 737), SPU{Int64}(737, 738), SPU{Int64}(738, 739), SPU{Int64}(739, 740), SPU{Int64}(740, 741), SPU{Int64}(742, 743), SPU{Int64}(743, 744), SPU{Int64}(744, 745), SPU{Int64}(745, 746), SPU{Int64}(746, 747), SPU{Int64}(747, 748), SPU{Int64}(748, 749), SPU{Int64}(749, 750), SPU{Int64}(751, 752), SPU{Int64}(752, 753), SPU{Int64}(753, 754), SPU{Int64}(754, 755), SPU{Int64}(755, 756), SPU{Int64}(756, 757), SPU{Int64}(757, 758), SPU{Int64}(758, 759), SPU{Int64}(760, 761), SPU{Int64}(761, 762), SPU{Int64}(762, 763), SPU{Int64}(763, 764), SPU{Int64}(764, 765), SPU{Int64}(765, 766), SPU{Int64}(766, 767), SPU{Int64}(767, 768), SPU{Int64}(769, 770), SPU{Int64}(770, 771), SPU{Int64}(771, 772), SPU{Int64}(772, 773), SPU{Int64}(773, 774), SPU{Int64}(774, 775), SPU{Int64}(775, 776), SPU{Int64}(776, 777), SPU{Int64}(778, 779), SPU{Int64}(779, 780), SPU{Int64}(780, 781), SPU{Int64}(781, 782), SPU{Int64}(782, 783), SPU{Int64}(783, 784), SPU{Int64}(784, 785), SPU{Int64}(785, 786), SPU{Int64}(787, 788), SPU{Int64}(788, 789), SPU{Int64}(789, 790), SPU{Int64}(790, 791), SPU{Int64}(791, 792), SPU{Int64}(792, 793), SPU{Int64}(793, 794), SPU{Int64}(794, 795), SPU{Int64}(796, 797), SPU{Int64}(797, 798), SPU{Int64}(798, 799), SPU{Int64}(799, 800), SPU{Int64}(800, 801), SPU{Int64}(801, 802), SPU{Int64}(802, 803), SPU{Int64}(803, 804), SPU{Int64}(805, 806), SPU{Int64}(806, 807), SPU{Int64}(807, 808), SPU{Int64}(808, 809), SPU{Int64}(809, 810), SPU{Int64}(811, 812), SPU{Int64}(812, 813), SPU{Int64}(814, 815), SPU{Int64}(815, 816), SPU{Int64}(816, 817), SPU{Int64}(817, 818), SPU{Int64}(818, 819), SPU{Int64}(819, 820), SPU{Int64}(820, 821), SPU{Int64}(821, 822), SPU{Int64}(823, 824), SPU{Int64}(824, 825), SPU{Int64}(825, 826), SPU{Int64}(826, 827), SPU{Int64}(827, 828), SPU{Int64}(828, 829), SPU{Int64}(829, 830), SPU{Int64}(830, 831), SPU{Int64}(832, 833), SPU{Int64}(833, 834), SPU{Int64}(834, 835), SPU{Int64}(835, 836), SPU{Int64}(836, 837), SPU{Int64}(837, 838), SPU{Int64}(838, 839), SPU{Int64}(839, 840), SPU{Int64}(841, 842), SPU{Int64}(842, 843), SPU{Int64}(843, 844), SPU{Int64}(844, 845), SPU{Int64}(845, 846), SPU{Int64}(846, 847), SPU{Int64}(847, 848), SPU{Int64}(848, 849), SPU{Int64}(850, 851), SPU{Int64}(851, 852), SPU{Int64}(852, 853), SPU{Int64}(853, 854), SPU{Int64}(854, 855), SPU{Int64}(855, 856), SPU{Int64}(856, 857), SPU{Int64}(857, 858), SPU{Int64}(859, 860), SPU{Int64}(860, 861), SPU{Int64}(861, 862), SPU{Int64}(862, 863), SPU{Int64}(863, 864), SPU{Int64}(864, 865), SPU{Int64}(865, 866), SPU{Int64}(866, 867), SPU{Int64}(868, 869), SPU{Int64}(869, 870), SPU{Int64}(870, 871), SPU{Int64}(871, 872), SPU{Int64}(872, 873), SPU{Int64}(873, 874), SPU{Int64}(874, 875), SPU{Int64}(875, 876), SPU{Int64}(877, 878), SPU{Int64}(878, 879), SPU{Int64}(879, 880), SPU{Int64}(880, 881), SPU{Int64}(881, 882), SPU{Int64}(882, 883), SPU{Int64}(883, 884), SPU{Int64}(884, 885), SPU{Int64}(886, 887), SPU{Int64}(887, 888), SPU{Int64}(888, 889), SPU{Int64}(889, 890), SPU{Int64}(890, 891), SPU{Int64}(891, 892), SPU{Int64}(892, 893), SPU{Int64}(893, 894), SPU{Int64}(895, 896), SPU{Int64}(896, 897), SPU{Int64}(897, 898), SPU{Int64}(898, 899), SPU{Int64}(899, 900), SPU{Int64}(901, 902), SPU{Int64}(902, 903), SPU{Int64}(904, 905), SPU{Int64}(905, 906), SPU{Int64}(906, 907), SPU{Int64}(907, 908), SPU{Int64}(908, 909), SPU{Int64}(909, 910), SPU{Int64}(910, 911), SPU{Int64}(911, 912), SPU{Int64}(913, 914), SPU{Int64}(914, 915), SPU{Int64}(915, 916), SPU{Int64}(916, 917), SPU{Int64}(917, 918), SPU{Int64}(918, 919), SPU{Int64}(919, 920), SPU{Int64}(920, 921), SPU{Int64}(922, 923), SPU{Int64}(923, 924), SPU{Int64}(924, 925), SPU{Int64}(925, 926), SPU{Int64}(926, 927), SPU{Int64}(927, 928), SPU{Int64}(928, 929), SPU{Int64}(929, 930), SPU{Int64}(931, 932), SPU{Int64}(932, 933), SPU{Int64}(933, 934), SPU{Int64}(934, 935), SPU{Int64}(935, 936), SPU{Int64}(936, 937), SPU{Int64}(937, 938), SPU{Int64}(938, 939), SPU{Int64}(940, 941), SPU{Int64}(941, 942), SPU{Int64}(942, 943), SPU{Int64}(943, 944), SPU{Int64}(944, 945), SPU{Int64}(945, 946), SPU{Int64}(946, 947), SPU{Int64}(947, 948), SPU{Int64}(949, 950), SPU{Int64}(950, 951), SPU{Int64}(951, 952), SPU{Int64}(952, 953), SPU{Int64}(953, 954), SPU{Int64}(954, 955), SPU{Int64}(955, 956), SPU{Int64}(956, 957), SPU{Int64}(958, 959), SPU{Int64}(959, 960), SPU{Int64}(960, 961), SPU{Int64}(961, 962), SPU{Int64}(962, 963), SPU{Int64}(963, 964), SPU{Int64}(964, 965), SPU{Int64}(965, 966), SPU{Int64}(967, 968), SPU{Int64}(968, 969), SPU{Int64}(969, 970), SPU{Int64}(970, 971), SPU{Int64}(971, 972), SPU{Int64}(972, 973), SPU{Int64}(973, 974), SPU{Int64}(974, 975), SPU{Int64}(976, 977), SPU{Int64}(977, 978), SPU{Int64}(978, 979), SPU{Int64}(979, 980), SPU{Int64}(980, 981), SPU{Int64}(981, 982), SPU{Int64}(982, 983), SPU{Int64}(983, 984), SPU{Int64}(985, 986), SPU{Int64}(986, 987), SPU{Int64}(987, 988), SPU{Int64}(988, 989), SPU{Int64}(989, 990), SPU{Int64}(991, 992), SPU{Int64}(992, 993), SPU{Int64}(994, 995), SPU{Int64}(995, 996), SPU{Int64}(996, 997), SPU{Int64}(997, 998), SPU{Int64}(998, 999), SPU{Int64}(999, 1000), SPU{Int64}(1000, 1001), SPU{Int64}(1001, 1002), SPU{Int64}(1003, 1004), SPU{Int64}(1004, 1005), SPU{Int64}(1005, 1006), SPU{Int64}(1006, 1007), SPU{Int64}(1007, 1008), SPU{Int64}(1008, 1009), SPU{Int64}(1009, 1010), SPU{Int64}(1010, 1011), SPU{Int64}(1012, 1013), SPU{Int64}(1013, 1014), SPU{Int64}(1014, 1015), SPU{Int64}(1015, 1016), SPU{Int64}(1016, 1017), SPU{Int64}(1017, 1018), SPU{Int64}(1018, 1019), SPU{Int64}(1019, 1020), SPU{Int64}(1021, 1022), SPU{Int64}(1022, 1023), SPU{Int64}(1023, 1024), SPU{Int64}(1024, 1025), SPU{Int64}(1025, 1026), SPU{Int64}(1026, 1027), SPU{Int64}(1027, 1028), SPU{Int64}(1028, 1029), SPU{Int64}(1030, 1031), SPU{Int64}(1031, 1032), SPU{Int64}(1032, 1033), SPU{Int64}(1033, 1034), SPU{Int64}(1034, 1035), SPU{Int64}(1035, 1036), SPU{Int64}(1036, 1037), SPU{Int64}(1037, 1038), SPU{Int64}(1039, 1040), SPU{Int64}(1040, 1041), SPU{Int64}(1041, 1042), SPU{Int64}(1042, 1043), SPU{Int64}(1043, 1044), SPU{Int64}(1044, 1045), SPU{Int64}(1045, 1046), SPU{Int64}(1046, 1047), SPU{Int64}(1048, 1049), SPU{Int64}(1049, 1050), SPU{Int64}(1050, 1051), SPU{Int64}(1051, 1052), SPU{Int64}(1052, 1053), SPU{Int64}(1053, 1054), SPU{Int64}(1054, 1055), SPU{Int64}(1055, 1056), SPU{Int64}(1057, 1058), SPU{Int64}(1058, 1059), SPU{Int64}(1059, 1060), SPU{Int64}(1060, 1061), SPU{Int64}(1061, 1062), SPU{Int64}(1062, 1063), SPU{Int64}(1063, 1064), SPU{Int64}(1064, 1065), SPU{Int64}(1066, 1067), SPU{Int64}(1067, 1068), SPU{Int64}(1068, 1069), SPU{Int64}(1069, 1070), SPU{Int64}(1070, 1071), SPU{Int64}(1071, 1072), SPU{Int64}(1072, 1073), SPU{Int64}(1073, 1074), SPU{Int64}(1075, 1076), SPU{Int64}(1076, 1077), SPU{Int64}(1077, 1078), SPU{Int64}(1078, 1079), SPU{Int64}(1079, 1080), SPU{Int64}(1081, 1082), SPU{Int64}(1082, 1083), SPU{Int64}(1084, 1085), SPU{Int64}(1085, 1086), SPU{Int64}(1086, 1087), SPU{Int64}(1087, 1088), SPU{Int64}(1088, 1089), SPU{Int64}(1089, 1090), SPU{Int64}(1090, 1091), SPU{Int64}(1091, 1092), SPU{Int64}(1093, 1094), SPU{Int64}(1094, 1095), SPU{Int64}(1095, 1096), SPU{Int64}(1096, 1097), SPU{Int64}(1097, 1098), SPU{Int64}(1098, 1099), SPU{Int64}(1099, 1100), SPU{Int64}(1100, 1101), SPU{Int64}(1102, 1103), SPU{Int64}(1103, 1104), SPU{Int64}(1104, 1105), SPU{Int64}(1105, 1106), SPU{Int64}(1106, 1107), SPU{Int64}(1107, 1108), SPU{Int64}(1108, 1109), SPU{Int64}(1109, 1110), SPU{Int64}(1111, 1112), SPU{Int64}(1112, 1113), SPU{Int64}(1113, 1114), SPU{Int64}(1114, 1115), SPU{Int64}(1115, 1116), SPU{Int64}(1116, 1117), SPU{Int64}(1117, 1118), SPU{Int64}(1118, 1119), SPU{Int64}(1120, 1121), SPU{Int64}(1121, 1122), SPU{Int64}(1122, 1123), SPU{Int64}(1123, 1124), SPU{Int64}(1124, 1125), SPU{Int64}(1125, 1126), SPU{Int64}(1126, 1127), SPU{Int64}(1127, 1128), SPU{Int64}(1129, 1130), SPU{Int64}(1130, 1131), SPU{Int64}(1131, 1132), SPU{Int64}(1132, 1133), SPU{Int64}(1133, 1134), SPU{Int64}(1134, 1135), SPU{Int64}(1135, 1136), SPU{Int64}(1136, 1137), SPU{Int64}(1138, 1139), SPU{Int64}(1139, 1140), SPU{Int64}(1140, 1141), SPU{Int64}(1141, 1142), SPU{Int64}(1142, 1143), SPU{Int64}(1143, 1144), SPU{Int64}(1144, 1145), SPU{Int64}(1145, 1146), SPU{Int64}(1147, 1148), SPU{Int64}(1148, 1149), SPU{Int64}(1149, 1150), SPU{Int64}(1150, 1151), SPU{Int64}(1151, 1152), SPU{Int64}(1152, 1153), SPU{Int64}(1153, 1154), SPU{Int64}(1154, 1155), SPU{Int64}(1156, 1157), SPU{Int64}(1157, 1158), SPU{Int64}(1158, 1159), SPU{Int64}(1159, 1160), SPU{Int64}(1160, 1161), SPU{Int64}(1161, 1162), SPU{Int64}(1162, 1163), SPU{Int64}(1163, 1164), SPU{Int64}(1165, 1166), SPU{Int64}(1166, 1167), SPU{Int64}(1167, 1168), SPU{Int64}(1168, 1169), SPU{Int64}(1169, 1170), SPU{Int64}(1171, 1172), SPU{Int64}(1172, 1173), SPU{Int64}(1174, 1175), SPU{Int64}(1175, 1176), SPU{Int64}(1176, 1177), SPU{Int64}(1177, 1178), SPU{Int64}(1178, 1179), SPU{Int64}(1179, 1180), SPU{Int64}(1180, 1181), SPU{Int64}(1181, 1182), SPU{Int64}(1183, 1184), SPU{Int64}(1184, 1185), SPU{Int64}(1185, 1186), SPU{Int64}(1186, 1187), SPU{Int64}(1187, 1188), SPU{Int64}(1188, 1189), SPU{Int64}(1189, 1190), SPU{Int64}(1190, 1191), SPU{Int64}(1192, 1193), SPU{Int64}(1193, 1194), SPU{Int64}(1194, 1195), SPU{Int64}(1195, 1196), SPU{Int64}(1196, 1197), SPU{Int64}(1197, 1198), SPU{Int64}(1198, 1199), SPU{Int64}(1199, 1200), SPU{Int64}(1201, 1202), SPU{Int64}(1202, 1203), SPU{Int64}(1203, 1204), SPU{Int64}(1204, 1205), SPU{Int64}(1205, 1206), SPU{Int64}(1206, 1207), SPU{Int64}(1207, 1208), SPU{Int64}(1208, 1209), SPU{Int64}(1210, 1211), SPU{Int64}(1211, 1212), SPU{Int64}(1212, 1213), SPU{Int64}(1213, 1214), SPU{Int64}(1214, 1215), SPU{Int64}(1215, 1216), SPU{Int64}(1216, 1217), SPU{Int64}(1217, 1218), SPU{Int64}(1219, 1220), SPU{Int64}(1220, 1221), SPU{Int64}(1221, 1222), SPU{Int64}(1222, 1223), SPU{Int64}(1223, 1224), SPU{Int64}(1224, 1225), SPU{Int64}(1225, 1226), SPU{Int64}(1226, 1227), SPU{Int64}(1228, 1229), SPU{Int64}(1229, 1230), SPU{Int64}(1230, 1231), SPU{Int64}(1231, 1232), SPU{Int64}(1232, 1233), SPU{Int64}(1233, 1234), SPU{Int64}(1234, 1235), SPU{Int64}(1235, 1236), SPU{Int64}(1237, 1238), SPU{Int64}(1238, 1239), SPU{Int64}(1239, 1240), SPU{Int64}(1240, 1241), SPU{Int64}(1241, 1242), SPU{Int64}(1242, 1243), SPU{Int64}(1243, 1244), SPU{Int64}(1244, 1245), SPU{Int64}(1246, 1247), SPU{Int64}(1247, 1248), SPU{Int64}(1248, 1249), SPU{Int64}(1249, 1250), SPU{Int64}(1250, 1251), SPU{Int64}(1251, 1252), SPU{Int64}(1252, 1253), SPU{Int64}(1253, 1254), SPU{Int64}(1255, 1256), SPU{Int64}(1256, 1257), SPU{Int64}(1257, 1258), SPU{Int64}(1258, 1259), SPU{Int64}(1259, 1260), SPU{Int64}(1261, 1262), SPU{Int64}(1262, 1263), SPU{Int64}(1264, 1265), SPU{Int64}(1265, 1266), SPU{Int64}(1266, 1267), SPU{Int64}(1267, 1268), SPU{Int64}(1268, 1269), SPU{Int64}(1269, 1270), SPU{Int64}(1270, 1271), SPU{Int64}(1271, 1272), SPU{Int64}(1273, 1274), SPU{Int64}(1274, 1275), SPU{Int64}(1275, 1276), SPU{Int64}(1276, 1277), SPU{Int64}(1277, 1278), SPU{Int64}(1278, 1279), SPU{Int64}(1279, 1280), SPU{Int64}(1280, 1281), SPU{Int64}(1282, 1283), SPU{Int64}(1283, 1284), SPU{Int64}(1284, 1285), SPU{Int64}(1285, 1286), SPU{Int64}(1286, 1287), SPU{Int64}(1287, 1288), SPU{Int64}(1288, 1289), SPU{Int64}(1289, 1290), SPU{Int64}(1291, 1292), SPU{Int64}(1292, 1293), SPU{Int64}(1293, 1294), SPU{Int64}(1294, 1295), SPU{Int64}(1295, 1296), SPU{Int64}(1296, 1297), SPU{Int64}(1297, 1298), SPU{Int64}(1298, 1299), SPU{Int64}(1300, 1301), SPU{Int64}(1301, 1302), SPU{Int64}(1302, 1303), SPU{Int64}(1303, 1304), SPU{Int64}(1304, 1305), SPU{Int64}(1305, 1306), SPU{Int64}(1306, 1307), SPU{Int64}(1307, 1308), SPU{Int64}(1309, 1310), SPU{Int64}(1310, 1311), SPU{Int64}(1311, 1312), SPU{Int64}(1312, 1313), SPU{Int64}(1313, 1314), SPU{Int64}(1314, 1315), SPU{Int64}(1315, 1316), SPU{Int64}(1316, 1317), SPU{Int64}(1318, 1319), SPU{Int64}(1319, 1320), SPU{Int64}(1320, 1321), SPU{Int64}(1321, 1322), SPU{Int64}(1322, 1323), SPU{Int64}(1323, 1324), SPU{Int64}(1324, 1325), SPU{Int64}(1325, 1326), SPU{Int64}(1327, 1328), SPU{Int64}(1328, 1329), SPU{Int64}(1329, 1330), SPU{Int64}(1330, 1331), SPU{Int64}(1331, 1332), SPU{Int64}(1332, 1333), SPU{Int64}(1333, 1334), SPU{Int64}(1334, 1335), SPU{Int64}(1336, 1337), SPU{Int64}(1337, 1338), SPU{Int64}(1338, 1339), SPU{Int64}(1339, 1340), SPU{Int64}(1340, 1341), SPU{Int64}(1341, 1342), SPU{Int64}(1342, 1343), SPU{Int64}(1343, 1344), SPU{Int64}(1345, 1346), SPU{Int64}(1346, 1347), SPU{Int64}(1347, 1348), SPU{Int64}(1348, 1349), SPU{Int64}(1349, 1350), SPU{Int64}(1351, 1352), SPU{Int64}(1352, 1353), SPU{Int64}(1354, 1355), SPU{Int64}(1355, 1356), SPU{Int64}(1356, 1357), SPU{Int64}(1357, 1358), SPU{Int64}(1358, 1359), SPU{Int64}(1359, 1360), SPU{Int64}(1360, 1361), SPU{Int64}(1361, 1362), SPU{Int64}(1363, 1364), SPU{Int64}(1364, 1365), SPU{Int64}(1365, 1366), SPU{Int64}(1366, 1367), SPU{Int64}(1367, 1368), SPU{Int64}(1368, 1369), SPU{Int64}(1369, 1370), SPU{Int64}(1370, 1371), SPU{Int64}(1372, 1373), SPU{Int64}(1373, 1374), SPU{Int64}(1374, 1375), SPU{Int64}(1375, 1376), SPU{Int64}(1376, 1377), SPU{Int64}(1377, 1378), SPU{Int64}(1378, 1379), SPU{Int64}(1379, 1380), SPU{Int64}(1381, 1382), SPU{Int64}(1382, 1383), SPU{Int64}(1383, 1384), SPU{Int64}(1384, 1385), SPU{Int64}(1385, 1386), SPU{Int64}(1386, 1387), SPU{Int64}(1387, 1388), SPU{Int64}(1388, 1389), SPU{Int64}(1390, 1391), SPU{Int64}(1391, 1392), SPU{Int64}(1392, 1393), SPU{Int64}(1393, 1394), SPU{Int64}(1394, 1395), SPU{Int64}(1395, 1396), SPU{Int64}(1396, 1397), SPU{Int64}(1397, 1398), SPU{Int64}(1399, 1400), SPU{Int64}(1400, 1401), SPU{Int64}(1401, 1402), SPU{Int64}(1402, 1403), SPU{Int64}(1403, 1404), SPU{Int64}(1404, 1405), SPU{Int64}(1405, 1406), SPU{Int64}(1406, 1407), SPU{Int64}(1408, 1409), SPU{Int64}(1409, 1410), SPU{Int64}(1410, 1411), SPU{Int64}(1411, 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SPU{Int64}(423, 1143), SPU{Int64}(424, 1144), SPU{Int64}(425, 1145), SPU{Int64}(426, 1146), SPU{Int64}(427, 1147), SPU{Int64}(428, 1148), SPU{Int64}(429, 1149), SPU{Int64}(430, 1150), SPU{Int64}(431, 1151), SPU{Int64}(432, 1152), SPU{Int64}(433, 1153), SPU{Int64}(434, 1154), SPU{Int64}(435, 1155), SPU{Int64}(436, 1156), SPU{Int64}(437, 1157), SPU{Int64}(438, 1158), SPU{Int64}(439, 1159), SPU{Int64}(440, 1160), SPU{Int64}(441, 1161), SPU{Int64}(442, 1162), SPU{Int64}(443, 1163), SPU{Int64}(444, 1164), SPU{Int64}(445, 1165), SPU{Int64}(446, 1166), SPU{Int64}(447, 1167), SPU{Int64}(448, 1168), SPU{Int64}(449, 1169), SPU{Int64}(450, 1170), SPU{Int64}(451, 1171), SPU{Int64}(452, 1172), SPU{Int64}(453, 1173), SPU{Int64}(454, 1174), SPU{Int64}(455, 1175), SPU{Int64}(456, 1176), SPU{Int64}(457, 1177), SPU{Int64}(458, 1178), SPU{Int64}(459, 1179), SPU{Int64}(460, 1180), SPU{Int64}(461, 1181), SPU{Int64}(462, 1182), SPU{Int64}(463, 1183), SPU{Int64}(464, 1184), SPU{Int64}(465, 1185), SPU{Int64}(466, 1186), SPU{Int64}(467, 1187), SPU{Int64}(468, 1188), SPU{Int64}(469, 1189), SPU{Int64}(470, 1190), SPU{Int64}(471, 1191), SPU{Int64}(472, 1192), SPU{Int64}(473, 1193), SPU{Int64}(474, 1194), SPU{Int64}(475, 1195), SPU{Int64}(476, 1196), SPU{Int64}(477, 1197), SPU{Int64}(478, 1198), SPU{Int64}(479, 1199), SPU{Int64}(480, 1200), SPU{Int64}(481, 1201), SPU{Int64}(482, 1202), SPU{Int64}(483, 1203), SPU{Int64}(484, 1204), SPU{Int64}(485, 1205), SPU{Int64}(486, 1206), SPU{Int64}(487, 1207), SPU{Int64}(488, 1208), SPU{Int64}(489, 1209), SPU{Int64}(490, 1210), SPU{Int64}(491, 1211), SPU{Int64}(492, 1212), SPU{Int64}(493, 1213), SPU{Int64}(494, 1214), SPU{Int64}(495, 1215), SPU{Int64}(496, 1216), SPU{Int64}(497, 1217), SPU{Int64}(498, 1218), SPU{Int64}(499, 1219), SPU{Int64}(500, 1220), SPU{Int64}(501, 1221), SPU{Int64}(502, 1222), SPU{Int64}(503, 1223), SPU{Int64}(504, 1224), SPU{Int64}(505, 1225), SPU{Int64}(506, 1226), SPU{Int64}(507, 1227), SPU{Int64}(508, 1228), SPU{Int64}(509, 1229), SPU{Int64}(510, 1230), SPU{Int64}(511, 1231), SPU{Int64}(512, 1232), SPU{Int64}(513, 1233), SPU{Int64}(514, 1234), SPU{Int64}(515, 1235), SPU{Int64}(516, 1236), SPU{Int64}(517, 1237), SPU{Int64}(518, 1238), SPU{Int64}(519, 1239), SPU{Int64}(520, 1240), SPU{Int64}(521, 1241), SPU{Int64}(522, 1242), SPU{Int64}(523, 1243), SPU{Int64}(524, 1244), SPU{Int64}(525, 1245), SPU{Int64}(526, 1246), SPU{Int64}(527, 1247), SPU{Int64}(528, 1248), SPU{Int64}(529, 1249), SPU{Int64}(530, 1250), SPU{Int64}(531, 1251), SPU{Int64}(532, 1252), SPU{Int64}(533, 1253), SPU{Int64}(534, 1254), SPU{Int64}(535, 1255), SPU{Int64}(536, 1256), SPU{Int64}(537, 1257), SPU{Int64}(538, 1258), SPU{Int64}(539, 1259), SPU{Int64}(540, 1260), SPU{Int64}(541, 1261), SPU{Int64}(542, 1262), SPU{Int64}(543, 1263), SPU{Int64}(544, 1264), SPU{Int64}(545, 1265), SPU{Int64}(546, 1266), SPU{Int64}(547, 1267), SPU{Int64}(548, 1268), SPU{Int64}(549, 1269), SPU{Int64}(550, 1270), SPU{Int64}(551, 1271), SPU{Int64}(552, 1272), SPU{Int64}(553, 1273), SPU{Int64}(554, 1274), SPU{Int64}(555, 1275), SPU{Int64}(556, 1276), SPU{Int64}(557, 1277), SPU{Int64}(558, 1278), SPU{Int64}(559, 1279), SPU{Int64}(560, 1280), SPU{Int64}(561, 1281), SPU{Int64}(562, 1282), SPU{Int64}(563, 1283), SPU{Int64}(564, 1284), SPU{Int64}(565, 1285), SPU{Int64}(566, 1286), SPU{Int64}(567, 1287), SPU{Int64}(568, 1288), SPU{Int64}(569, 1289), SPU{Int64}(570, 1290), SPU{Int64}(571, 1291), SPU{Int64}(572, 1292), SPU{Int64}(573, 1293), SPU{Int64}(574, 1294), SPU{Int64}(575, 1295), SPU{Int64}(576, 1296), SPU{Int64}(577, 1297), SPU{Int64}(578, 1298), SPU{Int64}(579, 1299), SPU{Int64}(580, 1300), SPU{Int64}(581, 1301), SPU{Int64}(582, 1302), SPU{Int64}(583, 1303), SPU{Int64}(584, 1304), SPU{Int64}(585, 1305), SPU{Int64}(586, 1306), SPU{Int64}(587, 1307), SPU{Int64}(588, 1308), SPU{Int64}(589, 1309), SPU{Int64}(590, 1310), SPU{Int64}(591, 1311), SPU{Int64}(592, 1312), SPU{Int64}(593, 1313), SPU{Int64}(594, 1314), SPU{Int64}(595, 1315), SPU{Int64}(596, 1316), SPU{Int64}(597, 1317), SPU{Int64}(598, 1318), SPU{Int64}(599, 1319), SPU{Int64}(600, 1320), SPU{Int64}(601, 1321), SPU{Int64}(602, 1322), SPU{Int64}(603, 1323), SPU{Int64}(604, 1324), SPU{Int64}(605, 1325), SPU{Int64}(606, 1326), SPU{Int64}(607, 1327), SPU{Int64}(608, 1328), SPU{Int64}(609, 1329), SPU{Int64}(610, 1330), SPU{Int64}(611, 1331), SPU{Int64}(612, 1332), SPU{Int64}(613, 1333), SPU{Int64}(614, 1334), SPU{Int64}(615, 1335), SPU{Int64}(616, 1336), SPU{Int64}(617, 1337), SPU{Int64}(618, 1338), SPU{Int64}(619, 1339), SPU{Int64}(620, 1340), SPU{Int64}(621, 1341), SPU{Int64}(622, 1342), SPU{Int64}(623, 1343), SPU{Int64}(624, 1344), SPU{Int64}(625, 1345), SPU{Int64}(626, 1346), SPU{Int64}(627, 1347), SPU{Int64}(628, 1348), SPU{Int64}(629, 1349), SPU{Int64}(630, 1350), SPU{Int64}(631, 1351), SPU{Int64}(632, 1352), SPU{Int64}(633, 1353), SPU{Int64}(634, 1354), SPU{Int64}(635, 1355), SPU{Int64}(636, 1356), SPU{Int64}(637, 1357), SPU{Int64}(638, 1358), SPU{Int64}(639, 1359), SPU{Int64}(640, 1360), SPU{Int64}(641, 1361), SPU{Int64}(642, 1362), SPU{Int64}(643, 1363), SPU{Int64}(644, 1364), SPU{Int64}(645, 1365), SPU{Int64}(646, 1366), SPU{Int64}(647, 1367), SPU{Int64}(648, 1368), SPU{Int64}(649, 1369), SPU{Int64}(650, 1370), SPU{Int64}(651, 1371), SPU{Int64}(652, 1372), SPU{Int64}(653, 1373), SPU{Int64}(654, 1374), SPU{Int64}(655, 1375), SPU{Int64}(656, 1376), SPU{Int64}(657, 1377), SPU{Int64}(658, 1378), SPU{Int64}(659, 1379), SPU{Int64}(660, 1380), SPU{Int64}(661, 1381), SPU{Int64}(662, 1382), SPU{Int64}(663, 1383), SPU{Int64}(664, 1384), SPU{Int64}(665, 1385), SPU{Int64}(666, 1386), SPU{Int64}(667, 1387), SPU{Int64}(668, 1388), SPU{Int64}(669, 1389), SPU{Int64}(670, 1390), SPU{Int64}(671, 1391), SPU{Int64}(672, 1392), SPU{Int64}(673, 1393), SPU{Int64}(674, 1394), SPU{Int64}(675, 1395), SPU{Int64}(676, 1396), SPU{Int64}(677, 1397), SPU{Int64}(678, 1398), SPU{Int64}(679, 1399), SPU{Int64}(680, 1400), SPU{Int64}(681, 1401), SPU{Int64}(682, 1402), SPU{Int64}(683, 1403), SPU{Int64}(684, 1404), SPU{Int64}(685, 1405), SPU{Int64}(686, 1406), SPU{Int64}(687, 1407), SPU{Int64}(688, 1408), SPU{Int64}(689, 1409), SPU{Int64}(690, 1410), SPU{Int64}(691, 1411), SPU{Int64}(692, 1412), SPU{Int64}(693, 1413), SPU{Int64}(694, 1414), SPU{Int64}(695, 1415), SPU{Int64}(696, 1416), SPU{Int64}(697, 1417), SPU{Int64}(698, 1418), SPU{Int64}(699, 1419), SPU{Int64}(700, 1420), SPU{Int64}(701, 1421), SPU{Int64}(702, 1422), SPU{Int64}(703, 1423), SPU{Int64}(704, 1424), SPU{Int64}(705, 1425), SPU{Int64}(706, 1426), SPU{Int64}(707, 1427), SPU{Int64}(708, 1428), SPU{Int64}(709, 1429), SPU{Int64}(710, 1430), SPU{Int64}(711, 1431), SPU{Int64}(712, 1432), SPU{Int64}(713, 1433), SPU{Int64}(714, 1434), SPU{Int64}(715, 1435), SPU{Int64}(716, 1436), SPU{Int64}(717, 1437), SPU{Int64}(718, 1438), SPU{Int64}(719, 1439), SPU{Int64}(720, 1440)], (cells = [91, 2, 721, 92, 1, 3, 722, 93, 2, 723, 94, 5, 724, 95, 4, 6, 725, 96, 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    #= none:1 =#
    #= none:1 =#
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PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(7, 211, 1), TPFA{Int64}(8, 212, 1), TPFA{Int64}(9, 213, 1), TPFA{Int64}(10, 214, 1), TPFA{Int64}(11, 215, 1), TPFA{Int64}(12, 216, 1), TPFA{Int64}(13, 217, 1), TPFA{Int64}(14, 218, 1), TPFA{Int64}(15, 219, 1), TPFA{Int64}(16, 220, 1), TPFA{Int64}(17, 221, 1), TPFA{Int64}(18, 222, 1), TPFA{Int64}(19, 223, 1), TPFA{Int64}(20, 224, 1), TPFA{Int64}(21, 225, 1), TPFA{Int64}(22, 226, 1), TPFA{Int64}(23, 227, 1), TPFA{Int64}(24, 228, 1), TPFA{Int64}(25, 229, 1), TPFA{Int64}(26, 230, 1), TPFA{Int64}(27, 231, 1), TPFA{Int64}(28, 232, 1), TPFA{Int64}(29, 233, 1), TPFA{Int64}(30, 234, 1), TPFA{Int64}(31, 1, 1), TPFA{Int64}(32, 2, 1), TPFA{Int64}(33, 3, 1), TPFA{Int64}(34, 4, 1), TPFA{Int64}(35, 5, 1), TPFA{Int64}(36, 6, 1), TPFA{Int64}(37, 7, 1), TPFA{Int64}(38, 8, 1), TPFA{Int64}(39, 9, 1), TPFA{Int64}(40, 10, 1), TPFA{Int64}(41, 11, 1), TPFA{Int64}(42, 12, 1), TPFA{Int64}(43, 13, 1), TPFA{Int64}(44, 14, 1), TPFA{Int64}(45, 15, 1), TPFA{Int64}(46, 16, 1), TPFA{Int64}(47, 17, 1), TPFA{Int64}(48, 18, 1), TPFA{Int64}(49, 19, 1), TPFA{Int64}(50, 20, 1), TPFA{Int64}(51, 21, 1), TPFA{Int64}(52, 22, 1), TPFA{Int64}(53, 23, 1), TPFA{Int64}(54, 24, 1), TPFA{Int64}(55, 25, 1), TPFA{Int64}(56, 26, 1), TPFA{Int64}(57, 27, 1), TPFA{Int64}(58, 28, 1), TPFA{Int64}(59, 29, 1), TPFA{Int64}(60, 30, 1), TPFA{Int64}(61, 31, 1), TPFA{Int64}(62, 32, 1), TPFA{Int64}(63, 33, 1), TPFA{Int64}(64, 34, 1), TPFA{Int64}(65, 35, 1), TPFA{Int64}(66, 36, 1), TPFA{Int64}(67, 37, 1), TPFA{Int64}(68, 38, 1), TPFA{Int64}(69, 39, 1), TPFA{Int64}(70, 40, 1), TPFA{Int64}(71, 41, 1), TPFA{Int64}(72, 42, 1), TPFA{Int64}(73, 43, 1), TPFA{Int64}(74, 44, 1), TPFA{Int64}(75, 45, 1), TPFA{Int64}(76, 46, 1), TPFA{Int64}(77, 47, 1), TPFA{Int64}(78, 48, 1), TPFA{Int64}(79, 49, 1), TPFA{Int64}(80, 50, 1), TPFA{Int64}(81, 51, 1), TPFA{Int64}(82, 52, 1), TPFA{Int64}(83, 53, 1), TPFA{Int64}(84, 54, 1), TPFA{Int64}(85, 55, 1), TPFA{Int64}(86, 56, 1), TPFA{Int64}(87, 57, 1), TPFA{Int64}(88, 58, 1), TPFA{Int64}(89, 59, 1), TPFA{Int64}(90, 60, 1), TPFA{Int64}(91, 61, 1), TPFA{Int64}(92, 62, 1), TPFA{Int64}(93, 63, 1), TPFA{Int64}(94, 64, 1), TPFA{Int64}(95, 65, 1), TPFA{Int64}(96, 66, 1), TPFA{Int64}(97, 67, 1), TPFA{Int64}(98, 68, 1), TPFA{Int64}(99, 69, 1), TPFA{Int64}(100, 70, 1), TPFA{Int64}(101, 71, 1), TPFA{Int64}(102, 72, 1), TPFA{Int64}(103, 73, 1), TPFA{Int64}(104, 74, 1), TPFA{Int64}(105, 75, 1), TPFA{Int64}(106, 76, 1), TPFA{Int64}(107, 77, 1), TPFA{Int64}(108, 78, 1), TPFA{Int64}(109, 79, 1), TPFA{Int64}(110, 80, 1), TPFA{Int64}(111, 81, 1), TPFA{Int64}(112, 82, 1), TPFA{Int64}(113, 83, 1), TPFA{Int64}(114, 84, 1), TPFA{Int64}(115, 85, 1), TPFA{Int64}(116, 86, 1), TPFA{Int64}(117, 87, 1), TPFA{Int64}(118, 88, 1), TPFA{Int64}(119, 89, 1), TPFA{Int64}(120, 90, 1), TPFA{Int64}(121, 91, 1), TPFA{Int64}(122, 92, 1), TPFA{Int64}(123, 93, 1), TPFA{Int64}(124, 94, 1), TPFA{Int64}(125, 95, 1), TPFA{Int64}(126, 96, 1), TPFA{Int64}(127, 97, 1), TPFA{Int64}(128, 98, 1), TPFA{Int64}(129, 99, 1), TPFA{Int64}(130, 100, 1), TPFA{Int64}(131, 101, 1), TPFA{Int64}(132, 102, 1), TPFA{Int64}(133, 103, 1), TPFA{Int64}(134, 104, 1), TPFA{Int64}(135, 105, 1), TPFA{Int64}(136, 106, 1), TPFA{Int64}(137, 107, 1), TPFA{Int64}(138, 108, 1), TPFA{Int64}(139, 109, 1), TPFA{Int64}(140, 110, 1), TPFA{Int64}(141, 111, 1), TPFA{Int64}(142, 112, 1), TPFA{Int64}(143, 113, 1), TPFA{Int64}(144, 114, 1), TPFA{Int64}(145, 115, 1), TPFA{Int64}(146, 116, 1), TPFA{Int64}(147, 117, 1), TPFA{Int64}(148, 118, 1), TPFA{Int64}(149, 119, 1), TPFA{Int64}(150, 120, 1), TPFA{Int64}(151, 121, 1), TPFA{Int64}(152, 122, 1), TPFA{Int64}(153, 123, 1), TPFA{Int64}(154, 124, 1), TPFA{Int64}(155, 125, 1), TPFA{Int64}(156, 126, 1), TPFA{Int64}(157, 127, 1), TPFA{Int64}(158, 128, 1), TPFA{Int64}(159, 129, 1), TPFA{Int64}(160, 130, 1), TPFA{Int64}(161, 131, 1), TPFA{Int64}(162, 132, 1), TPFA{Int64}(163, 133, 1), TPFA{Int64}(164, 134, 1), TPFA{Int64}(165, 135, 1), TPFA{Int64}(166, 136, 1), TPFA{Int64}(167, 137, 1), TPFA{Int64}(168, 138, 1), TPFA{Int64}(169, 139, 1), TPFA{Int64}(170, 140, 1), TPFA{Int64}(171, 141, 1), TPFA{Int64}(172, 142, 1), TPFA{Int64}(173, 143, 1), TPFA{Int64}(174, 144, 1), TPFA{Int64}(175, 145, 1), TPFA{Int64}(176, 146, 1), TPFA{Int64}(177, 147, 1), TPFA{Int64}(178, 148, 1), TPFA{Int64}(179, 149, 1), TPFA{Int64}(180, 150, 1), TPFA{Int64}(181, 151, 1), TPFA{Int64}(182, 152, 1), TPFA{Int64}(183, 153, 1), TPFA{Int64}(184, 154, 1), TPFA{Int64}(185, 155, 1), TPFA{Int64}(186, 156, 1), TPFA{Int64}(187, 157, 1), TPFA{Int64}(188, 158, 1), TPFA{Int64}(189, 159, 1), TPFA{Int64}(190, 160, 1), TPFA{Int64}(191, 161, 1), TPFA{Int64}(192, 162, 1), TPFA{Int64}(193, 163, 1), TPFA{Int64}(194, 164, 1), TPFA{Int64}(195, 165, 1), TPFA{Int64}(196, 166, 1), TPFA{Int64}(197, 167, 1), TPFA{Int64}(198, 168, 1), TPFA{Int64}(199, 169, 1), TPFA{Int64}(200, 170, 1), TPFA{Int64}(201, 171, 1), TPFA{Int64}(202, 172, 1), TPFA{Int64}(203, 173, 1), TPFA{Int64}(204, 174, 1), TPFA{Int64}(205, 175, 1), TPFA{Int64}(206, 176, 1), TPFA{Int64}(207, 177, 1), TPFA{Int64}(208, 178, 1), TPFA{Int64}(209, 179, 1), TPFA{Int64}(210, 180, 1), TPFA{Int64}(211, 181, 1), TPFA{Int64}(212, 182, 1), TPFA{Int64}(213, 183, 1), TPFA{Int64}(214, 184, 1), TPFA{Int64}(215, 185, 1), TPFA{Int64}(216, 186, 1), TPFA{Int64}(217, 187, 1), TPFA{Int64}(218, 188, 1), TPFA{Int64}(219, 189, 1), TPFA{Int64}(220, 190, 1), TPFA{Int64}(221, 191, 1), TPFA{Int64}(222, 192, 1), TPFA{Int64}(223, 193, 1), TPFA{Int64}(224, 194, 1), TPFA{Int64}(225, 195, 1), TPFA{Int64}(226, 196, 1), TPFA{Int64}(227, 197, 1), TPFA{Int64}(228, 198, 1), TPFA{Int64}(229, 199, 1), TPFA{Int64}(230, 200, 1), TPFA{Int64}(231, 201, 1), TPFA{Int64}(232, 202, 1), TPFA{Int64}(233, 203, 1), TPFA{Int64}(234, 204, 1), TPFA{Int64}(235, 205, 1), TPFA{Int64}(236, 206, 1), TPFA{Int64}(237, 207, 1), TPFA{Int64}(238, 208, 1), TPFA{Int64}(239, 209, 1), TPFA{Int64}(240, 210, 1), TPFA{Int64}(1, 2, 1), TPFA{Int64}(2, 3, 1), TPFA{Int64}(4, 5, 1), TPFA{Int64}(5, 6, 1), TPFA{Int64}(7, 8, 1), TPFA{Int64}(8, 9, 1), TPFA{Int64}(10, 11, 1), TPFA{Int64}(11, 12, 1), TPFA{Int64}(13, 14, 1), TPFA{Int64}(14, 15, 1), TPFA{Int64}(16, 17, 1), TPFA{Int64}(17, 18, 1), TPFA{Int64}(19, 20, 1), TPFA{Int64}(20, 21, 1), TPFA{Int64}(22, 23, 1), TPFA{Int64}(23, 24, 1), TPFA{Int64}(25, 26, 1), TPFA{Int64}(26, 27, 1), TPFA{Int64}(28, 29, 1), TPFA{Int64}(29, 30, 1), TPFA{Int64}(31, 32, 1), TPFA{Int64}(32, 33, 1), TPFA{Int64}(34, 35, 1), TPFA{Int64}(35, 36, 1), TPFA{Int64}(37, 38, 1), TPFA{Int64}(38, 39, 1), TPFA{Int64}(40, 41, 1), TPFA{Int64}(41, 42, 1), TPFA{Int64}(43, 44, 1), TPFA{Int64}(44, 45, 1), TPFA{Int64}(46, 47, 1), TPFA{Int64}(47, 48, 1), TPFA{Int64}(49, 50, 1), TPFA{Int64}(50, 51, 1), TPFA{Int64}(52, 53, 1), TPFA{Int64}(53, 54, 1), TPFA{Int64}(55, 56, 1), TPFA{Int64}(56, 57, 1), TPFA{Int64}(58, 59, 1), TPFA{Int64}(59, 60, 1), TPFA{Int64}(61, 62, 1), TPFA{Int64}(62, 63, 1), TPFA{Int64}(64, 65, 1), TPFA{Int64}(65, 66, 1), TPFA{Int64}(67, 68, 1), TPFA{Int64}(68, 69, 1), TPFA{Int64}(70, 71, 1), TPFA{Int64}(71, 72, 1), TPFA{Int64}(73, 74, 1), TPFA{Int64}(74, 75, 1), TPFA{Int64}(76, 77, 1), TPFA{Int64}(77, 78, 1), TPFA{Int64}(79, 80, 1), TPFA{Int64}(80, 81, 1), TPFA{Int64}(82, 83, 1), TPFA{Int64}(83, 84, 1), TPFA{Int64}(85, 86, 1), TPFA{Int64}(86, 87, 1), TPFA{Int64}(88, 89, 1), TPFA{Int64}(89, 90, 1), TPFA{Int64}(91, 92, 1), TPFA{Int64}(92, 93, 1), TPFA{Int64}(94, 95, 1), TPFA{Int64}(95, 96, 1), TPFA{Int64}(97, 98, 1), TPFA{Int64}(98, 99, 1), TPFA{Int64}(100, 101, 1), TPFA{Int64}(101, 102, 1), TPFA{Int64}(103, 104, 1), TPFA{Int64}(104, 105, 1), TPFA{Int64}(106, 107, 1), TPFA{Int64}(107, 108, 1), TPFA{Int64}(109, 110, 1), TPFA{Int64}(110, 111, 1), TPFA{Int64}(112, 113, 1), TPFA{Int64}(113, 114, 1), TPFA{Int64}(115, 116, 1), TPFA{Int64}(116, 117, 1), TPFA{Int64}(118, 119, 1), TPFA{Int64}(119, 120, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(247, 451, 1), TPFA{Int64}(248, 452, 1), TPFA{Int64}(249, 453, 1), TPFA{Int64}(250, 454, 1), TPFA{Int64}(251, 455, 1), TPFA{Int64}(252, 456, 1), TPFA{Int64}(253, 457, 1), TPFA{Int64}(254, 458, 1), TPFA{Int64}(255, 459, 1), TPFA{Int64}(256, 460, 1), TPFA{Int64}(257, 461, 1), TPFA{Int64}(258, 462, 1), TPFA{Int64}(259, 463, 1), TPFA{Int64}(260, 464, 1), TPFA{Int64}(261, 465, 1), TPFA{Int64}(262, 466, 1), TPFA{Int64}(263, 467, 1), TPFA{Int64}(264, 468, 1), TPFA{Int64}(265, 469, 1), TPFA{Int64}(266, 470, 1), TPFA{Int64}(267, 471, 1), TPFA{Int64}(268, 472, 1), TPFA{Int64}(269, 473, 1), TPFA{Int64}(270, 474, 1), TPFA{Int64}(271, 241, 1), TPFA{Int64}(272, 242, 1), TPFA{Int64}(273, 243, 1), TPFA{Int64}(274, 244, 1), TPFA{Int64}(275, 245, 1), TPFA{Int64}(276, 246, 1), TPFA{Int64}(277, 247, 1), TPFA{Int64}(278, 248, 1), TPFA{Int64}(279, 249, 1), TPFA{Int64}(280, 250, 1), TPFA{Int64}(281, 251, 1), TPFA{Int64}(282, 252, 1), TPFA{Int64}(283, 253, 1), TPFA{Int64}(284, 254, 1), TPFA{Int64}(285, 255, 1), TPFA{Int64}(286, 256, 1), TPFA{Int64}(287, 257, 1), TPFA{Int64}(288, 258, 1), TPFA{Int64}(289, 259, 1), TPFA{Int64}(290, 260, 1), TPFA{Int64}(291, 261, 1), TPFA{Int64}(292, 262, 1), TPFA{Int64}(293, 263, 1), TPFA{Int64}(294, 264, 1), TPFA{Int64}(295, 265, 1), TPFA{Int64}(296, 266, 1), TPFA{Int64}(297, 267, 1), TPFA{Int64}(298, 268, 1), TPFA{Int64}(299, 269, 1), TPFA{Int64}(300, 270, 1), TPFA{Int64}(301, 271, 1), TPFA{Int64}(302, 272, 1), TPFA{Int64}(303, 273, 1), TPFA{Int64}(304, 274, 1), TPFA{Int64}(305, 275, 1), TPFA{Int64}(306, 276, 1), TPFA{Int64}(307, 277, 1), TPFA{Int64}(308, 278, 1), TPFA{Int64}(309, 279, 1), TPFA{Int64}(310, 280, 1), TPFA{Int64}(311, 281, 1), TPFA{Int64}(312, 282, 1), TPFA{Int64}(313, 283, 1), TPFA{Int64}(314, 284, 1), TPFA{Int64}(315, 285, 1), TPFA{Int64}(316, 286, 1), TPFA{Int64}(317, 287, 1), TPFA{Int64}(318, 288, 1), TPFA{Int64}(319, 289, 1), TPFA{Int64}(320, 290, 1), TPFA{Int64}(321, 291, 1), TPFA{Int64}(322, 292, 1), TPFA{Int64}(323, 293, 1), TPFA{Int64}(324, 294, 1), TPFA{Int64}(325, 295, 1), TPFA{Int64}(326, 296, 1), TPFA{Int64}(327, 297, 1), TPFA{Int64}(328, 298, 1), TPFA{Int64}(329, 299, 1), TPFA{Int64}(330, 300, 1), TPFA{Int64}(331, 301, 1), TPFA{Int64}(332, 302, 1), TPFA{Int64}(333, 303, 1), TPFA{Int64}(334, 304, 1), TPFA{Int64}(335, 305, 1), TPFA{Int64}(336, 306, 1), TPFA{Int64}(337, 307, 1), TPFA{Int64}(338, 308, 1), TPFA{Int64}(339, 309, 1), TPFA{Int64}(340, 310, 1), TPFA{Int64}(341, 311, 1), TPFA{Int64}(342, 312, 1), TPFA{Int64}(343, 313, 1), TPFA{Int64}(344, 314, 1), TPFA{Int64}(345, 315, 1), TPFA{Int64}(346, 316, 1), TPFA{Int64}(347, 317, 1), TPFA{Int64}(348, 318, 1), TPFA{Int64}(349, 319, 1), TPFA{Int64}(350, 320, 1), TPFA{Int64}(351, 321, 1), TPFA{Int64}(352, 322, 1), TPFA{Int64}(353, 323, 1), TPFA{Int64}(354, 324, 1), TPFA{Int64}(355, 325, 1), TPFA{Int64}(356, 326, 1), TPFA{Int64}(357, 327, 1), TPFA{Int64}(358, 328, 1), TPFA{Int64}(359, 329, 1), TPFA{Int64}(360, 330, 1), TPFA{Int64}(361, 331, 1), TPFA{Int64}(362, 332, 1), TPFA{Int64}(363, 333, 1), TPFA{Int64}(364, 334, 1), TPFA{Int64}(365, 335, 1), TPFA{Int64}(366, 336, 1), TPFA{Int64}(367, 337, 1), TPFA{Int64}(368, 338, 1), TPFA{Int64}(369, 339, 1), TPFA{Int64}(370, 340, 1), TPFA{Int64}(371, 341, 1), TPFA{Int64}(372, 342, 1), TPFA{Int64}(373, 343, 1), TPFA{Int64}(374, 344, 1), TPFA{Int64}(375, 345, 1), TPFA{Int64}(376, 346, 1), TPFA{Int64}(377, 347, 1), TPFA{Int64}(378, 348, 1), TPFA{Int64}(379, 349, 1), TPFA{Int64}(380, 350, 1), TPFA{Int64}(381, 351, 1), TPFA{Int64}(382, 352, 1), TPFA{Int64}(383, 353, 1), TPFA{Int64}(384, 354, 1), TPFA{Int64}(385, 355, 1), TPFA{Int64}(386, 356, 1), TPFA{Int64}(387, 357, 1), TPFA{Int64}(388, 358, 1), TPFA{Int64}(389, 359, 1), TPFA{Int64}(390, 360, 1), TPFA{Int64}(391, 361, 1), TPFA{Int64}(392, 362, 1), TPFA{Int64}(393, 363, 1), TPFA{Int64}(394, 364, 1), TPFA{Int64}(395, 365, 1), TPFA{Int64}(396, 366, 1), TPFA{Int64}(397, 367, 1), TPFA{Int64}(398, 368, 1), TPFA{Int64}(399, 369, 1), TPFA{Int64}(400, 370, 1), TPFA{Int64}(401, 371, 1), TPFA{Int64}(402, 372, 1), TPFA{Int64}(403, 373, 1), TPFA{Int64}(404, 374, 1), TPFA{Int64}(405, 375, 1), TPFA{Int64}(406, 376, 1), TPFA{Int64}(407, 377, 1), TPFA{Int64}(408, 378, 1), TPFA{Int64}(409, 379, 1), TPFA{Int64}(410, 380, 1), TPFA{Int64}(411, 381, 1), TPFA{Int64}(412, 382, 1), TPFA{Int64}(413, 383, 1), TPFA{Int64}(414, 384, 1), TPFA{Int64}(415, 385, 1), TPFA{Int64}(416, 386, 1), TPFA{Int64}(417, 387, 1), TPFA{Int64}(418, 388, 1), TPFA{Int64}(419, 389, 1), TPFA{Int64}(420, 390, 1), TPFA{Int64}(421, 391, 1), TPFA{Int64}(422, 392, 1), TPFA{Int64}(423, 393, 1), TPFA{Int64}(424, 394, 1), TPFA{Int64}(425, 395, 1), TPFA{Int64}(426, 396, 1), TPFA{Int64}(427, 397, 1), TPFA{Int64}(428, 398, 1), TPFA{Int64}(429, 399, 1), TPFA{Int64}(430, 400, 1), TPFA{Int64}(431, 401, 1), TPFA{Int64}(432, 402, 1), TPFA{Int64}(433, 403, 1), TPFA{Int64}(434, 404, 1), TPFA{Int64}(435, 405, 1), TPFA{Int64}(436, 406, 1), TPFA{Int64}(437, 407, 1), TPFA{Int64}(438, 408, 1), TPFA{Int64}(439, 409, 1), TPFA{Int64}(440, 410, 1), TPFA{Int64}(441, 411, 1), TPFA{Int64}(442, 412, 1), TPFA{Int64}(443, 413, 1), TPFA{Int64}(444, 414, 1), TPFA{Int64}(445, 415, 1), TPFA{Int64}(446, 416, 1), TPFA{Int64}(447, 417, 1), TPFA{Int64}(448, 418, 1), TPFA{Int64}(449, 419, 1), TPFA{Int64}(450, 420, 1), TPFA{Int64}(451, 421, 1), TPFA{Int64}(452, 422, 1), TPFA{Int64}(453, 423, 1), TPFA{Int64}(454, 424, 1), TPFA{Int64}(455, 425, 1), TPFA{Int64}(456, 426, 1), TPFA{Int64}(457, 427, 1), TPFA{Int64}(458, 428, 1), TPFA{Int64}(459, 429, 1), TPFA{Int64}(460, 430, 1), TPFA{Int64}(461, 431, 1), TPFA{Int64}(462, 432, 1), TPFA{Int64}(463, 433, 1), TPFA{Int64}(464, 434, 1), TPFA{Int64}(465, 435, 1), TPFA{Int64}(466, 436, 1), TPFA{Int64}(467, 437, 1), TPFA{Int64}(468, 438, 1), TPFA{Int64}(469, 439, 1), TPFA{Int64}(470, 440, 1), TPFA{Int64}(471, 441, 1), TPFA{Int64}(472, 442, 1), TPFA{Int64}(473, 443, 1), TPFA{Int64}(474, 444, 1), TPFA{Int64}(475, 445, 1), TPFA{Int64}(476, 446, 1), TPFA{Int64}(477, 447, 1), TPFA{Int64}(478, 448, 1), TPFA{Int64}(479, 449, 1), TPFA{Int64}(480, 450, 1), TPFA{Int64}(241, 242, 1), TPFA{Int64}(242, 243, 1), TPFA{Int64}(244, 245, 1), TPFA{Int64}(245, 246, 1), TPFA{Int64}(247, 248, 1), TPFA{Int64}(248, 249, 1), TPFA{Int64}(250, 251, 1), TPFA{Int64}(251, 252, 1), TPFA{Int64}(253, 254, 1), TPFA{Int64}(254, 255, 1), TPFA{Int64}(256, 257, 1), TPFA{Int64}(257, 258, 1), TPFA{Int64}(259, 260, 1), TPFA{Int64}(260, 261, 1), TPFA{Int64}(262, 263, 1), TPFA{Int64}(263, 264, 1), TPFA{Int64}(265, 266, 1), TPFA{Int64}(266, 267, 1), TPFA{Int64}(268, 269, 1), TPFA{Int64}(269, 270, 1), TPFA{Int64}(271, 272, 1), TPFA{Int64}(272, 273, 1), TPFA{Int64}(274, 275, 1), TPFA{Int64}(275, 276, 1), TPFA{Int64}(277, 278, 1), TPFA{Int64}(278, 279, 1), TPFA{Int64}(280, 281, 1), TPFA{Int64}(281, 282, 1), TPFA{Int64}(283, 284, 1), TPFA{Int64}(284, 285, 1), TPFA{Int64}(286, 287, 1), TPFA{Int64}(287, 288, 1), TPFA{Int64}(289, 290, 1), TPFA{Int64}(290, 291, 1), TPFA{Int64}(292, 293, 1), TPFA{Int64}(293, 294, 1), TPFA{Int64}(295, 296, 1), TPFA{Int64}(296, 297, 1), TPFA{Int64}(298, 299, 1), TPFA{Int64}(299, 300, 1), TPFA{Int64}(301, 302, 1), TPFA{Int64}(302, 303, 1), TPFA{Int64}(304, 305, 1), TPFA{Int64}(305, 306, 1), TPFA{Int64}(307, 308, 1), TPFA{Int64}(308, 309, 1), TPFA{Int64}(310, 311, 1), TPFA{Int64}(311, 312, 1), TPFA{Int64}(313, 314, 1), TPFA{Int64}(314, 315, 1), TPFA{Int64}(316, 317, 1), TPFA{Int64}(317, 318, 1), TPFA{Int64}(319, 320, 1), TPFA{Int64}(320, 321, 1), TPFA{Int64}(322, 323, 1), TPFA{Int64}(323, 324, 1), TPFA{Int64}(325, 326, 1), TPFA{Int64}(326, 327, 1), TPFA{Int64}(328, 329, 1), TPFA{Int64}(329, 330, 1), TPFA{Int64}(331, 332, 1), TPFA{Int64}(332, 333, 1), TPFA{Int64}(334, 335, 1), TPFA{Int64}(335, 336, 1), TPFA{Int64}(337, 338, 1), TPFA{Int64}(338, 339, 1), TPFA{Int64}(340, 341, 1), TPFA{Int64}(341, 342, 1), TPFA{Int64}(343, 344, 1), TPFA{Int64}(344, 345, 1), TPFA{Int64}(346, 347, 1), TPFA{Int64}(347, 348, 1), TPFA{Int64}(349, 350, 1), TPFA{Int64}(350, 351, 1), TPFA{Int64}(352, 353, 1), TPFA{Int64}(353, 354, 1), TPFA{Int64}(355, 356, 1), TPFA{Int64}(356, 357, 1), TPFA{Int64}(358, 359, 1), TPFA{Int64}(359, 360, 1), TPFA{Int64}(361, 362, 1), TPFA{Int64}(362, 363, 1), TPFA{Int64}(364, 365, 1), TPFA{Int64}(365, 366, 1), TPFA{Int64}(367, 368, 1), TPFA{Int64}(368, 369, 1), TPFA{Int64}(370, 371, 1), TPFA{Int64}(371, 372, 1), TPFA{Int64}(373, 374, 1), TPFA{Int64}(374, 375, 1), TPFA{Int64}(376, 377, 1), TPFA{Int64}(377, 378, 1), TPFA{Int64}(379, 380, 1), TPFA{Int64}(380, 381, 1), TPFA{Int64}(382, 383, 1), TPFA{Int64}(383, 384, 1), TPFA{Int64}(385, 386, 1), TPFA{Int64}(386, 387, 1), TPFA{Int64}(388, 389, 1), TPFA{Int64}(389, 390, 1), TPFA{Int64}(391, 392, 1), TPFA{Int64}(392, 393, 1), TPFA{Int64}(394, 395, 1), TPFA{Int64}(395, 396, 1), TPFA{Int64}(397, 398, 1), TPFA{Int64}(398, 399, 1), TPFA{Int64}(400, 401, 1), TPFA{Int64}(401, 402, 1), TPFA{Int64}(403, 404, 1), TPFA{Int64}(404, 405, 1), TPFA{Int64}(406, 407, 1), TPFA{Int64}(407, 408, 1), TPFA{Int64}(409, 410, 1), TPFA{Int64}(410, 411, 1), TPFA{Int64}(412, 413, 1), TPFA{Int64}(413, 414, 1), TPFA{Int64}(415, 416, 1), TPFA{Int64}(416, 417, 1), TPFA{Int64}(418, 419, 1), TPFA{Int64}(419, 420, 1), TPFA{Int64}(421, 422, 1), TPFA{Int64}(422, 423, 1), TPFA{Int64}(424, 425, 1), TPFA{Int64}(425, 426, 1), TPFA{Int64}(427, 428, 1), TPFA{Int64}(428, 429, 1), TPFA{Int64}(430, 431, 1), TPFA{Int64}(431, 432, 1), TPFA{Int64}(433, 434, 1), TPFA{Int64}(434, 435, 1), TPFA{Int64}(436, 437, 1), TPFA{Int64}(437, 438, 1), TPFA{Int64}(439, 440, 1), TPFA{Int64}(440, 441, 1), TPFA{Int64}(442, 443, 1), TPFA{Int64}(443, 444, 1), TPFA{Int64}(445, 446, 1), TPFA{Int64}(446, 447, 1), TPFA{Int64}(448, 449, 1), TPFA{Int64}(449, 450, 1), TPFA{Int64}(451, 452, 1), TPFA{Int64}(452, 453, 1), TPFA{Int64}(454, 455, 1), TPFA{Int64}(455, 456, 1), TPFA{Int64}(457, 458, 1), TPFA{Int64}(458, 459, 1), TPFA{Int64}(460, 461, 1), TPFA{Int64}(461, 462, 1), TPFA{Int64}(463, 464, 1), TPFA{Int64}(464, 465, 1), TPFA{Int64}(466, 467, 1), TPFA{Int64}(467, 468, 1), TPFA{Int64}(469, 470, 1), TPFA{Int64}(470, 471, 1), TPFA{Int64}(472, 473, 1), TPFA{Int64}(473, 474, 1), TPFA{Int64}(475, 476, 1), TPFA{Int64}(476, 477, 1), TPFA{Int64}(478, 479, 1), TPFA{Int64}(479, 480, 1), TPFA{Int64}(1, 241, 1), TPFA{Int64}(2, 242, 1), TPFA{Int64}(3, 243, 1), TPFA{Int64}(4, 244, 1), TPFA{Int64}(5, 245, 1), TPFA{Int64}(6, 246, 1), TPFA{Int64}(7, 247, 1), TPFA{Int64}(8, 248, 1), TPFA{Int64}(9, 249, 1), TPFA{Int64}(10, 250, 1), TPFA{Int64}(11, 251, 1), TPFA{Int64}(12, 252, 1), TPFA{Int64}(13, 253, 1), TPFA{Int64}(14, 254, 1), TPFA{Int64}(15, 255, 1), TPFA{Int64}(16, 256, 1), TPFA{Int64}(17, 257, 1), TPFA{Int64}(18, 258, 1), TPFA{Int64}(19, 259, 1), TPFA{Int64}(20, 260, 1), TPFA{Int64}(21, 261, 1), TPFA{Int64}(22, 262, 1), TPFA{Int64}(23, 263, 1), TPFA{Int64}(24, 264, 1), TPFA{Int64}(25, 265, 1), TPFA{Int64}(26, 266, 1), TPFA{Int64}(27, 267, 1), TPFA{Int64}(28, 268, 1), TPFA{Int64}(29, 269, 1), TPFA{Int64}(30, 270, 1), TPFA{Int64}(31, 271, 1), TPFA{Int64}(32, 272, 1), TPFA{Int64}(33, 273, 1), TPFA{Int64}(34, 274, 1), TPFA{Int64}(35, 275, 1), TPFA{Int64}(36, 276, 1), TPFA{Int64}(37, 277, 1), TPFA{Int64}(38, 278, 1), TPFA{Int64}(39, 279, 1), TPFA{Int64}(40, 280, 1), TPFA{Int64}(41, 281, 1), TPFA{Int64}(42, 282, 1), TPFA{Int64}(43, 283, 1), TPFA{Int64}(44, 284, 1), TPFA{Int64}(45, 285, 1), TPFA{Int64}(46, 286, 1), TPFA{Int64}(47, 287, 1), TPFA{Int64}(48, 288, 1), TPFA{Int64}(49, 289, 1), TPFA{Int64}(50, 290, 1), TPFA{Int64}(51, 291, 1), TPFA{Int64}(52, 292, 1), TPFA{Int64}(53, 293, 1), TPFA{Int64}(54, 294, 1), TPFA{Int64}(55, 295, 1), TPFA{Int64}(56, 296, 1), TPFA{Int64}(57, 297, 1), TPFA{Int64}(58, 298, 1), TPFA{Int64}(59, 299, 1), TPFA{Int64}(60, 300, 1), TPFA{Int64}(61, 301, 1), TPFA{Int64}(62, 302, 1), TPFA{Int64}(63, 303, 1), TPFA{Int64}(64, 304, 1), TPFA{Int64}(65, 305, 1), TPFA{Int64}(66, 306, 1), TPFA{Int64}(67, 307, 1), TPFA{Int64}(68, 308, 1), TPFA{Int64}(69, 309, 1), TPFA{Int64}(70, 310, 1), TPFA{Int64}(71, 311, 1), TPFA{Int64}(72, 312, 1), TPFA{Int64}(73, 313, 1), TPFA{Int64}(74, 314, 1), TPFA{Int64}(75, 315, 1), TPFA{Int64}(76, 316, 1), TPFA{Int64}(77, 317, 1), TPFA{Int64}(78, 318, 1), TPFA{Int64}(79, 319, 1), TPFA{Int64}(80, 320, 1), TPFA{Int64}(81, 321, 1), TPFA{Int64}(82, 322, 1), TPFA{Int64}(83, 323, 1), TPFA{Int64}(84, 324, 1), TPFA{Int64}(85, 325, 1), TPFA{Int64}(86, 326, 1), TPFA{Int64}(87, 327, 1), TPFA{Int64}(88, 328, 1), TPFA{Int64}(89, 329, 1), TPFA{Int64}(90, 330, 1), TPFA{Int64}(91, 331, 1), TPFA{Int64}(92, 332, 1), TPFA{Int64}(93, 333, 1), TPFA{Int64}(94, 334, 1), TPFA{Int64}(95, 335, 1), TPFA{Int64}(96, 336, 1), TPFA{Int64}(97, 337, 1), TPFA{Int64}(98, 338, 1), TPFA{Int64}(99, 339, 1), TPFA{Int64}(100, 340, 1), TPFA{Int64}(101, 341, 1), TPFA{Int64}(102, 342, 1), TPFA{Int64}(103, 343, 1), TPFA{Int64}(104, 344, 1), TPFA{Int64}(105, 345, 1), TPFA{Int64}(106, 346, 1), TPFA{Int64}(107, 347, 1), TPFA{Int64}(108, 348, 1), TPFA{Int64}(109, 349, 1), TPFA{Int64}(110, 350, 1), TPFA{Int64}(111, 351, 1), TPFA{Int64}(112, 352, 1), TPFA{Int64}(113, 353, 1), TPFA{Int64}(114, 354, 1), TPFA{Int64}(115, 355, 1), TPFA{Int64}(116, 356, 1), TPFA{Int64}(117, 357, 1), TPFA{Int64}(118, 358, 1), TPFA{Int64}(119, 359, 1), TPFA{Int64}(120, 360, 1), TPFA{Int64}(121, 361, 1), TPFA{Int64}(122, 362, 1), TPFA{Int64}(123, 363, 1), TPFA{Int64}(124, 364, 1), TPFA{Int64}(125, 365, 1), TPFA{Int64}(126, 366, 1), TPFA{Int64}(127, 367, 1), TPFA{Int64}(128, 368, 1), TPFA{Int64}(129, 369, 1), TPFA{Int64}(130, 370, 1), TPFA{Int64}(131, 371, 1), TPFA{Int64}(132, 372, 1), TPFA{Int64}(133, 373, 1), TPFA{Int64}(134, 374, 1), TPFA{Int64}(135, 375, 1), TPFA{Int64}(136, 376, 1), TPFA{Int64}(137, 377, 1), TPFA{Int64}(138, 378, 1), TPFA{Int64}(139, 379, 1), TPFA{Int64}(140, 380, 1), TPFA{Int64}(141, 381, 1), TPFA{Int64}(142, 382, 1), TPFA{Int64}(143, 383, 1), TPFA{Int64}(144, 384, 1), TPFA{Int64}(145, 385, 1), TPFA{Int64}(146, 386, 1), TPFA{Int64}(147, 387, 1), TPFA{Int64}(148, 388, 1), TPFA{Int64}(149, 389, 1), TPFA{Int64}(150, 390, 1), TPFA{Int64}(151, 391, 1), TPFA{Int64}(152, 392, 1), TPFA{Int64}(153, 393, 1), TPFA{Int64}(154, 394, 1), TPFA{Int64}(155, 395, 1), TPFA{Int64}(156, 396, 1), TPFA{Int64}(157, 397, 1), TPFA{Int64}(158, 398, 1), TPFA{Int64}(159, 399, 1), TPFA{Int64}(160, 400, 1), TPFA{Int64}(161, 401, 1), TPFA{Int64}(162, 402, 1), TPFA{Int64}(163, 403, 1), TPFA{Int64}(164, 404, 1), TPFA{Int64}(165, 405, 1), TPFA{Int64}(166, 406, 1), TPFA{Int64}(167, 407, 1), TPFA{Int64}(168, 408, 1), TPFA{Int64}(169, 409, 1), TPFA{Int64}(170, 410, 1), TPFA{Int64}(171, 411, 1), TPFA{Int64}(172, 412, 1), TPFA{Int64}(173, 413, 1), TPFA{Int64}(174, 414, 1), TPFA{Int64}(175, 415, 1), TPFA{Int64}(176, 416, 1), TPFA{Int64}(177, 417, 1), TPFA{Int64}(178, 418, 1), TPFA{Int64}(179, 419, 1), TPFA{Int64}(180, 420, 1), TPFA{Int64}(181, 421, 1), TPFA{Int64}(182, 422, 1), TPFA{Int64}(183, 423, 1), TPFA{Int64}(184, 424, 1), TPFA{Int64}(185, 425, 1), TPFA{Int64}(186, 426, 1), TPFA{Int64}(187, 427, 1), TPFA{Int64}(188, 428, 1), TPFA{Int64}(189, 429, 1), TPFA{Int64}(190, 430, 1), TPFA{Int64}(191, 431, 1), TPFA{Int64}(192, 432, 1), TPFA{Int64}(193, 433, 1), TPFA{Int64}(194, 434, 1), TPFA{Int64}(195, 435, 1), TPFA{Int64}(196, 436, 1), TPFA{Int64}(197, 437, 1), TPFA{Int64}(198, 438, 1), TPFA{Int64}(199, 439, 1), TPFA{Int64}(200, 440, 1), TPFA{Int64}(201, 441, 1), TPFA{Int64}(202, 442, 1), TPFA{Int64}(203, 443, 1), TPFA{Int64}(204, 444, 1), TPFA{Int64}(205, 445, 1), TPFA{Int64}(206, 446, 1), TPFA{Int64}(207, 447, 1), TPFA{Int64}(208, 448, 1), TPFA{Int64}(209, 449, 1), TPFA{Int64}(210, 450, 1), TPFA{Int64}(211, 451, 1), TPFA{Int64}(212, 452, 1), TPFA{Int64}(213, 453, 1), TPFA{Int64}(214, 454, 1), TPFA{Int64}(215, 455, 1), TPFA{Int64}(216, 456, 1), TPFA{Int64}(217, 457, 1), TPFA{Int64}(218, 458, 1), TPFA{Int64}(219, 459, 1), TPFA{Int64}(220, 460, 1), TPFA{Int64}(221, 461, 1), TPFA{Int64}(222, 462, 1), TPFA{Int64}(223, 463, 1), TPFA{Int64}(224, 464, 1), TPFA{Int64}(225, 465, 1), TPFA{Int64}(226, 466, 1), TPFA{Int64}(227, 467, 1), TPFA{Int64}(228, 468, 1), TPFA{Int64}(229, 469, 1), TPFA{Int64}(230, 470, 1), TPFA{Int64}(231, 471, 1), TPFA{Int64}(232, 472, 1), TPFA{Int64}(233, 473, 1), TPFA{Int64}(234, 474, 1), TPFA{Int64}(235, 475, 1), TPFA{Int64}(236, 476, 1), TPFA{Int64}(237, 477, 1), TPFA{Int64}(238, 478, 1), TPFA{Int64}(239, 479, 1), TPFA{Int64}(240, 480, 1)], SPU{Int64}[SPU{Int64}(7, 211), SPU{Int64}(8, 212), SPU{Int64}(9, 213), SPU{Int64}(10, 214), SPU{Int64}(11, 215), SPU{Int64}(12, 216), SPU{Int64}(13, 217), SPU{Int64}(14, 218), SPU{Int64}(15, 219), SPU{Int64}(16, 220), SPU{Int64}(17, 221), SPU{Int64}(18, 222), SPU{Int64}(19, 223), SPU{Int64}(20, 224), SPU{Int64}(21, 225), SPU{Int64}(22, 226), SPU{Int64}(23, 227), SPU{Int64}(24, 228), SPU{Int64}(25, 229), SPU{Int64}(26, 230), SPU{Int64}(27, 231), SPU{Int64}(28, 232), SPU{Int64}(29, 233), SPU{Int64}(30, 234), SPU{Int64}(31, 1), SPU{Int64}(32, 2), SPU{Int64}(33, 3), SPU{Int64}(34, 4), SPU{Int64}(35, 5), SPU{Int64}(36, 6), SPU{Int64}(37, 7), SPU{Int64}(38, 8), SPU{Int64}(39, 9), SPU{Int64}(40, 10), SPU{Int64}(41, 11), SPU{Int64}(42, 12), SPU{Int64}(43, 13), SPU{Int64}(44, 14), SPU{Int64}(45, 15), SPU{Int64}(46, 16), SPU{Int64}(47, 17), SPU{Int64}(48, 18), SPU{Int64}(49, 19), SPU{Int64}(50, 20), SPU{Int64}(51, 21), SPU{Int64}(52, 22), SPU{Int64}(53, 23), SPU{Int64}(54, 24), SPU{Int64}(55, 25), SPU{Int64}(56, 26), SPU{Int64}(57, 27), SPU{Int64}(58, 28), SPU{Int64}(59, 29), SPU{Int64}(60, 30), SPU{Int64}(61, 31), SPU{Int64}(62, 32), SPU{Int64}(63, 33), SPU{Int64}(64, 34), SPU{Int64}(65, 35), SPU{Int64}(66, 36), SPU{Int64}(67, 37), SPU{Int64}(68, 38), SPU{Int64}(69, 39), SPU{Int64}(70, 40), SPU{Int64}(71, 41), SPU{Int64}(72, 42), SPU{Int64}(73, 43), SPU{Int64}(74, 44), SPU{Int64}(75, 45), SPU{Int64}(76, 46), SPU{Int64}(77, 47), SPU{Int64}(78, 48), SPU{Int64}(79, 49), SPU{Int64}(80, 50), SPU{Int64}(81, 51), SPU{Int64}(82, 52), SPU{Int64}(83, 53), SPU{Int64}(84, 54), SPU{Int64}(85, 55), SPU{Int64}(86, 56), SPU{Int64}(87, 57), SPU{Int64}(88, 58), SPU{Int64}(89, 59), SPU{Int64}(90, 60), SPU{Int64}(91, 61), SPU{Int64}(92, 62), SPU{Int64}(93, 63), SPU{Int64}(94, 64), SPU{Int64}(95, 65), SPU{Int64}(96, 66), SPU{Int64}(97, 67), SPU{Int64}(98, 68), SPU{Int64}(99, 69), SPU{Int64}(100, 70), SPU{Int64}(101, 71), SPU{Int64}(102, 72), SPU{Int64}(103, 73), SPU{Int64}(104, 74), SPU{Int64}(105, 75), SPU{Int64}(106, 76), SPU{Int64}(107, 77), SPU{Int64}(108, 78), SPU{Int64}(109, 79), SPU{Int64}(110, 80), SPU{Int64}(111, 81), SPU{Int64}(112, 82), SPU{Int64}(113, 83), SPU{Int64}(114, 84), SPU{Int64}(115, 85), SPU{Int64}(116, 86), SPU{Int64}(117, 87), SPU{Int64}(118, 88), SPU{Int64}(119, 89), SPU{Int64}(120, 90), SPU{Int64}(121, 91), SPU{Int64}(122, 92), SPU{Int64}(123, 93), SPU{Int64}(124, 94), SPU{Int64}(125, 95), SPU{Int64}(126, 96), SPU{Int64}(127, 97), SPU{Int64}(128, 98), SPU{Int64}(129, 99), SPU{Int64}(130, 100), SPU{Int64}(131, 101), SPU{Int64}(132, 102), SPU{Int64}(133, 103), SPU{Int64}(134, 104), SPU{Int64}(135, 105), SPU{Int64}(136, 106), SPU{Int64}(137, 107), SPU{Int64}(138, 108), SPU{Int64}(139, 109), SPU{Int64}(140, 110), SPU{Int64}(141, 111), SPU{Int64}(142, 112), SPU{Int64}(143, 113), SPU{Int64}(144, 114), SPU{Int64}(145, 115), SPU{Int64}(146, 116), SPU{Int64}(147, 117), SPU{Int64}(148, 118), SPU{Int64}(149, 119), SPU{Int64}(150, 120), SPU{Int64}(151, 121), SPU{Int64}(152, 122), SPU{Int64}(153, 123), SPU{Int64}(154, 124), SPU{Int64}(155, 125), SPU{Int64}(156, 126), SPU{Int64}(157, 127), SPU{Int64}(158, 128), SPU{Int64}(159, 129), SPU{Int64}(160, 130), SPU{Int64}(161, 131), SPU{Int64}(162, 132), SPU{Int64}(163, 133), SPU{Int64}(164, 134), SPU{Int64}(165, 135), SPU{Int64}(166, 136), SPU{Int64}(167, 137), SPU{Int64}(168, 138), SPU{Int64}(169, 139), SPU{Int64}(170, 140), SPU{Int64}(171, 141), SPU{Int64}(172, 142), SPU{Int64}(173, 143), SPU{Int64}(174, 144), SPU{Int64}(175, 145), SPU{Int64}(176, 146), SPU{Int64}(177, 147), SPU{Int64}(178, 148), SPU{Int64}(179, 149), SPU{Int64}(180, 150), SPU{Int64}(181, 151), SPU{Int64}(182, 152), SPU{Int64}(183, 153), SPU{Int64}(184, 154), SPU{Int64}(185, 155), SPU{Int64}(186, 156), SPU{Int64}(187, 157), SPU{Int64}(188, 158), SPU{Int64}(189, 159), SPU{Int64}(190, 160), SPU{Int64}(191, 161), SPU{Int64}(192, 162), SPU{Int64}(193, 163), SPU{Int64}(194, 164), SPU{Int64}(195, 165), SPU{Int64}(196, 166), SPU{Int64}(197, 167), SPU{Int64}(198, 168), SPU{Int64}(199, 169), SPU{Int64}(200, 170), SPU{Int64}(201, 171), 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SPU{Int64}(49, 289), SPU{Int64}(50, 290), SPU{Int64}(51, 291), SPU{Int64}(52, 292), SPU{Int64}(53, 293), SPU{Int64}(54, 294), SPU{Int64}(55, 295), SPU{Int64}(56, 296), SPU{Int64}(57, 297), SPU{Int64}(58, 298), SPU{Int64}(59, 299), SPU{Int64}(60, 300), SPU{Int64}(61, 301), SPU{Int64}(62, 302), SPU{Int64}(63, 303), SPU{Int64}(64, 304), SPU{Int64}(65, 305), SPU{Int64}(66, 306), SPU{Int64}(67, 307), SPU{Int64}(68, 308), SPU{Int64}(69, 309), SPU{Int64}(70, 310), SPU{Int64}(71, 311), SPU{Int64}(72, 312), SPU{Int64}(73, 313), SPU{Int64}(74, 314), SPU{Int64}(75, 315), SPU{Int64}(76, 316), SPU{Int64}(77, 317), SPU{Int64}(78, 318), SPU{Int64}(79, 319), SPU{Int64}(80, 320), SPU{Int64}(81, 321), SPU{Int64}(82, 322), SPU{Int64}(83, 323), SPU{Int64}(84, 324), SPU{Int64}(85, 325), SPU{Int64}(86, 326), SPU{Int64}(87, 327), SPU{Int64}(88, 328), SPU{Int64}(89, 329), SPU{Int64}(90, 330), SPU{Int64}(91, 331), SPU{Int64}(92, 332), SPU{Int64}(93, 333), SPU{Int64}(94, 334), SPU{Int64}(95, 335), SPU{Int64}(96, 336), SPU{Int64}(97, 337), SPU{Int64}(98, 338), SPU{Int64}(99, 339), SPU{Int64}(100, 340), SPU{Int64}(101, 341), SPU{Int64}(102, 342), SPU{Int64}(103, 343), SPU{Int64}(104, 344), SPU{Int64}(105, 345), SPU{Int64}(106, 346), SPU{Int64}(107, 347), SPU{Int64}(108, 348), SPU{Int64}(109, 349), SPU{Int64}(110, 350), SPU{Int64}(111, 351), SPU{Int64}(112, 352), SPU{Int64}(113, 353), SPU{Int64}(114, 354), SPU{Int64}(115, 355), SPU{Int64}(116, 356), SPU{Int64}(117, 357), SPU{Int64}(118, 358), SPU{Int64}(119, 359), SPU{Int64}(120, 360), SPU{Int64}(121, 361), SPU{Int64}(122, 362), SPU{Int64}(123, 363), SPU{Int64}(124, 364), SPU{Int64}(125, 365), SPU{Int64}(126, 366), SPU{Int64}(127, 367), SPU{Int64}(128, 368), SPU{Int64}(129, 369), SPU{Int64}(130, 370), SPU{Int64}(131, 371), SPU{Int64}(132, 372), SPU{Int64}(133, 373), SPU{Int64}(134, 374), SPU{Int64}(135, 375), SPU{Int64}(136, 376), SPU{Int64}(137, 377), SPU{Int64}(138, 378), SPU{Int64}(139, 379), SPU{Int64}(140, 380), SPU{Int64}(141, 381), SPU{Int64}(142, 382), SPU{Int64}(143, 383), SPU{Int64}(144, 384), SPU{Int64}(145, 385), SPU{Int64}(146, 386), SPU{Int64}(147, 387), SPU{Int64}(148, 388), SPU{Int64}(149, 389), SPU{Int64}(150, 390), SPU{Int64}(151, 391), SPU{Int64}(152, 392), SPU{Int64}(153, 393), SPU{Int64}(154, 394), SPU{Int64}(155, 395), SPU{Int64}(156, 396), SPU{Int64}(157, 397), SPU{Int64}(158, 398), SPU{Int64}(159, 399), SPU{Int64}(160, 400), SPU{Int64}(161, 401), SPU{Int64}(162, 402), SPU{Int64}(163, 403), SPU{Int64}(164, 404), SPU{Int64}(165, 405), SPU{Int64}(166, 406), SPU{Int64}(167, 407), SPU{Int64}(168, 408), SPU{Int64}(169, 409), SPU{Int64}(170, 410), SPU{Int64}(171, 411), SPU{Int64}(172, 412), SPU{Int64}(173, 413), SPU{Int64}(174, 414), SPU{Int64}(175, 415), SPU{Int64}(176, 416), SPU{Int64}(177, 417), SPU{Int64}(178, 418), SPU{Int64}(179, 419), SPU{Int64}(180, 420), SPU{Int64}(181, 421), SPU{Int64}(182, 422), SPU{Int64}(183, 423), SPU{Int64}(184, 424), SPU{Int64}(185, 425), 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Any}(:ECTransmissibilities => BattMo.ECTransmissibilities(), :Volume => BattMo.Volume(), :Conductivity => BattMo.Conductivity()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => ConservationLaw{:Charge, PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}, Jutul.DefaultFlux, 1}(PotentialFlow{:generic, Vector{TPFA{Int64}}, Vector{SPU{Int64}}, @NamedTuple{cells::Vector{Int64}, faces::Vector{Int64}, face_pos::Vector{Int64}, face_sign::Vector{Int64}}}(TPFA{Int64}[TPFA{Int64}(4, 106, 1), TPFA{Int64}(5, 107, 1), TPFA{Int64}(6, 108, 1), TPFA{Int64}(7, 109, 1), TPFA{Int64}(8, 110, 1), TPFA{Int64}(9, 111, 1), TPFA{Int64}(10, 112, 1), TPFA{Int64}(11, 113, 1), TPFA{Int64}(12, 114, 1), TPFA{Int64}(13, 115, 1), TPFA{Int64}(14, 116, 1), TPFA{Int64}(15, 117, 1), TPFA{Int64}(16, 1, 1), TPFA{Int64}(17, 2, 1), TPFA{Int64}(18, 3, 1), TPFA{Int64}(19, 4, 1), 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TPFA{Int64}(147, 132, 1), TPFA{Int64}(148, 133, 1), TPFA{Int64}(149, 134, 1), TPFA{Int64}(150, 135, 1), TPFA{Int64}(151, 136, 1), TPFA{Int64}(152, 137, 1), TPFA{Int64}(153, 138, 1), TPFA{Int64}(154, 139, 1), TPFA{Int64}(155, 140, 1), TPFA{Int64}(156, 141, 1), TPFA{Int64}(157, 142, 1), TPFA{Int64}(158, 143, 1), TPFA{Int64}(159, 144, 1), TPFA{Int64}(160, 145, 1), TPFA{Int64}(161, 146, 1), TPFA{Int64}(162, 147, 1), TPFA{Int64}(163, 148, 1), TPFA{Int64}(164, 149, 1), TPFA{Int64}(165, 150, 1), TPFA{Int64}(166, 151, 1), TPFA{Int64}(167, 152, 1), TPFA{Int64}(168, 153, 1), TPFA{Int64}(169, 154, 1), TPFA{Int64}(170, 155, 1), TPFA{Int64}(171, 156, 1), TPFA{Int64}(172, 157, 1), TPFA{Int64}(173, 158, 1), TPFA{Int64}(174, 159, 1), TPFA{Int64}(175, 160, 1), TPFA{Int64}(176, 161, 1), TPFA{Int64}(177, 162, 1), TPFA{Int64}(178, 163, 1), TPFA{Int64}(179, 164, 1), TPFA{Int64}(180, 165, 1), TPFA{Int64}(181, 166, 1), TPFA{Int64}(182, 167, 1), TPFA{Int64}(183, 168, 1), TPFA{Int64}(184, 169, 1), TPFA{Int64}(185, 170, 1), TPFA{Int64}(186, 171, 1), TPFA{Int64}(187, 172, 1), TPFA{Int64}(188, 173, 1), TPFA{Int64}(189, 174, 1), TPFA{Int64}(190, 175, 1), TPFA{Int64}(191, 176, 1), TPFA{Int64}(192, 177, 1), TPFA{Int64}(193, 178, 1), TPFA{Int64}(194, 179, 1), TPFA{Int64}(195, 180, 1), TPFA{Int64}(196, 181, 1), TPFA{Int64}(197, 182, 1), TPFA{Int64}(198, 183, 1), TPFA{Int64}(199, 184, 1), TPFA{Int64}(200, 185, 1), TPFA{Int64}(201, 186, 1), TPFA{Int64}(202, 187, 1), TPFA{Int64}(203, 188, 1), TPFA{Int64}(204, 189, 1), TPFA{Int64}(205, 190, 1), TPFA{Int64}(206, 191, 1), TPFA{Int64}(207, 192, 1), TPFA{Int64}(208, 193, 1), TPFA{Int64}(209, 194, 1), TPFA{Int64}(210, 195, 1), TPFA{Int64}(211, 196, 1), TPFA{Int64}(212, 197, 1), TPFA{Int64}(213, 198, 1), TPFA{Int64}(214, 199, 1), TPFA{Int64}(215, 200, 1), TPFA{Int64}(216, 201, 1), TPFA{Int64}(217, 202, 1), TPFA{Int64}(218, 203, 1), TPFA{Int64}(219, 204, 1), TPFA{Int64}(220, 205, 1), TPFA{Int64}(221, 206, 1), TPFA{Int64}(222, 207, 1), TPFA{Int64}(223, 208, 1), TPFA{Int64}(224, 209, 1), TPFA{Int64}(225, 210, 1), TPFA{Int64}(226, 211, 1), TPFA{Int64}(227, 212, 1), TPFA{Int64}(228, 213, 1), TPFA{Int64}(229, 214, 1), TPFA{Int64}(230, 215, 1), TPFA{Int64}(231, 216, 1), TPFA{Int64}(232, 217, 1), TPFA{Int64}(233, 218, 1), TPFA{Int64}(234, 219, 1), TPFA{Int64}(235, 220, 1), TPFA{Int64}(236, 221, 1), TPFA{Int64}(237, 222, 1), TPFA{Int64}(238, 223, 1), TPFA{Int64}(239, 224, 1), TPFA{Int64}(240, 225, 1), TPFA{Int64}(121, 122, 1), TPFA{Int64}(122, 123, 1), TPFA{Int64}(124, 125, 1), TPFA{Int64}(125, 126, 1), TPFA{Int64}(127, 128, 1), TPFA{Int64}(128, 129, 1), TPFA{Int64}(130, 131, 1), TPFA{Int64}(131, 132, 1), TPFA{Int64}(133, 134, 1), TPFA{Int64}(134, 135, 1), TPFA{Int64}(136, 137, 1), TPFA{Int64}(137, 138, 1), TPFA{Int64}(139, 140, 1), TPFA{Int64}(140, 141, 1), TPFA{Int64}(142, 143, 1), TPFA{Int64}(143, 144, 1), TPFA{Int64}(145, 146, 1), TPFA{Int64}(146, 147, 1), TPFA{Int64}(148, 149, 1), TPFA{Int64}(149, 150, 1), TPFA{Int64}(151, 152, 1), TPFA{Int64}(152, 153, 1), TPFA{Int64}(154, 155, 1), TPFA{Int64}(155, 156, 1), TPFA{Int64}(157, 158, 1), TPFA{Int64}(158, 159, 1), TPFA{Int64}(160, 161, 1), TPFA{Int64}(161, 162, 1), TPFA{Int64}(163, 164, 1), TPFA{Int64}(164, 165, 1), TPFA{Int64}(166, 167, 1), TPFA{Int64}(167, 168, 1), TPFA{Int64}(169, 170, 1), TPFA{Int64}(170, 171, 1), TPFA{Int64}(172, 173, 1), TPFA{Int64}(173, 174, 1), TPFA{Int64}(175, 176, 1), TPFA{Int64}(176, 177, 1), TPFA{Int64}(178, 179, 1), TPFA{Int64}(179, 180, 1), TPFA{Int64}(181, 182, 1), TPFA{Int64}(182, 183, 1), TPFA{Int64}(184, 185, 1), TPFA{Int64}(185, 186, 1), TPFA{Int64}(187, 188, 1), TPFA{Int64}(188, 189, 1), TPFA{Int64}(190, 191, 1), TPFA{Int64}(191, 192, 1), TPFA{Int64}(193, 194, 1), TPFA{Int64}(194, 195, 1), TPFA{Int64}(196, 197, 1), TPFA{Int64}(197, 198, 1), TPFA{Int64}(199, 200, 1), TPFA{Int64}(200, 201, 1), TPFA{Int64}(202, 203, 1), TPFA{Int64}(203, 204, 1), TPFA{Int64}(205, 206, 1), TPFA{Int64}(206, 207, 1), TPFA{Int64}(208, 209, 1), TPFA{Int64}(209, 210, 1), TPFA{Int64}(211, 212, 1), TPFA{Int64}(212, 213, 1), TPFA{Int64}(214, 215, 1), TPFA{Int64}(215, 216, 1), TPFA{Int64}(217, 218, 1), TPFA{Int64}(218, 219, 1), TPFA{Int64}(220, 221, 1), TPFA{Int64}(221, 222, 1), TPFA{Int64}(223, 224, 1), TPFA{Int64}(224, 225, 1), TPFA{Int64}(226, 227, 1), TPFA{Int64}(227, 228, 1), TPFA{Int64}(229, 230, 1), TPFA{Int64}(230, 231, 1), TPFA{Int64}(232, 233, 1), TPFA{Int64}(233, 234, 1), TPFA{Int64}(235, 236, 1), TPFA{Int64}(236, 237, 1), TPFA{Int64}(238, 239, 1), TPFA{Int64}(239, 240, 1), TPFA{Int64}(1, 121, 1), TPFA{Int64}(2, 122, 1), TPFA{Int64}(3, 123, 1), TPFA{Int64}(4, 124, 1), TPFA{Int64}(5, 125, 1), TPFA{Int64}(6, 126, 1), TPFA{Int64}(7, 127, 1), TPFA{Int64}(8, 128, 1), TPFA{Int64}(9, 129, 1), TPFA{Int64}(10, 130, 1), TPFA{Int64}(11, 131, 1), TPFA{Int64}(12, 132, 1), TPFA{Int64}(13, 133, 1), TPFA{Int64}(14, 134, 1), TPFA{Int64}(15, 135, 1), TPFA{Int64}(16, 136, 1), TPFA{Int64}(17, 137, 1), TPFA{Int64}(18, 138, 1), TPFA{Int64}(19, 139, 1), TPFA{Int64}(20, 140, 1), TPFA{Int64}(21, 141, 1), TPFA{Int64}(22, 142, 1), TPFA{Int64}(23, 143, 1), TPFA{Int64}(24, 144, 1), TPFA{Int64}(25, 145, 1), TPFA{Int64}(26, 146, 1), TPFA{Int64}(27, 147, 1), TPFA{Int64}(28, 148, 1), TPFA{Int64}(29, 149, 1), TPFA{Int64}(30, 150, 1), TPFA{Int64}(31, 151, 1), TPFA{Int64}(32, 152, 1), TPFA{Int64}(33, 153, 1), TPFA{Int64}(34, 154, 1), TPFA{Int64}(35, 155, 1), TPFA{Int64}(36, 156, 1), TPFA{Int64}(37, 157, 1), TPFA{Int64}(38, 158, 1), TPFA{Int64}(39, 159, 1), TPFA{Int64}(40, 160, 1), TPFA{Int64}(41, 161, 1), TPFA{Int64}(42, 162, 1), TPFA{Int64}(43, 163, 1), TPFA{Int64}(44, 164, 1), TPFA{Int64}(45, 165, 1), TPFA{Int64}(46, 166, 1), TPFA{Int64}(47, 167, 1), TPFA{Int64}(48, 168, 1), TPFA{Int64}(49, 169, 1), TPFA{Int64}(50, 170, 1), TPFA{Int64}(51, 171, 1), TPFA{Int64}(52, 172, 1), TPFA{Int64}(53, 173, 1), TPFA{Int64}(54, 174, 1), TPFA{Int64}(55, 175, 1), TPFA{Int64}(56, 176, 1), TPFA{Int64}(57, 177, 1), TPFA{Int64}(58, 178, 1), TPFA{Int64}(59, 179, 1), TPFA{Int64}(60, 180, 1), TPFA{Int64}(61, 181, 1), TPFA{Int64}(62, 182, 1), TPFA{Int64}(63, 183, 1), TPFA{Int64}(64, 184, 1), TPFA{Int64}(65, 185, 1), TPFA{Int64}(66, 186, 1), TPFA{Int64}(67, 187, 1), TPFA{Int64}(68, 188, 1), TPFA{Int64}(69, 189, 1), TPFA{Int64}(70, 190, 1), TPFA{Int64}(71, 191, 1), TPFA{Int64}(72, 192, 1), TPFA{Int64}(73, 193, 1), TPFA{Int64}(74, 194, 1), TPFA{Int64}(75, 195, 1), TPFA{Int64}(76, 196, 1), TPFA{Int64}(77, 197, 1), TPFA{Int64}(78, 198, 1), TPFA{Int64}(79, 199, 1), TPFA{Int64}(80, 200, 1), TPFA{Int64}(81, 201, 1), TPFA{Int64}(82, 202, 1), TPFA{Int64}(83, 203, 1), TPFA{Int64}(84, 204, 1), TPFA{Int64}(85, 205, 1), TPFA{Int64}(86, 206, 1), TPFA{Int64}(87, 207, 1), TPFA{Int64}(88, 208, 1), TPFA{Int64}(89, 209, 1), TPFA{Int64}(90, 210, 1), TPFA{Int64}(91, 211, 1), TPFA{Int64}(92, 212, 1), TPFA{Int64}(93, 213, 1), TPFA{Int64}(94, 214, 1), TPFA{Int64}(95, 215, 1), TPFA{Int64}(96, 216, 1), TPFA{Int64}(97, 217, 1), TPFA{Int64}(98, 218, 1), TPFA{Int64}(99, 219, 1), TPFA{Int64}(100, 220, 1), TPFA{Int64}(101, 221, 1), TPFA{Int64}(102, 222, 1), TPFA{Int64}(103, 223, 1), TPFA{Int64}(104, 224, 1), TPFA{Int64}(105, 225, 1), TPFA{Int64}(106, 226, 1), TPFA{Int64}(107, 227, 1), TPFA{Int64}(108, 228, 1), TPFA{Int64}(109, 229, 1), TPFA{Int64}(110, 230, 1), TPFA{Int64}(111, 231, 1), TPFA{Int64}(112, 232, 1), TPFA{Int64}(113, 233, 1), TPFA{Int64}(114, 234, 1), TPFA{Int64}(115, 235, 1), TPFA{Int64}(116, 236, 1), TPFA{Int64}(117, 237, 1), TPFA{Int64}(118, 238, 1), TPFA{Int64}(119, 239, 1), TPFA{Int64}(120, 240, 1)], SPU{Int64}[SPU{Int64}(4, 106), SPU{Int64}(5, 107), SPU{Int64}(6, 108), SPU{Int64}(7, 109), SPU{Int64}(8, 110), SPU{Int64}(9, 111), SPU{Int64}(10, 112), SPU{Int64}(11, 113), SPU{Int64}(12, 114), SPU{Int64}(13, 115), SPU{Int64}(14, 116), SPU{Int64}(15, 117), SPU{Int64}(16, 1), SPU{Int64}(17, 2), SPU{Int64}(18, 3), SPU{Int64}(19, 4), SPU{Int64}(20, 5), SPU{Int64}(21, 6), SPU{Int64}(22, 7), SPU{Int64}(23, 8), SPU{Int64}(24, 9), SPU{Int64}(25, 10), SPU{Int64}(26, 11), SPU{Int64}(27, 12), SPU{Int64}(28, 13), SPU{Int64}(29, 14), SPU{Int64}(30, 15), SPU{Int64}(31, 16), SPU{Int64}(32, 17), SPU{Int64}(33, 18), SPU{Int64}(34, 19), SPU{Int64}(35, 20), SPU{Int64}(36, 21), SPU{Int64}(37, 22), SPU{Int64}(38, 23), SPU{Int64}(39, 24), SPU{Int64}(40, 25), SPU{Int64}(41, 26), SPU{Int64}(42, 27), SPU{Int64}(43, 28), SPU{Int64}(44, 29), SPU{Int64}(45, 30), SPU{Int64}(46, 31), SPU{Int64}(47, 32), SPU{Int64}(48, 33), SPU{Int64}(49, 34), SPU{Int64}(50, 35), SPU{Int64}(51, 36), SPU{Int64}(52, 37), SPU{Int64}(53, 38), SPU{Int64}(54, 39), SPU{Int64}(55, 40), SPU{Int64}(56, 41), SPU{Int64}(57, 42), SPU{Int64}(58, 43), SPU{Int64}(59, 44), SPU{Int64}(60, 45), SPU{Int64}(61, 46), SPU{Int64}(62, 47), SPU{Int64}(63, 48), SPU{Int64}(64, 49), SPU{Int64}(65, 50), SPU{Int64}(66, 51), SPU{Int64}(67, 52), SPU{Int64}(68, 53), SPU{Int64}(69, 54), SPU{Int64}(70, 55), SPU{Int64}(71, 56), SPU{Int64}(72, 57), 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2), SPU{Int64}(2, 3), SPU{Int64}(4, 5), SPU{Int64}(5, 6), SPU{Int64}(7, 8), SPU{Int64}(8, 9), SPU{Int64}(10, 11), SPU{Int64}(11, 12), SPU{Int64}(13, 14), SPU{Int64}(14, 15), SPU{Int64}(16, 17), SPU{Int64}(17, 18), SPU{Int64}(19, 20), SPU{Int64}(20, 21), SPU{Int64}(22, 23), SPU{Int64}(23, 24), SPU{Int64}(25, 26), SPU{Int64}(26, 27), SPU{Int64}(28, 29), SPU{Int64}(29, 30), SPU{Int64}(31, 32), SPU{Int64}(32, 33), SPU{Int64}(34, 35), SPU{Int64}(35, 36), SPU{Int64}(37, 38), SPU{Int64}(38, 39), SPU{Int64}(40, 41), SPU{Int64}(41, 42), SPU{Int64}(43, 44), SPU{Int64}(44, 45), SPU{Int64}(46, 47), SPU{Int64}(47, 48), SPU{Int64}(49, 50), SPU{Int64}(50, 51), SPU{Int64}(52, 53), SPU{Int64}(53, 54), SPU{Int64}(55, 56), SPU{Int64}(56, 57), SPU{Int64}(58, 59), SPU{Int64}(59, 60), SPU{Int64}(61, 62), SPU{Int64}(62, 63), SPU{Int64}(64, 65), SPU{Int64}(65, 66), SPU{Int64}(67, 68), SPU{Int64}(68, 69), SPU{Int64}(70, 71), SPU{Int64}(71, 72), SPU{Int64}(73, 74), SPU{Int64}(74, 75), SPU{Int64}(76, 77), SPU{Int64}(77, 78), SPU{Int64}(79, 80), SPU{Int64}(80, 81), SPU{Int64}(82, 83), SPU{Int64}(83, 84), SPU{Int64}(85, 86), SPU{Int64}(86, 87), SPU{Int64}(88, 89), SPU{Int64}(89, 90), SPU{Int64}(91, 92), SPU{Int64}(92, 93), SPU{Int64}(94, 95), SPU{Int64}(95, 96), SPU{Int64}(97, 98), SPU{Int64}(98, 99), SPU{Int64}(100, 101), SPU{Int64}(101, 102), SPU{Int64}(103, 104), SPU{Int64}(104, 105), SPU{Int64}(106, 107), SPU{Int64}(107, 108), SPU{Int64}(109, 110), SPU{Int64}(110, 111), SPU{Int64}(112, 113), SPU{Int64}(113, 114), SPU{Int64}(115, 116), SPU{Int64}(116, 117), SPU{Int64}(118, 119), SPU{Int64}(119, 120), SPU{Int64}(124, 226), SPU{Int64}(125, 227), SPU{Int64}(126, 228), SPU{Int64}(127, 229), SPU{Int64}(128, 230), SPU{Int64}(129, 231), SPU{Int64}(130, 232), SPU{Int64}(131, 233), SPU{Int64}(132, 234), SPU{Int64}(133, 235), SPU{Int64}(134, 236), SPU{Int64}(135, 237), SPU{Int64}(136, 121), SPU{Int64}(137, 122), SPU{Int64}(138, 123), SPU{Int64}(139, 124), SPU{Int64}(140, 125), SPU{Int64}(141, 126), SPU{Int64}(142, 127), SPU{Int64}(143, 128), SPU{Int64}(144, 129), SPU{Int64}(145, 130), SPU{Int64}(146, 131), SPU{Int64}(147, 132), SPU{Int64}(148, 133), SPU{Int64}(149, 134), SPU{Int64}(150, 135), SPU{Int64}(151, 136), SPU{Int64}(152, 137), SPU{Int64}(153, 138), SPU{Int64}(154, 139), SPU{Int64}(155, 140), SPU{Int64}(156, 141), SPU{Int64}(157, 142), SPU{Int64}(158, 143), SPU{Int64}(159, 144), SPU{Int64}(160, 145), SPU{Int64}(161, 146), SPU{Int64}(162, 147), SPU{Int64}(163, 148), SPU{Int64}(164, 149), SPU{Int64}(165, 150), SPU{Int64}(166, 151), SPU{Int64}(167, 152), SPU{Int64}(168, 153), SPU{Int64}(169, 154), SPU{Int64}(170, 155), SPU{Int64}(171, 156), SPU{Int64}(172, 157), SPU{Int64}(173, 158), SPU{Int64}(174, 159), SPU{Int64}(175, 160), SPU{Int64}(176, 161), SPU{Int64}(177, 162), SPU{Int64}(178, 163), SPU{Int64}(179, 164), SPU{Int64}(180, 165), SPU{Int64}(181, 166), SPU{Int64}(182, 167), SPU{Int64}(183, 168), SPU{Int64}(184, 169), SPU{Int64}(185, 170), SPU{Int64}(186, 171), SPU{Int64}(187, 172), SPU{Int64}(188, 173), SPU{Int64}(189, 174), SPU{Int64}(190, 175), SPU{Int64}(191, 176), SPU{Int64}(192, 177), SPU{Int64}(193, 178), SPU{Int64}(194, 179), SPU{Int64}(195, 180), SPU{Int64}(196, 181), SPU{Int64}(197, 182), SPU{Int64}(198, 183), SPU{Int64}(199, 184), SPU{Int64}(200, 185), SPU{Int64}(201, 186), SPU{Int64}(202, 187), SPU{Int64}(203, 188), SPU{Int64}(204, 189), SPU{Int64}(205, 190), SPU{Int64}(206, 191), SPU{Int64}(207, 192), SPU{Int64}(208, 193), SPU{Int64}(209, 194), SPU{Int64}(210, 195), SPU{Int64}(211, 196), SPU{Int64}(212, 197), SPU{Int64}(213, 198), SPU{Int64}(214, 199), SPU{Int64}(215, 200), SPU{Int64}(216, 201), SPU{Int64}(217, 202), SPU{Int64}(218, 203), SPU{Int64}(219, 204), SPU{Int64}(220, 205), SPU{Int64}(221, 206), SPU{Int64}(222, 207), SPU{Int64}(223, 208), SPU{Int64}(224, 209), SPU{Int64}(225, 210), SPU{Int64}(226, 211), SPU{Int64}(227, 212), SPU{Int64}(228, 213), SPU{Int64}(229, 214), SPU{Int64}(230, 215), SPU{Int64}(231, 216), SPU{Int64}(232, 217), SPU{Int64}(233, 218), SPU{Int64}(234, 219), SPU{Int64}(235, 220), SPU{Int64}(236, 221), SPU{Int64}(237, 222), SPU{Int64}(238, 223), SPU{Int64}(239, 224), SPU{Int64}(240, 225), SPU{Int64}(121, 122), SPU{Int64}(122, 123), SPU{Int64}(124, 125), SPU{Int64}(125, 126), SPU{Int64}(127, 128), SPU{Int64}(128, 129), SPU{Int64}(130, 131), SPU{Int64}(131, 132), SPU{Int64}(133, 134), SPU{Int64}(134, 135), SPU{Int64}(136, 137), SPU{Int64}(137, 138), SPU{Int64}(139, 140), SPU{Int64}(140, 141), SPU{Int64}(142, 143), SPU{Int64}(143, 144), SPU{Int64}(145, 146), SPU{Int64}(146, 147), SPU{Int64}(148, 149), SPU{Int64}(149, 150), SPU{Int64}(151, 152), SPU{Int64}(152, 153), SPU{Int64}(154, 155), SPU{Int64}(155, 156), SPU{Int64}(157, 158), SPU{Int64}(158, 159), SPU{Int64}(160, 161), SPU{Int64}(161, 162), SPU{Int64}(163, 164), SPU{Int64}(164, 165), SPU{Int64}(166, 167), SPU{Int64}(167, 168), SPU{Int64}(169, 170), SPU{Int64}(170, 171), SPU{Int64}(172, 173), SPU{Int64}(173, 174), SPU{Int64}(175, 176), SPU{Int64}(176, 177), SPU{Int64}(178, 179), SPU{Int64}(179, 180), SPU{Int64}(181, 182), SPU{Int64}(182, 183), SPU{Int64}(184, 185), SPU{Int64}(185, 186), SPU{Int64}(187, 188), SPU{Int64}(188, 189), SPU{Int64}(190, 191), SPU{Int64}(191, 192), SPU{Int64}(193, 194), SPU{Int64}(194, 195), SPU{Int64}(196, 197), SPU{Int64}(197, 198), SPU{Int64}(199, 200), SPU{Int64}(200, 201), SPU{Int64}(202, 203), SPU{Int64}(203, 204), SPU{Int64}(205, 206), SPU{Int64}(206, 207), SPU{Int64}(208, 209), SPU{Int64}(209, 210), SPU{Int64}(211, 212), SPU{Int64}(212, 213), SPU{Int64}(214, 215), SPU{Int64}(215, 216), SPU{Int64}(217, 218), SPU{Int64}(218, 219), SPU{Int64}(220, 221), SPU{Int64}(221, 222), SPU{Int64}(223, 224), SPU{Int64}(224, 225), SPU{Int64}(226, 227), SPU{Int64}(227, 228), SPU{Int64}(229, 230), SPU{Int64}(230, 231), SPU{Int64}(232, 233), SPU{Int64}(233, 234), SPU{Int64}(235, 236), SPU{Int64}(236, 237), SPU{Int64}(238, 239), SPU{Int64}(239, 240), SPU{Int64}(1, 121), SPU{Int64}(2, 122), SPU{Int64}(3, 123), SPU{Int64}(4, 124), SPU{Int64}(5, 125), SPU{Int64}(6, 126), SPU{Int64}(7, 127), SPU{Int64}(8, 128), SPU{Int64}(9, 129), SPU{Int64}(10, 130), SPU{Int64}(11, 131), SPU{Int64}(12, 132), SPU{Int64}(13, 133), SPU{Int64}(14, 134), SPU{Int64}(15, 135), SPU{Int64}(16, 136), SPU{Int64}(17, 137), SPU{Int64}(18, 138), SPU{Int64}(19, 139), SPU{Int64}(20, 140), SPU{Int64}(21, 141), SPU{Int64}(22, 142), SPU{Int64}(23, 143), SPU{Int64}(24, 144), SPU{Int64}(25, 145), SPU{Int64}(26, 146), SPU{Int64}(27, 147), SPU{Int64}(28, 148), SPU{Int64}(29, 149), SPU{Int64}(30, 150), SPU{Int64}(31, 151), SPU{Int64}(32, 152), SPU{Int64}(33, 153), SPU{Int64}(34, 154), SPU{Int64}(35, 155), SPU{Int64}(36, 156), SPU{Int64}(37, 157), SPU{Int64}(38, 158), SPU{Int64}(39, 159), SPU{Int64}(40, 160), SPU{Int64}(41, 161), SPU{Int64}(42, 162), SPU{Int64}(43, 163), SPU{Int64}(44, 164), SPU{Int64}(45, 165), SPU{Int64}(46, 166), SPU{Int64}(47, 167), SPU{Int64}(48, 168), SPU{Int64}(49, 169), SPU{Int64}(50, 170), SPU{Int64}(51, 171), SPU{Int64}(52, 172), SPU{Int64}(53, 173), SPU{Int64}(54, 174), SPU{Int64}(55, 175), SPU{Int64}(56, 176), SPU{Int64}(57, 177), SPU{Int64}(58, 178), SPU{Int64}(59, 179), SPU{Int64}(60, 180), SPU{Int64}(61, 181), SPU{Int64}(62, 182), SPU{Int64}(63, 183), SPU{Int64}(64, 184), SPU{Int64}(65, 185), SPU{Int64}(66, 186), SPU{Int64}(67, 187), SPU{Int64}(68, 188), SPU{Int64}(69, 189), SPU{Int64}(70, 190), SPU{Int64}(71, 191), SPU{Int64}(72, 192), SPU{Int64}(73, 193), SPU{Int64}(74, 194), SPU{Int64}(75, 195), SPU{Int64}(76, 196), SPU{Int64}(77, 197), SPU{Int64}(78, 198), SPU{Int64}(79, 199), SPU{Int64}(80, 200), SPU{Int64}(81, 201), SPU{Int64}(82, 202), SPU{Int64}(83, 203), SPU{Int64}(84, 204), SPU{Int64}(85, 205), SPU{Int64}(86, 206), SPU{Int64}(87, 207), SPU{Int64}(88, 208), SPU{Int64}(89, 209), SPU{Int64}(90, 210), SPU{Int64}(91, 211), SPU{Int64}(92, 212), SPU{Int64}(93, 213), SPU{Int64}(94, 214), SPU{Int64}(95, 215), SPU{Int64}(96, 216), 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[:Phi, :Charge], OrderedCollections.OrderedDict{Symbol, Any}()), :Control => SimulationModel{CurrentAndVoltageDomain, CurrentAndVoltageSystem{BattMo.CCPolicy{Float64}}, FullyImplicitFormulation, DefaultContext}(CurrentAndVoltageDomain(), CurrentAndVoltageSystem{BattMo.CCPolicy{Float64}}(BattMo.CCPolicy{Float64}(0, "discharging", 0.2920173995165871, 0.0, 2.4, 4.1, true, BattMo.var"#cFun#82"{Float64}(10.0, Core.Box(0.2920173995165871)), {
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    "discharging" => 0.0001
})), DefaultContext(EquationMajorLayout(false), 9223372036854775807, 1), FullyImplicitFormulation(), DataDomain{CurrentAndVoltageDomain, Dict{JutulEntity, Int64}, OrderedCollections.OrderedDict{Symbol, Any}}(CurrentAndVoltageDomain(), {
    Cells() => 1
    NoEntity() => 1
}, OrderedCollections.OrderedDict{Symbol, Any}()), OrderedCollections.OrderedDict{Symbol, Any}(:Phi => VoltageVar(), :Current => CurrentVar()), OrderedCollections.OrderedDict{Symbol, Any}(), OrderedCollections.OrderedDict{Symbol, Any}(:ImaxDischarge => BattMo.ImaxDischarge(), :ImaxCharge => BattMo.ImaxCharge()), OrderedCollections.OrderedDict{Symbol, Any}(:charge_conservation => BattMo.CurrentEquation(), :control => BattMo.ControlEquation()), [:Phi, :Current, :Controller], OrderedCollections.OrderedDict{Symbol, Any}()))), Jutul.CrossTermPair[Jutul.CrossTermPair(:Elyte, :NeAm, :charge_conservation, :charge_conservation, ButlerVolmerActmatToElyteCT{Vector{Int64}}([10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 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396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480])), Jutul.CrossTermPair(:NeAm, :Elyte, :charge_conservation, :charge_conservation, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [10, 11, 12, 13, 14, 15, 28, 29, 30, 31, 32, 33, 46, 47, 48, 49, 50, 51, 64, 65, 66, 67, 68, 69, 82, 83, 84, 85, 86, 87, 100, 101, 102, 103, 104, 105, 118, 119, 120, 121, 122, 123, 136, 137, 138, 139, 140, 141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437])), Jutul.CrossTermPair(:NeAm, :Elyte, :solid_diffusion_bc, :solid_diffusion_bc, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 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141, 154, 155, 156, 157, 158, 159, 172, 173, 174, 175, 176, 177, 190, 191, 192, 193, 194, 195, 208, 209, 210, 211, 212, 213, 226, 227, 228, 229, 230, 231, 244, 245, 246, 247, 248, 249, 262, 263, 264, 265, 266, 267, 280, 281, 282, 283, 284, 285, 298, 299, 300, 301, 302, 303, 316, 317, 318, 319, 320, 321, 334, 335, 336, 337, 338, 339, 352, 353, 354, 355, 356, 357, 370, 371, 372, 373, 374, 375, 388, 389, 390, 391, 392, 393, 406, 407, 408, 409, 410, 411, 424, 425, 426, 427, 428, 429, 442, 443, 444, 445, 446, 447, 460, 461, 462, 463, 464, 465, 478, 479, 480, 481, 482, 483, 496, 497, 498, 499, 500, 501, 514, 515, 516, 517, 518, 519, 532, 533, 534, 535, 536, 537, 550, 551, 552, 553, 554, 555, 568, 569, 570, 571, 572, 573, 586, 587, 588, 589, 590, 591, 604, 605, 606, 607, 608, 609, 622, 623, 624, 625, 626, 627, 640, 641, 642, 643, 644, 645, 658, 659, 660, 661, 662, 663, 676, 677, 678, 679, 680, 681, 694, 695, 696, 697, 698, 699, 712, 713, 714, 715, 716, 717, 730, 731, 732, 733, 734, 735, 748, 749, 750, 751, 752, 753, 766, 767, 768, 769, 770, 771, 784, 785, 786, 787, 788, 789, 802, 803, 804, 805, 806, 807, 820, 821, 822, 823, 824, 825, 838, 839, 840, 841, 842, 843, 856, 857, 858, 859, 860, 861, 874, 875, 876, 877, 878, 879, 892, 893, 894, 895, 896, 897, 910, 911, 912, 913, 914, 915, 928, 929, 930, 931, 932, 933, 946, 947, 948, 949, 950, 951, 964, 965, 966, 967, 968, 969, 982, 983, 984, 985, 986, 987, 1000, 1001, 1002, 1003, 1004, 1005, 1018, 1019, 1020, 1021, 1022, 1023, 1036, 1037, 1038, 1039, 1040, 1041, 1054, 1055, 1056, 1057, 1058, 1059, 1072, 1073, 1074, 1075, 1076, 1077, 1090, 1091, 1092, 1093, 1094, 1095, 1108, 1109, 1110, 1111, 1112, 1113, 1126, 1127, 1128, 1129, 1130, 1131, 1144, 1145, 1146, 1147, 1148, 1149, 1162, 1163, 1164, 1165, 1166, 1167, 1180, 1181, 1182, 1183, 1184, 1185, 1198, 1199, 1200, 1201, 1202, 1203, 1216, 1217, 1218, 1219, 1220, 1221, 1234, 1235, 1236, 1237, 1238, 1239, 1252, 1253, 1254, 1255, 1256, 1257, 1270, 1271, 1272, 1273, 1274, 1275, 1288, 1289, 1290, 1291, 1292, 1293, 1306, 1307, 1308, 1309, 1310, 1311, 1324, 1325, 1326, 1327, 1328, 1329, 1342, 1343, 1344, 1345, 1346, 1347, 1360, 1361, 1362, 1363, 1364, 1365, 1378, 1379, 1380, 1381, 1382, 1383, 1396, 1397, 1398, 1399, 1400, 1401, 1414, 1415, 1416, 1417, 1418, 1419, 1432, 1433, 1434, 1435, 1436, 1437])), Jutul.CrossTermPair(:Elyte, :PeAm, :charge_conservation, :charge_conservation, ButlerVolmerActmatToElyteCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480])), Jutul.CrossTermPair(:Elyte, :PeAm, :mass_conservation, :mass_conservation, ButlerVolmerActmatToElyteCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428], [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480])), Jutul.CrossTermPair(:PeAm, :Elyte, :charge_conservation, :charge_conservation, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428])), Jutul.CrossTermPair(:PeAm, :Elyte, :solid_diffusion_bc, :solid_diffusion_bc, ButlerVolmerElyteToActmatCT{Vector{Int64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 177, 178, 179, 180, 181, 182, 183, 184, 185, 186, 187, 188, 189, 190, 191, 192, 193, 194, 195, 196, 197, 198, 199, 200, 201, 202, 203, 204, 205, 206, 207, 208, 209, 210, 211, 212, 213, 214, 215, 216, 217, 218, 219, 220, 221, 222, 223, 224, 225, 226, 227, 228, 229, 230, 231, 232, 233, 234, 235, 236, 237, 238, 239, 240, 241, 242, 243, 244, 245, 246, 247, 248, 249, 250, 251, 252, 253, 254, 255, 256, 257, 258, 259, 260, 261, 262, 263, 264, 265, 266, 267, 268, 269, 270, 271, 272, 273, 274, 275, 276, 277, 278, 279, 280, 281, 282, 283, 284, 285, 286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297, 298, 299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374, 375, 376, 377, 378, 379, 380, 381, 382, 383, 384, 385, 386, 387, 388, 389, 390, 391, 392, 393, 394, 395, 396, 397, 398, 399, 400, 401, 402, 403, 404, 405, 406, 407, 408, 409, 410, 411, 412, 413, 414, 415, 416, 417, 418, 419, 420, 421, 422, 423, 424, 425, 426, 427, 428, 429, 430, 431, 432, 433, 434, 435, 436, 437, 438, 439, 440, 441, 442, 443, 444, 445, 446, 447, 448, 449, 450, 451, 452, 453, 454, 455, 456, 457, 458, 459, 460, 461, 462, 463, 464, 465, 466, 467, 468, 469, 470, 471, 472, 473, 474, 475, 476, 477, 478, 479, 480], [1, 2, 3, 4, 5, 6, 19, 20, 21, 22, 23, 24, 37, 38, 39, 40, 41, 42, 55, 56, 57, 58, 59, 60, 73, 74, 75, 76, 77, 78, 91, 92, 93, 94, 95, 96, 109, 110, 111, 112, 113, 114, 127, 128, 129, 130, 131, 132, 145, 146, 147, 148, 149, 150, 163, 164, 165, 166, 167, 168, 181, 182, 183, 184, 185, 186, 199, 200, 201, 202, 203, 204, 217, 218, 219, 220, 221, 222, 235, 236, 237, 238, 239, 240, 253, 254, 255, 256, 257, 258, 271, 272, 273, 274, 275, 276, 289, 290, 291, 292, 293, 294, 307, 308, 309, 310, 311, 312, 325, 326, 327, 328, 329, 330, 343, 344, 345, 346, 347, 348, 361, 362, 363, 364, 365, 366, 379, 380, 381, 382, 383, 384, 397, 398, 399, 400, 401, 402, 415, 416, 417, 418, 419, 420, 433, 434, 435, 436, 437, 438, 451, 452, 453, 454, 455, 456, 469, 470, 471, 472, 473, 474, 487, 488, 489, 490, 491, 492, 505, 506, 507, 508, 509, 510, 523, 524, 525, 526, 527, 528, 541, 542, 543, 544, 545, 546, 559, 560, 561, 562, 563, 564, 577, 578, 579, 580, 581, 582, 595, 596, 597, 598, 599, 600, 613, 614, 615, 616, 617, 618, 631, 632, 633, 634, 635, 636, 649, 650, 651, 652, 653, 654, 667, 668, 669, 670, 671, 672, 685, 686, 687, 688, 689, 690, 703, 704, 705, 706, 707, 708, 721, 722, 723, 724, 725, 726, 739, 740, 741, 742, 743, 744, 757, 758, 759, 760, 761, 762, 775, 776, 777, 778, 779, 780, 793, 794, 795, 796, 797, 798, 811, 812, 813, 814, 815, 816, 829, 830, 831, 832, 833, 834, 847, 848, 849, 850, 851, 852, 865, 866, 867, 868, 869, 870, 883, 884, 885, 886, 887, 888, 901, 902, 903, 904, 905, 906, 919, 920, 921, 922, 923, 924, 937, 938, 939, 940, 941, 942, 955, 956, 957, 958, 959, 960, 973, 974, 975, 976, 977, 978, 991, 992, 993, 994, 995, 996, 1009, 1010, 1011, 1012, 1013, 1014, 1027, 1028, 1029, 1030, 1031, 1032, 1045, 1046, 1047, 1048, 1049, 1050, 1063, 1064, 1065, 1066, 1067, 1068, 1081, 1082, 1083, 1084, 1085, 1086, 1099, 1100, 1101, 1102, 1103, 1104, 1117, 1118, 1119, 1120, 1121, 1122, 1135, 1136, 1137, 1138, 1139, 1140, 1153, 1154, 1155, 1156, 1157, 1158, 1171, 1172, 1173, 1174, 1175, 1176, 1189, 1190, 1191, 1192, 1193, 1194, 1207, 1208, 1209, 1210, 1211, 1212, 1225, 1226, 1227, 1228, 1229, 1230, 1243, 1244, 1245, 1246, 1247, 1248, 1261, 1262, 1263, 1264, 1265, 1266, 1279, 1280, 1281, 1282, 1283, 1284, 1297, 1298, 1299, 1300, 1301, 1302, 1315, 1316, 1317, 1318, 1319, 1320, 1333, 1334, 1335, 1336, 1337, 1338, 1351, 1352, 1353, 1354, 1355, 1356, 1369, 1370, 1371, 1372, 1373, 1374, 1387, 1388, 1389, 1390, 1391, 1392, 1405, 1406, 1407, 1408, 1409, 1410, 1423, 1424, 1425, 1426, 1427, 1428])), Jutul.CrossTermPair(:NeAm, :NeCc, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [571.0849952967762, 584.1396055363476, 665.1540642482855, 678.2087003137864, 759.2236768931137, 772.2783298660844, 853.2936543980315, 866.3483190392865, 947.3638886108794, 960.4185616413164, 582.8435902564526, 595.8982044126261, 676.9127407122305, 689.9673792789254, 770.9824068504765, 784.0370615164795, 865.0524213445618, 878.1070871844514, 959.1226821936356, 972.1773561036454, 594.6021975618498, 607.6568154070894, 688.6714250825485, 701.7260660247175, 782.7411421717584, 795.7957984560328, 876.8111920956956, 889.8658590868351, 970.8814785716963, 983.9361533306725, 606.3608165003884, 619.4154378245402, 700.4301169635576, 713.4847601636518, 794.4998826207421, 807.5545404526279, 888.5699665010393, 901.6246345994005, 982.6402776465717, 995.6949532236483, 618.1194464132603, 631.1740710216096, 712.188815986014, 725.2434613339705, 806.2586279740658, 819.3132872867334, 900.3287444191485, 913.3834135809359, 994.3990793224685, 1007.453755688905, 629.8780866903031, 642.9327144024805, 723.9475218042954, 737.0021691970403, 818.0173780212516, 831.072038751987, 912.0875257142299, 925.1421958989351, 1006.1578835077866, 1019.2125606364395, 641.6367367658095, 654.6913674144396, 735.7062340939781, 748.7608834354569, 829.7761325643644, 842.8307946535414, 923.8463102580307, 936.9009814274958, 1017.9166901166917, 1030.9713679815593, 653.3953961146902, 666.4500295440926, 747.4649525519235, 760.5196037514692, 841.534891415984, 854.589554807342, 935.6050979287411, 948.6597700460361, 1029.6754990664163, 1042.7301776431552, 571.0849952967496, 584.1396055363284, 665.1540642483353, 678.208700313763, 759.2236768931068, 772.2783298660323, 853.2936543981515, 866.3483190392479, 947.3638886108706, 960.4185616413797, 582.8435902564333, 595.8982044126261, 676.9127407121858, 689.9673792789534, 770.9824068504521, 784.0370615164795, 865.0524213445932, 878.107087184488, 959.1226821935264, 972.1773561037559, 594.6021975618588, 607.6568154071288, 688.6714250825027, 701.7260660247172, 782.7411421717878, 795.7957984560604, 876.8111920956738, 889.8658590868334, 970.881478571733, 983.9361533306728, 606.360816500432, 619.4154378245327, 700.4301169635576, 713.4847601636764, 794.4998826207421, 807.55454045259, 888.5699665010605, 901.6246345994206, 982.6402776465399, 995.6949532236363, 618.1194464132641, 631.1740710216305, 712.1888159860384, 725.2434613339951, 806.2586279740257, 819.3132872867037, 900.3287444190502, 913.3834135809359, 994.3990793223937, 1007.4537556888671, 629.8780866902611, 642.9327144024737, 723.9475218043201, 737.0021691970582, 818.017378021319, 831.072038752017, 912.0875257141946, 925.1421958989223, 1006.1578835077776, 1019.2125606364377, 641.6367367658013, 654.6913674144408, 735.7062340939939, 748.7608834354075, 829.7761325644161, 842.8307946535137, 923.8463102580222, 936.9009814276236, 1017.9166901166443, 1030.9713679814863, 653.3953961146669, 666.4500295441187, 747.4649525518487, 760.5196037514163, 841.5348914160157, 854.589554807361, 935.6050979287411, 948.6597700459636, 1029.675499066455, 1042.7301776431464])), Jutul.CrossTermPair(:NeCc, :NeAm, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [571.0849952967762, 584.1396055363476, 665.1540642482855, 678.2087003137864, 759.2236768931137, 772.2783298660844, 853.2936543980315, 866.3483190392865, 947.3638886108794, 960.4185616413164, 582.8435902564526, 595.8982044126261, 676.9127407122305, 689.9673792789254, 770.9824068504765, 784.0370615164795, 865.0524213445618, 878.1070871844514, 959.1226821936356, 972.1773561036454, 594.6021975618498, 607.6568154070894, 688.6714250825485, 701.7260660247175, 782.7411421717584, 795.7957984560328, 876.8111920956956, 889.8658590868351, 970.8814785716963, 983.9361533306725, 606.3608165003884, 619.4154378245402, 700.4301169635576, 713.4847601636518, 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853.2936543981515, 866.3483190392479, 947.3638886108706, 960.4185616413797, 582.8435902564333, 595.8982044126261, 676.9127407121858, 689.9673792789534, 770.9824068504521, 784.0370615164795, 865.0524213445932, 878.107087184488, 959.1226821935264, 972.1773561037559, 594.6021975618588, 607.6568154071288, 688.6714250825027, 701.7260660247172, 782.7411421717878, 795.7957984560604, 876.8111920956738, 889.8658590868334, 970.881478571733, 983.9361533306728, 606.360816500432, 619.4154378245327, 700.4301169635576, 713.4847601636764, 794.4998826207421, 807.55454045259, 888.5699665010605, 901.6246345994206, 982.6402776465399, 995.6949532236363, 618.1194464132641, 631.1740710216305, 712.1888159860384, 725.2434613339951, 806.2586279740257, 819.3132872867037, 900.3287444190502, 913.3834135809359, 994.3990793223937, 1007.4537556888671, 629.8780866902611, 642.9327144024737, 723.9475218043201, 737.0021691970582, 818.017378021319, 831.072038752017, 912.0875257141946, 925.1421958989223, 1006.1578835077776, 1019.2125606364377, 641.6367367658013, 654.6913674144408, 735.7062340939939, 748.7608834354075, 829.7761325644161, 842.8307946535137, 923.8463102580222, 936.9009814276236, 1017.9166901166443, 1030.9713679814863, 653.3953961146669, 666.4500295441187, 747.4649525518487, 760.5196037514163, 841.5348914160157, 854.589554807361, 935.6050979287411, 948.6597700459636, 1029.675499066455, 1042.7301776431464])), Jutul.CrossTermPair(:PeAm, :PeCc, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([3, 4, 9, 10, 15, 16, 21, 22, 27, 28, 33, 34, 39, 40, 45, 46, 51, 52, 57, 58, 63, 64, 69, 70, 75, 76, 81, 82, 87, 88, 93, 94, 99, 100, 105, 106, 111, 112, 117, 118, 123, 124, 129, 130, 135, 136, 141, 142, 147, 148, 153, 154, 159, 160, 165, 166, 171, 172, 177, 178, 183, 184, 189, 190, 195, 196, 201, 202, 207, 208, 213, 214, 219, 220, 225, 226, 231, 232, 237, 238, 243, 244, 249, 250, 255, 256, 261, 262, 267, 268, 273, 274, 279, 280, 285, 286, 291, 292, 297, 298, 303, 304, 309, 310, 315, 316, 321, 322, 327, 328, 333, 334, 339, 340, 345, 346, 351, 352, 357, 358, 363, 364, 369, 370, 375, 376, 381, 382, 387, 388, 393, 394, 399, 400, 405, 406, 411, 412, 417, 418, 423, 424, 429, 430, 435, 436, 441, 442, 447, 448, 453, 454, 459, 460, 465, 466, 471, 472, 477, 478], [1, 3, 4, 6, 7, 9, 10, 12, 13, 15, 16, 18, 19, 21, 22, 24, 25, 27, 28, 30, 31, 33, 34, 36, 37, 39, 40, 42, 43, 45, 46, 48, 49, 51, 52, 54, 55, 57, 58, 60, 61, 63, 64, 66, 67, 69, 70, 72, 73, 75, 76, 78, 79, 81, 82, 84, 85, 87, 88, 90, 91, 93, 94, 96, 97, 99, 100, 102, 103, 105, 106, 108, 109, 111, 112, 114, 115, 117, 118, 120, 121, 123, 124, 126, 127, 129, 130, 132, 133, 135, 136, 138, 139, 141, 142, 144, 145, 147, 148, 150, 151, 153, 154, 156, 157, 159, 160, 162, 163, 165, 166, 168, 169, 171, 172, 174, 175, 177, 178, 180, 181, 183, 184, 186, 187, 189, 190, 192, 193, 195, 196, 198, 199, 201, 202, 204, 205, 207, 208, 210, 211, 213, 214, 216, 217, 219, 220, 222, 223, 225, 226, 228, 229, 231, 232, 234, 235, 237, 238, 240], [0.40638649362993756, 0.4187370296822482, 0.4795286176330274, 0.4918791887950454, 0.552671619243676, 0.5650222126556012, 0.6258151931728921, 0.6381658015669058, 0.6989591610176265, 0.7113097799778596, 0.4155291954833196, 0.42787973694274334, 0.4886714528404041, 0.5010220273321935, 0.5618145392301788, 0.5741651348359307, 0.634958170381151, 0.6473087802964905, 0.7081021786584072, 0.7204527987160598, 0.4246719178434538, 0.4370224643694601, 0.4978143007213827, 0.5101648783633871, 0.570957467588704, 0.5833080652853071, 0.6441011534062383, 0.656451764779118, 0.7172452005030577, 0.7295958216167009, 0.43381465942836916, 0.44616521070841125, 0.5069571605968878, 0.5193077412222882, 0.5801004039274624, 0.5924510036173457, 0.6532441420061675, 0.6655947547757257, 0.7263882263933653, 0.7387388485247738, 0.44295741906087926, 0.4553079748074259, 0.5161000318356439, 0.5284506152891665, 0.5892433478773819, 0.6015939494698005, 0.6623871359505445, 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0.6290228288433088, 0.6898161477469409, 0.7021667655658589, 0.7629603675295914, 0.7753109933727103])), Jutul.CrossTermPair(:PeCc, :Control, :charge_conservation, :charge_conservation, TPFAInterfaceFluxCT{Vector{Int64}, Vector{Float64}}([1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120], [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], [29.614750796155878, 29.691312324779222, 29.76787385340492, 34.87917786869062, 34.95573939731385, 35.03230092593964, 40.143604941226776, 40.22016646984721, 40.296727998475596, 45.40803201376047, 45.48459354238221, 45.56115507100974, 50.67245908629559, 50.74902061491737, 50.82558214354585, 30.272804180222614, 30.349365708846225, 30.42592723747181, 35.53723125275756, 35.613792781380646, 35.690354310006434, 40.801658325291775, 40.87821985391379, 40.9547813825424, 46.06608539782652, 46.14264692645026, 46.219208455075545, 51.330512470361526, 51.407073998983506, 51.48363552761149, 30.930857564290125, 31.007419092912702, 31.083980621538583, 36.195284636824, 36.27184616544814, 36.348407694073494, 41.45971170935843, 41.53627323798287, 41.61283476660736, 46.72413878189494, 46.8007003105148, 46.87726183914397, 51.988565854426014, 52.06512738305235, 52.14168891167689, 31.588910948355966, 31.665472476979925, 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49.35635231816262, 49.432913846782476, 49.50947537541187, 54.620779390697436, 54.69734091931847, 54.77390244794035, 34.221124484624276, 34.297686013247166, 34.37424754187262, 39.4855515571599, 39.56211308578042, 39.63867461440882, 44.749978629694745, 44.82654015831573, 44.90310168694309, 50.0144057022295, 50.09096723084875, 50.16752875947937, 55.27883277476215, 55.355394303385744, 55.43195583200891])), Jutul.CrossTermPair(:Control, :PeCc, :control, :control, AccumulatorInterfaceFluxCT{Vector{Int64}, Vector{Float64}}(1, [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120], [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]))], nothing, DefaultContext(EquationMajorLayout(false), 9223372036854775807, 1), :reduction, false, {
    :Elyte => 1
    :NeAm => 1
    :PeCc => 1
    :Control => 1
    :NeCc => 1
    :PeAm => 1
})
    :forces =>     {
        :Elyte => NamedTuple()
        :NeAm => NamedTuple()
        :PeCc => NamedTuple()
        :Control => NamedTuple()
        :NeCc => NamedTuple()
        :PeAm => NamedTuple()
    }
})

We open the interactive visualization tool with the simulation output.

plot_interactive_3d(output; colormap = :curl)

Example on GitHub

If you would like to run this example yourself, it can be downloaded from the BattMo.jl GitHub repository as a script.

---

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